Derivation Tree:
SO: book, Input: [n!case,[the,d]]
1 esm SO: {book,n!case}, Input: [[the,d]]
1 1 dws SO: the, Input: [d]
1 1 1 esm SO: {the,d}, Input: []
1 1 1 1 uws SO: {book,n!case}, Input: [{the,d}]
1 1 1 1 1 esm SO: {{book,n!case},{the,d}}, Input: []
1 1 1 1 1 1 ism SO: {{book,n!case},{{book,n!case},{the,d}}}, Input: []
1 1 1 1 1 1 1 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 1 2 ism SO: {book,{{book,n!case},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 1 3 ism SO: {n!case,{{book,n!case},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 1 4 ism SO: {{{book,n!case},{the,d}},{{book,n!case},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 1 5 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 1 6 ism SO: {book,{{book,n!case},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 1 7 ism SO: {n!case,{{book,n!case},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 1 8 ism SO: {{the,d},{{book,n!case},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 1 9 ism SO: {the,{{book,n!case},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 1 10ism SO: {d,{{book,n!case},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 1 11ipm SO: <{{book,n!case},{{book,n!case},{the,d}}},{book,n!case}>, Input: []
1 1 1 1 1 1 12ipm SO: <{{book,n!case},{{book,n!case},{the,d}}},book>, Input: []
1 1 1 1 1 1 13ipm SO: <{{book,n!case},{{book,n!case},{the,d}}},n!case>, Input: []
1 1 1 1 1 1 14ipm SO: <{{book,n!case},{{book,n!case},{the,d}}},{{book,n!case},{the,d}}>, Input: []
1 1 1 1 1 1 15ipm SO: <{{book,n!case},{{book,n!case},{the,d}}},{book,n!case}>, Input: []
1 1 1 1 1 1 16ipm SO: <{{book,n!case},{{book,n!case},{the,d}}},book>, Input: []
1 1 1 1 1 1 17ipm SO: <{{book,n!case},{{book,n!case},{the,d}}},n!case>, Input: []
1 1 1 1 1 1 18ipm SO: <{{book,n!case},{{book,n!case},{the,d}}},{the,d}>, Input: []
1 1 1 1 1 1 19ipm SO: <{{book,n!case},{{book,n!case},{the,d}}},the>, Input: []
1 1 1 1 1 1 20ipm SO: <{{book,n!case},{{book,n!case},{the,d}}},d>, Input: []
1 1 1 1 1 2 ism SO: {book,{{book,n!case},{the,d}}}, Input: []
1 1 1 1 1 2 1 ism SO: {book,{book,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 2 2 ism SO: {{{book,n!case},{the,d}},{book,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 2 3 ism SO: {{book,n!case},{book,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 2 4 ism SO: {book,{book,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 2 5 ism SO: {n!case,{book,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 2 6 ism SO: {{the,d},{book,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 2 7 ism SO: {the,{book,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 2 8 ism SO: {d,{book,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 2 9 ipm SO: <{book,{{book,n!case},{the,d}}},book>, Input: []
1 1 1 1 1 2 10ipm SO: <{book,{{book,n!case},{the,d}}},{{book,n!case},{the,d}}>, Input: []
1 1 1 1 1 2 11ipm SO: <{book,{{book,n!case},{the,d}}},{book,n!case}>, Input: []
1 1 1 1 1 2 12ipm SO: <{book,{{book,n!case},{the,d}}},book>, Input: []
1 1 1 1 1 2 13ipm SO: <{book,{{book,n!case},{the,d}}},n!case>, Input: []
1 1 1 1 1 2 14ipm SO: <{book,{{book,n!case},{the,d}}},{the,d}>, Input: []
1 1 1 1 1 2 15ipm SO: <{book,{{book,n!case},{the,d}}},the>, Input: []
1 1 1 1 1 2 16ipm SO: <{book,{{book,n!case},{the,d}}},d>, Input: []
1 1 1 1 1 3 ism SO: {n!case,{{book,n!case},{the,d}}}, Input: []
1 1 1 1 1 3 1 ism SO: {n!case,{n!case,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 3 2 ism SO: {{{book,n!case},{the,d}},{n!case,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 3 3 ism SO: {{book,n!case},{n!case,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 3 4 ism SO: {book,{n!case,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 3 5 ism SO: {n!case,{n!case,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 3 6 ism SO: {{the,d},{n!case,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 3 7 ism SO: {the,{n!case,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 3 8 ism SO: {d,{n!case,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 3 9 ipm SO: <{n!case,{{book,n!case},{the,d}}},n!case>, Input: []
1 1 1 1 1 3 10ipm SO: <{n!case,{{book,n!case},{the,d}}},{{book,n!case},{the,d}}>, Input: []
1 1 1 1 1 3 11ipm SO: <{n!case,{{book,n!case},{the,d}}},{book,n!case}>, Input: []
1 1 1 1 1 3 12ipm SO: <{n!case,{{book,n!case},{the,d}}},book>, Input: []
1 1 1 1 1 3 13ipm SO: <{n!case,{{book,n!case},{the,d}}},n!case>, Input: []
1 1 1 1 1 3 14ipm SO: <{n!case,{{book,n!case},{the,d}}},{the,d}>, Input: []
1 1 1 1 1 3 15ipm SO: <{n!case,{{book,n!case},{the,d}}},the>, Input: []
1 1 1 1 1 3 16ipm SO: <{n!case,{{book,n!case},{the,d}}},d>, Input: []
1 1 1 1 1 4 ism SO: {{the,d},{{book,n!case},{the,d}}}, Input: []
1 1 1 1 1 4 1 ism SO: {{the,d},{{the,d},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 4 2 ism SO: {the,{{the,d},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 4 3 ism SO: {d,{{the,d},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 4 4 ism SO: {{{book,n!case},{the,d}},{{the,d},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 4 5 ism SO: {{book,n!case},{{the,d},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 4 6 ism SO: {book,{{the,d},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 4 7 ism SO: {n!case,{{the,d},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 4 8 ism SO: {{the,d},{{the,d},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 4 9 ism SO: {the,{{the,d},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 4 10ism SO: {d,{{the,d},{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 4 11ipm SO: <{{the,d},{{book,n!case},{the,d}}},{the,d}>, Input: []
1 1 1 1 1 4 12ipm SO: <{{the,d},{{book,n!case},{the,d}}},the>, Input: []
1 1 1 1 1 4 13ipm SO: <{{the,d},{{book,n!case},{the,d}}},d>, Input: []
1 1 1 1 1 4 14ipm SO: <{{the,d},{{book,n!case},{the,d}}},{{book,n!case},{the,d}}>, Input: []
1 1 1 1 1 4 15ipm SO: <{{the,d},{{book,n!case},{the,d}}},{book,n!case}>, Input: []
1 1 1 1 1 4 16ipm SO: <{{the,d},{{book,n!case},{the,d}}},book>, Input: []
1 1 1 1 1 4 17ipm SO: <{{the,d},{{book,n!case},{the,d}}},n!case>, Input: []
1 1 1 1 1 4 18ipm SO: <{{the,d},{{book,n!case},{the,d}}},{the,d}>, Input: []
1 1 1 1 1 4 19ipm SO: <{{the,d},{{book,n!case},{the,d}}},the>, Input: []
1 1 1 1 1 4 20ipm SO: <{{the,d},{{book,n!case},{the,d}}},d>, Input: []
1 1 1 1 1 5 ism SO: {the,{{book,n!case},{the,d}}}, Input: []
1 1 1 1 1 5 1 ism SO: {the,{the,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 5 2 ism SO: {{{book,n!case},{the,d}},{the,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 5 3 ism SO: {{book,n!case},{the,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 5 4 ism SO: {book,{the,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 5 5 ism SO: {n!case,{the,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 5 6 ism SO: {{the,d},{the,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 5 7 ism SO: {the,{the,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 5 8 ism SO: {d,{the,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 5 9 ipm SO: <{the,{{book,n!case},{the,d}}},the>, Input: []
1 1 1 1 1 5 10ipm SO: <{the,{{book,n!case},{the,d}}},{{book,n!case},{the,d}}>, Input: []
1 1 1 1 1 5 11ipm SO: <{the,{{book,n!case},{the,d}}},{book,n!case}>, Input: []
1 1 1 1 1 5 12ipm SO: <{the,{{book,n!case},{the,d}}},book>, Input: []
1 1 1 1 1 5 13ipm SO: <{the,{{book,n!case},{the,d}}},n!case>, Input: []
1 1 1 1 1 5 14ipm SO: <{the,{{book,n!case},{the,d}}},{the,d}>, Input: []
1 1 1 1 1 5 15ipm SO: <{the,{{book,n!case},{the,d}}},the>, Input: []
1 1 1 1 1 5 16ipm SO: <{the,{{book,n!case},{the,d}}},d>, Input: []
1 1 1 1 1 6 ism SO: {d,{{book,n!case},{the,d}}}, Input: []
1 1 1 1 1 6 1 ism SO: {d,{d,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 6 2 ism SO: {{{book,n!case},{the,d}},{d,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 6 3 ism SO: {{book,n!case},{d,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 6 4 ism SO: {book,{d,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 6 5 ism SO: {n!case,{d,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 6 6 ism SO: {{the,d},{d,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 6 7 ism SO: {the,{d,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 6 8 ism SO: {d,{d,{{book,n!case},{the,d}}}}, Input: []
1 1 1 1 1 6 9 ipm SO: <{d,{{book,n!case},{the,d}}},d>, Input: []
1 1 1 1 1 6 10ipm SO: <{d,{{book,n!case},{the,d}}},{{book,n!case},{the,d}}>, Input: []
1 1 1 1 1 6 11ipm SO: <{d,{{book,n!case},{the,d}}},{book,n!case}>, Input: []
1 1 1 1 1 6 12ipm SO: <{d,{{book,n!case},{the,d}}},book>, Input: []
1 1 1 1 1 6 13ipm SO: <{d,{{book,n!case},{the,d}}},n!case>, Input: []
1 1 1 1 1 6 14ipm SO: <{d,{{book,n!case},{the,d}}},{the,d}>, Input: []
1 1 1 1 1 6 15ipm SO: <{d,{{book,n!case},{the,d}}},the>, Input: []
1 1 1 1 1 6 16ipm SO: <{d,{{book,n!case},{the,d}}},d>, Input: []
1 1 1 1 1 7 ipm SO: <{{book,n!case},{the,d}},{book,n!case}>, Input: []
1 1 1 1 1 7 1 ism SO: {book,<{{book,n!case},{the,d}},{book,n!case}>}, Input: []
1 1 1 1 1 7 2 ism SO: {n!case,<{{book,n!case},{the,d}},{book,n!case}>}, Input: []
1 1 1 1 1 7 3 ipm SO: <<{{book,n!case},{the,d}},{book,n!case}>,book>, Input: []
1 1 1 1 1 7 4 ipm SO: <<{{book,n!case},{the,d}},{book,n!case}>,n!case>, Input: []
1 1 1 1 1 8 ipm SO: <{{book,n!case},{the,d}},book>, Input: []
1 1 1 1 1 9 ipm SO: <{{book,n!case},{the,d}},n!case>, Input: []
1 1 1 1 1 10ipm SO: <{{book,n!case},{the,d}},{the,d}>, Input: []
1 1 1 1 1 101 ism SO: {the,<{{book,n!case},{the,d}},{the,d}>}, Input: []
1 1 1 1 1 102 ism SO: {d,<{{book,n!case},{the,d}},{the,d}>}, Input: []
1 1 1 1 1 103 ipm SO: <<{{book,n!case},{the,d}},{the,d}>,the>, Input: []
1 1 1 1 1 104 ipm SO: <<{{book,n!case},{the,d}},{the,d}>,d>, Input: []
1 1 1 1 1 11ipm SO: <{{book,n!case},{the,d}},the>, Input: []
1 1 1 1 1 12ipm SO: <{{book,n!case},{the,d}},d>, Input: []
1 1 1 1 2 ism SO: {book,{book,n!case}}, Input: [{the,d}]
1 1 1 1 2 1 esm SO: {{book,{book,n!case}},{the,d}}, Input: []
1 1 1 1 2 1 1 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 2 1 2 ism SO: {book,{{book,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 2 1 3 ism SO: {{book,n!case},{{book,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 2 1 4 ism SO: {book,{{book,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 2 1 5 ism SO: {n!case,{{book,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 2 1 6 ism SO: {{the,d},{{book,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 2 1 7 ism SO: {the,{{book,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 2 1 8 ism SO: {d,{{book,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 2 1 9 ipm SO: <{{book,{book,n!case}},{the,d}},{book,{book,n!case}}>, Input: []
1 1 1 1 2 1 10ipm SO: <{{book,{book,n!case}},{the,d}},book>, Input: []
1 1 1 1 2 1 11ipm SO: <{{book,{book,n!case}},{the,d}},{book,n!case}>, Input: []
1 1 1 1 2 1 12ipm SO: <{{book,{book,n!case}},{the,d}},book>, Input: []
1 1 1 1 2 1 13ipm SO: <{{book,{book,n!case}},{the,d}},n!case>, Input: []
1 1 1 1 2 1 14ipm SO: <{{book,{book,n!case}},{the,d}},{the,d}>, Input: []
1 1 1 1 2 1 15ipm SO: <{{book,{book,n!case}},{the,d}},the>, Input: []
1 1 1 1 2 1 16ipm SO: <{{book,{book,n!case}},{the,d}},d>, Input: []
1 1 1 1 2 2 ism SO: {book,{book,{book,n!case}}}, Input: [{the,d}]
1 1 1 1 2 2 1 esm SO: {{book,{book,{book,n!case}}},{the,d}}, Input: []
1 1 1 1 2 2 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 2 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 2 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 2 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 2 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 2 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 2 8 epm SO: <{book,{book,{book,n!case}}},{the,d}>, Input: []
1 1 1 1 2 2 9 epm SO: <{the,d},{book,{book,{book,n!case}}}>, Input: []
1 1 1 1 2 2 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 2 2 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 1 1 1 2 2 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 2 2 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 2 2 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 2 2 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 2 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [{the,d}]
1 1 1 1 2 3 1 esm SO: {{{book,n!case},{book,{book,n!case}}},{the,d}}, Input: []
1 1 1 1 2 3 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 3 3 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 3 4 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 3 5 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 3 6 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 3 7 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 3 8 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 3 9 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 3 10epm SO: <{{book,n!case},{book,{book,n!case}}},{the,d}>, Input: []
1 1 1 1 2 3 11epm SO: <{the,d},{{book,n!case},{book,{book,n!case}}}>, Input: []
1 1 1 1 2 3 12ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 2 3 13ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 2 3 14ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 2 3 15ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 1 1 1 2 3 16ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 2 3 17ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 2 3 18ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 2 3 19ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 2 4 ism SO: {book,{book,{book,n!case}}}, Input: [{the,d}]
1 1 1 1 2 4 1 esm SO: {{book,{book,{book,n!case}}},{the,d}}, Input: []
1 1 1 1 2 4 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 4 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 4 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 4 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 4 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 4 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 4 8 epm SO: <{book,{book,{book,n!case}}},{the,d}>, Input: []
1 1 1 1 2 4 9 epm SO: <{the,d},{book,{book,{book,n!case}}}>, Input: []
1 1 1 1 2 4 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 2 4 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 1 1 1 2 4 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 2 4 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 2 4 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 2 4 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 2 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [{the,d}]
1 1 1 1 2 5 1 esm SO: {{n!case,{book,{book,n!case}}},{the,d}}, Input: []
1 1 1 1 2 5 2 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 5 3 ism SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 5 4 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 5 5 ism SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 5 6 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 5 7 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 2 5 8 epm SO: <{n!case,{book,{book,n!case}}},{the,d}>, Input: []
1 1 1 1 2 5 9 epm SO: <{the,d},{n!case,{book,{book,n!case}}}>, Input: []
1 1 1 1 2 5 10ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 2 5 11ipm SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 1 1 1 2 5 12ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 2 5 13ipm SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 2 5 14ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 2 5 15ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 2 6 epm SO: <{book,{book,n!case}},{the,d}>, Input: []
1 1 1 1 2 6 1 ism SO: {the,<{book,{book,n!case}},{the,d}>}, Input: []
1 1 1 1 2 6 2 ism SO: {d,<{book,{book,n!case}},{the,d}>}, Input: []
1 1 1 1 2 6 3 ipm SO: <<{book,{book,n!case}},{the,d}>,the>, Input: []
1 1 1 1 2 6 4 ipm SO: <<{book,{book,n!case}},{the,d}>,d>, Input: []
1 1 1 1 2 7 epm SO: <{the,d},{book,{book,n!case}}>, Input: []
1 1 1 1 2 7 1 ism SO: {book,<{the,d},{book,{book,n!case}}>}, Input: []
1 1 1 1 2 7 2 ism SO: {{book,n!case},<{the,d},{book,{book,n!case}}>}, Input: []
1 1 1 1 2 7 3 ism SO: {book,<{the,d},{book,{book,n!case}}>}, Input: []
1 1 1 1 2 7 4 ism SO: {n!case,<{the,d},{book,{book,n!case}}>}, Input: []
1 1 1 1 2 7 5 ipm SO: <<{the,d},{book,{book,n!case}}>,book>, Input: []
1 1 1 1 2 7 6 ipm SO: <<{the,d},{book,{book,n!case}}>,{book,n!case}>, Input: []
1 1 1 1 2 7 7 ipm SO: <<{the,d},{book,{book,n!case}}>,book>, Input: []
1 1 1 1 2 7 8 ipm SO: <<{the,d},{book,{book,n!case}}>,n!case>, Input: []
1 1 1 1 2 8 ipm SO: <{book,{book,n!case}},book>, Input: [{the,d}]
1 1 1 1 2 8 1 esm SO: {<{book,{book,n!case}},book>,{the,d}}, Input: []
1 1 1 1 2 8 2 epm SO: <<{book,{book,n!case}},book>,{the,d}>, Input: []
1 1 1 1 2 8 3 epm SO: <{the,d},<{book,{book,n!case}},book>>, Input: []
1 1 1 1 2 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 2 9 1 esm SO: {<{book,{book,n!case}},{book,n!case}>,{the,d}}, Input: []
1 1 1 1 2 9 2 ism SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 1 1 1 2 9 3 ism SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 1 1 1 2 9 4 epm SO: <<{book,{book,n!case}},{book,n!case}>,{the,d}>, Input: []
1 1 1 1 2 9 5 epm SO: <{the,d},<{book,{book,n!case}},{book,n!case}>>, Input: []
1 1 1 1 2 9 6 ipm SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [{the,d}]
1 1 1 1 2 9 7 ipm SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [{the,d}]
1 1 1 1 2 10ipm SO: <{book,{book,n!case}},book>, Input: [{the,d}]
1 1 1 1 2 101 esm SO: {<{book,{book,n!case}},book>,{the,d}}, Input: []
1 1 1 1 2 102 epm SO: <<{book,{book,n!case}},book>,{the,d}>, Input: []
1 1 1 1 2 103 epm SO: <{the,d},<{book,{book,n!case}},book>>, Input: []
1 1 1 1 2 11ipm SO: <{book,{book,n!case}},n!case>, Input: [{the,d}]
1 1 1 1 2 111 esm SO: {<{book,{book,n!case}},n!case>,{the,d}}, Input: []
1 1 1 1 2 112 epm SO: <<{book,{book,n!case}},n!case>,{the,d}>, Input: []
1 1 1 1 2 113 epm SO: <{the,d},<{book,{book,n!case}},n!case>>, Input: []
1 1 1 1 3 ism SO: {n!case,{book,n!case}}, Input: [{the,d}]
1 1 1 1 3 1 esm SO: {{n!case,{book,n!case}},{the,d}}, Input: []
1 1 1 1 3 1 1 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 3 1 2 ism SO: {n!case,{{n!case,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 3 1 3 ism SO: {{book,n!case},{{n!case,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 3 1 4 ism SO: {book,{{n!case,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 3 1 5 ism SO: {n!case,{{n!case,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 3 1 6 ism SO: {{the,d},{{n!case,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 3 1 7 ism SO: {the,{{n!case,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 3 1 8 ism SO: {d,{{n!case,{book,n!case}},{the,d}}}, Input: []
1 1 1 1 3 1 9 ipm SO: <{{n!case,{book,n!case}},{the,d}},{n!case,{book,n!case}}>, Input: []
1 1 1 1 3 1 10ipm SO: <{{n!case,{book,n!case}},{the,d}},n!case>, Input: []
1 1 1 1 3 1 11ipm SO: <{{n!case,{book,n!case}},{the,d}},{book,n!case}>, Input: []
1 1 1 1 3 1 12ipm SO: <{{n!case,{book,n!case}},{the,d}},book>, Input: []
1 1 1 1 3 1 13ipm SO: <{{n!case,{book,n!case}},{the,d}},n!case>, Input: []
1 1 1 1 3 1 14ipm SO: <{{n!case,{book,n!case}},{the,d}},{the,d}>, Input: []
1 1 1 1 3 1 15ipm SO: <{{n!case,{book,n!case}},{the,d}},the>, Input: []
1 1 1 1 3 1 16ipm SO: <{{n!case,{book,n!case}},{the,d}},d>, Input: []
1 1 1 1 3 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,d}]
1 1 1 1 3 2 1 esm SO: {{n!case,{n!case,{book,n!case}}},{the,d}}, Input: []
1 1 1 1 3 2 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 2 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 2 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 2 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 2 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 2 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 2 8 epm SO: <{n!case,{n!case,{book,n!case}}},{the,d}>, Input: []
1 1 1 1 3 2 9 epm SO: <{the,d},{n!case,{n!case,{book,n!case}}}>, Input: []
1 1 1 1 3 2 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 3 2 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 1 1 1 3 2 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 3 2 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 3 2 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 3 2 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 3 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [{the,d}]
1 1 1 1 3 3 1 esm SO: {{{book,n!case},{n!case,{book,n!case}}},{the,d}}, Input: []
1 1 1 1 3 3 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 3 3 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 3 4 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 3 5 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 3 6 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 3 7 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 3 8 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 3 9 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 3 10epm SO: <{{book,n!case},{n!case,{book,n!case}}},{the,d}>, Input: []
1 1 1 1 3 3 11epm SO: <{the,d},{{book,n!case},{n!case,{book,n!case}}}>, Input: []
1 1 1 1 3 3 12ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 3 3 13ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 3 3 14ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 3 3 15ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 1 1 1 3 3 16ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 3 3 17ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 3 3 18ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 3 3 19ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 3 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [{the,d}]
1 1 1 1 3 4 1 esm SO: {{book,{n!case,{book,n!case}}},{the,d}}, Input: []
1 1 1 1 3 4 2 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 4 3 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 4 4 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 4 5 ism SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 4 6 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 4 7 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 4 8 epm SO: <{book,{n!case,{book,n!case}}},{the,d}>, Input: []
1 1 1 1 3 4 9 epm SO: <{the,d},{book,{n!case,{book,n!case}}}>, Input: []
1 1 1 1 3 4 10ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 3 4 11ipm SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 1 1 1 3 4 12ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 3 4 13ipm SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 3 4 14ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 3 4 15ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 3 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,d}]
1 1 1 1 3 5 1 esm SO: {{n!case,{n!case,{book,n!case}}},{the,d}}, Input: []
1 1 1 1 3 5 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 5 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 5 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 5 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 5 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 5 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 1 1 1 3 5 8 epm SO: <{n!case,{n!case,{book,n!case}}},{the,d}>, Input: []
1 1 1 1 3 5 9 epm SO: <{the,d},{n!case,{n!case,{book,n!case}}}>, Input: []
1 1 1 1 3 5 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 3 5 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 1 1 1 3 5 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 3 5 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 3 5 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 1 1 1 3 5 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 1 1 1 3 6 epm SO: <{n!case,{book,n!case}},{the,d}>, Input: []
1 1 1 1 3 6 1 ism SO: {the,<{n!case,{book,n!case}},{the,d}>}, Input: []
1 1 1 1 3 6 2 ism SO: {d,<{n!case,{book,n!case}},{the,d}>}, Input: []
1 1 1 1 3 6 3 ipm SO: <<{n!case,{book,n!case}},{the,d}>,the>, Input: []
1 1 1 1 3 6 4 ipm SO: <<{n!case,{book,n!case}},{the,d}>,d>, Input: []
1 1 1 1 3 7 epm SO: <{the,d},{n!case,{book,n!case}}>, Input: []
1 1 1 1 3 7 1 ism SO: {n!case,<{the,d},{n!case,{book,n!case}}>}, Input: []
1 1 1 1 3 7 2 ism SO: {{book,n!case},<{the,d},{n!case,{book,n!case}}>}, Input: []
1 1 1 1 3 7 3 ism SO: {book,<{the,d},{n!case,{book,n!case}}>}, Input: []
1 1 1 1 3 7 4 ism SO: {n!case,<{the,d},{n!case,{book,n!case}}>}, Input: []
1 1 1 1 3 7 5 ipm SO: <<{the,d},{n!case,{book,n!case}}>,n!case>, Input: []
1 1 1 1 3 7 6 ipm SO: <<{the,d},{n!case,{book,n!case}}>,{book,n!case}>, Input: []
1 1 1 1 3 7 7 ipm SO: <<{the,d},{n!case,{book,n!case}}>,book>, Input: []
1 1 1 1 3 7 8 ipm SO: <<{the,d},{n!case,{book,n!case}}>,n!case>, Input: []
1 1 1 1 3 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{the,d}]
1 1 1 1 3 8 1 esm SO: {<{n!case,{book,n!case}},n!case>,{the,d}}, Input: []
1 1 1 1 3 8 2 epm SO: <<{n!case,{book,n!case}},n!case>,{the,d}>, Input: []
1 1 1 1 3 8 3 epm SO: <{the,d},<{n!case,{book,n!case}},n!case>>, Input: []
1 1 1 1 3 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [{the,d}]
1 1 1 1 3 9 1 esm SO: {<{n!case,{book,n!case}},{book,n!case}>,{the,d}}, Input: []
1 1 1 1 3 9 2 ism SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 1 1 1 3 9 3 ism SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 1 1 1 3 9 4 epm SO: <<{n!case,{book,n!case}},{book,n!case}>,{the,d}>, Input: []
1 1 1 1 3 9 5 epm SO: <{the,d},<{n!case,{book,n!case}},{book,n!case}>>, Input: []
1 1 1 1 3 9 6 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [{the,d}]
1 1 1 1 3 9 7 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [{the,d}]
1 1 1 1 3 10ipm SO: <{n!case,{book,n!case}},book>, Input: [{the,d}]
1 1 1 1 3 101 esm SO: {<{n!case,{book,n!case}},book>,{the,d}}, Input: []
1 1 1 1 3 102 epm SO: <<{n!case,{book,n!case}},book>,{the,d}>, Input: []
1 1 1 1 3 103 epm SO: <{the,d},<{n!case,{book,n!case}},book>>, Input: []
1 1 1 1 3 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{the,d}]
1 1 1 1 3 111 esm SO: {<{n!case,{book,n!case}},n!case>,{the,d}}, Input: []
1 1 1 1 3 112 epm SO: <<{n!case,{book,n!case}},n!case>,{the,d}>, Input: []
1 1 1 1 3 113 epm SO: <{the,d},<{n!case,{book,n!case}},n!case>>, Input: []
1 1 1 1 4 epm SO: <{book,n!case},{the,d}>, Input: []
1 1 1 1 4 1 ism SO: {the,<{book,n!case},{the,d}>}, Input: []
1 1 1 1 4 1 1 ism SO: {the,{the,<{book,n!case},{the,d}>}}, Input: []
1 1 1 1 4 1 2 ism SO: {<{book,n!case},{the,d}>,{the,<{book,n!case},{the,d}>}}, Input: []
1 1 1 1 4 1 3 ism SO: {the,{the,<{book,n!case},{the,d}>}}, Input: []
1 1 1 1 4 1 4 ism SO: {d,{the,<{book,n!case},{the,d}>}}, Input: []
1 1 1 1 4 1 5 ipm SO: <{the,<{book,n!case},{the,d}>},the>, Input: []
1 1 1 1 4 1 6 ipm SO: <{the,<{book,n!case},{the,d}>},<{book,n!case},{the,d}>>, Input: []
1 1 1 1 4 1 7 ipm SO: <{the,<{book,n!case},{the,d}>},the>, Input: []
1 1 1 1 4 1 8 ipm SO: <{the,<{book,n!case},{the,d}>},d>, Input: []
1 1 1 1 4 2 ism SO: {d,<{book,n!case},{the,d}>}, Input: []
1 1 1 1 4 2 1 ism SO: {d,{d,<{book,n!case},{the,d}>}}, Input: []
1 1 1 1 4 2 2 ism SO: {<{book,n!case},{the,d}>,{d,<{book,n!case},{the,d}>}}, Input: []
1 1 1 1 4 2 3 ism SO: {the,{d,<{book,n!case},{the,d}>}}, Input: []
1 1 1 1 4 2 4 ism SO: {d,{d,<{book,n!case},{the,d}>}}, Input: []
1 1 1 1 4 2 5 ipm SO: <{d,<{book,n!case},{the,d}>},d>, Input: []
1 1 1 1 4 2 6 ipm SO: <{d,<{book,n!case},{the,d}>},<{book,n!case},{the,d}>>, Input: []
1 1 1 1 4 2 7 ipm SO: <{d,<{book,n!case},{the,d}>},the>, Input: []
1 1 1 1 4 2 8 ipm SO: <{d,<{book,n!case},{the,d}>},d>, Input: []
1 1 1 1 4 3 ipm SO: <<{book,n!case},{the,d}>,the>, Input: []
1 1 1 1 4 4 ipm SO: <<{book,n!case},{the,d}>,d>, Input: []
1 1 1 1 5 epm SO: <{the,d},{book,n!case}>, Input: []
1 1 1 1 5 1 ism SO: {book,<{the,d},{book,n!case}>}, Input: []
1 1 1 1 5 1 1 ism SO: {book,{book,<{the,d},{book,n!case}>}}, Input: []
1 1 1 1 5 1 2 ism SO: {<{the,d},{book,n!case}>,{book,<{the,d},{book,n!case}>}}, Input: []
1 1 1 1 5 1 3 ism SO: {book,{book,<{the,d},{book,n!case}>}}, Input: []
1 1 1 1 5 1 4 ism SO: {n!case,{book,<{the,d},{book,n!case}>}}, Input: []
1 1 1 1 5 1 5 ipm SO: <{book,<{the,d},{book,n!case}>},book>, Input: []
1 1 1 1 5 1 6 ipm SO: <{book,<{the,d},{book,n!case}>},<{the,d},{book,n!case}>>, Input: []
1 1 1 1 5 1 7 ipm SO: <{book,<{the,d},{book,n!case}>},book>, Input: []
1 1 1 1 5 1 8 ipm SO: <{book,<{the,d},{book,n!case}>},n!case>, Input: []
1 1 1 1 5 2 ism SO: {n!case,<{the,d},{book,n!case}>}, Input: []
1 1 1 1 5 2 1 ism SO: {n!case,{n!case,<{the,d},{book,n!case}>}}, Input: []
1 1 1 1 5 2 2 ism SO: {<{the,d},{book,n!case}>,{n!case,<{the,d},{book,n!case}>}}, Input: []
1 1 1 1 5 2 3 ism SO: {book,{n!case,<{the,d},{book,n!case}>}}, Input: []
1 1 1 1 5 2 4 ism SO: {n!case,{n!case,<{the,d},{book,n!case}>}}, Input: []
1 1 1 1 5 2 5 ipm SO: <{n!case,<{the,d},{book,n!case}>},n!case>, Input: []
1 1 1 1 5 2 6 ipm SO: <{n!case,<{the,d},{book,n!case}>},<{the,d},{book,n!case}>>, Input: []
1 1 1 1 5 2 7 ipm SO: <{n!case,<{the,d},{book,n!case}>},book>, Input: []
1 1 1 1 5 2 8 ipm SO: <{n!case,<{the,d},{book,n!case}>},n!case>, Input: []
1 1 1 1 5 3 ipm SO: <<{the,d},{book,n!case}>,book>, Input: []
1 1 1 1 5 4 ipm SO: <<{the,d},{book,n!case}>,n!case>, Input: []
1 1 1 1 6 ipm SO: <{book,n!case},book>, Input: [{the,d}]
1 1 1 1 6 1 esm SO: {<{book,n!case},book>,{the,d}}, Input: []
1 1 1 1 6 1 1 ism SO: {<{book,n!case},book>,{<{book,n!case},book>,{the,d}}}, Input: []
1 1 1 1 6 1 2 ism SO: {{the,d},{<{book,n!case},book>,{the,d}}}, Input: []
1 1 1 1 6 1 3 ism SO: {the,{<{book,n!case},book>,{the,d}}}, Input: []
1 1 1 1 6 1 4 ism SO: {d,{<{book,n!case},book>,{the,d}}}, Input: []
1 1 1 1 6 1 5 ipm SO: <{<{book,n!case},book>,{the,d}},<{book,n!case},book>>, Input: []
1 1 1 1 6 1 6 ipm SO: <{<{book,n!case},book>,{the,d}},{the,d}>, Input: []
1 1 1 1 6 1 7 ipm SO: <{<{book,n!case},book>,{the,d}},the>, Input: []
1 1 1 1 6 1 8 ipm SO: <{<{book,n!case},book>,{the,d}},d>, Input: []
1 1 1 1 6 2 epm SO: <<{book,n!case},book>,{the,d}>, Input: []
1 1 1 1 6 2 1 ism SO: {the,<<{book,n!case},book>,{the,d}>}, Input: []
1 1 1 1 6 2 2 ism SO: {d,<<{book,n!case},book>,{the,d}>}, Input: []
1 1 1 1 6 2 3 ipm SO: <<<{book,n!case},book>,{the,d}>,the>, Input: []
1 1 1 1 6 2 4 ipm SO: <<<{book,n!case},book>,{the,d}>,d>, Input: []
1 1 1 1 6 3 epm SO: <{the,d},<{book,n!case},book>>, Input: []
1 1 1 1 7 ipm SO: <{book,n!case},n!case>, Input: [{the,d}]
1 1 1 1 7 1 esm SO: {<{book,n!case},n!case>,{the,d}}, Input: []
1 1 1 1 7 1 1 ism SO: {<{book,n!case},n!case>,{<{book,n!case},n!case>,{the,d}}}, Input: []
1 1 1 1 7 1 2 ism SO: {{the,d},{<{book,n!case},n!case>,{the,d}}}, Input: []
1 1 1 1 7 1 3 ism SO: {the,{<{book,n!case},n!case>,{the,d}}}, Input: []
1 1 1 1 7 1 4 ism SO: {d,{<{book,n!case},n!case>,{the,d}}}, Input: []
1 1 1 1 7 1 5 ipm SO: <{<{book,n!case},n!case>,{the,d}},<{book,n!case},n!case>>, Input: []
1 1 1 1 7 1 6 ipm SO: <{<{book,n!case},n!case>,{the,d}},{the,d}>, Input: []
1 1 1 1 7 1 7 ipm SO: <{<{book,n!case},n!case>,{the,d}},the>, Input: []
1 1 1 1 7 1 8 ipm SO: <{<{book,n!case},n!case>,{the,d}},d>, Input: []
1 1 1 1 7 2 epm SO: <<{book,n!case},n!case>,{the,d}>, Input: []
1 1 1 1 7 2 1 ism SO: {the,<<{book,n!case},n!case>,{the,d}>}, Input: []
1 1 1 1 7 2 2 ism SO: {d,<<{book,n!case},n!case>,{the,d}>}, Input: []
1 1 1 1 7 2 3 ipm SO: <<<{book,n!case},n!case>,{the,d}>,the>, Input: []
1 1 1 1 7 2 4 ipm SO: <<<{book,n!case},n!case>,{the,d}>,d>, Input: []
1 1 1 1 7 3 epm SO: <{the,d},<{book,n!case},n!case>>, Input: []
1 1 1 2 ism SO: {the,{the,d}}, Input: []
1 1 1 2 1 uws SO: {book,n!case}, Input: [{the,{the,d}}]
1 1 1 2 1 1 esm SO: {{book,n!case},{the,{the,d}}}, Input: []
1 1 1 2 1 1 1 ism SO: {{book,n!case},{{book,n!case},{the,{the,d}}}}, Input: []
1 1 1 2 1 1 2 ism SO: {book,{{book,n!case},{the,{the,d}}}}, Input: []
1 1 1 2 1 1 3 ism SO: {n!case,{{book,n!case},{the,{the,d}}}}, Input: []
1 1 1 2 1 1 4 ism SO: {{the,{the,d}},{{book,n!case},{the,{the,d}}}}, Input: []
1 1 1 2 1 1 5 ism SO: {the,{{book,n!case},{the,{the,d}}}}, Input: []
1 1 1 2 1 1 6 ism SO: {{the,d},{{book,n!case},{the,{the,d}}}}, Input: []
1 1 1 2 1 1 7 ism SO: {the,{{book,n!case},{the,{the,d}}}}, Input: []
1 1 1 2 1 1 8 ism SO: {d,{{book,n!case},{the,{the,d}}}}, Input: []
1 1 1 2 1 1 9 ipm SO: <{{book,n!case},{the,{the,d}}},{book,n!case}>, Input: []
1 1 1 2 1 1 10ipm SO: <{{book,n!case},{the,{the,d}}},book>, Input: []
1 1 1 2 1 1 11ipm SO: <{{book,n!case},{the,{the,d}}},n!case>, Input: []
1 1 1 2 1 1 12ipm SO: <{{book,n!case},{the,{the,d}}},{the,{the,d}}>, Input: []
1 1 1 2 1 1 13ipm SO: <{{book,n!case},{the,{the,d}}},the>, Input: []
1 1 1 2 1 1 14ipm SO: <{{book,n!case},{the,{the,d}}},{the,d}>, Input: []
1 1 1 2 1 1 15ipm SO: <{{book,n!case},{the,{the,d}}},the>, Input: []
1 1 1 2 1 1 16ipm SO: <{{book,n!case},{the,{the,d}}},d>, Input: []
1 1 1 2 1 2 ism SO: {book,{book,n!case}}, Input: [{the,{the,d}}]
1 1 1 2 1 2 1 esm SO: {{book,{book,n!case}},{the,{the,d}}}, Input: []
1 1 1 2 1 2 2 ism SO: {book,{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 1 1 2 1 2 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 1 1 2 1 2 4 ism SO: {book,{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 1 1 2 1 2 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 1 1 2 1 2 6 epm SO: <{book,{book,n!case}},{the,{the,d}}>, Input: []
1 1 1 2 1 2 7 epm SO: <{the,{the,d}},{book,{book,n!case}}>, Input: []
1 1 1 2 1 2 8 ipm SO: <{book,{book,n!case}},book>, Input: [{the,{the,d}}]
1 1 1 2 1 2 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [{the,{the,d}}]
1 1 1 2 1 2 10ipm SO: <{book,{book,n!case}},book>, Input: [{the,{the,d}}]
1 1 1 2 1 2 11ipm SO: <{book,{book,n!case}},n!case>, Input: [{the,{the,d}}]
1 1 1 2 1 3 ism SO: {n!case,{book,n!case}}, Input: [{the,{the,d}}]
1 1 1 2 1 3 1 esm SO: {{n!case,{book,n!case}},{the,{the,d}}}, Input: []
1 1 1 2 1 3 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 1 1 2 1 3 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 1 1 2 1 3 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 1 1 2 1 3 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 1 1 2 1 3 6 epm SO: <{n!case,{book,n!case}},{the,{the,d}}>, Input: []
1 1 1 2 1 3 7 epm SO: <{the,{the,d}},{n!case,{book,n!case}}>, Input: []
1 1 1 2 1 3 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{the,{the,d}}]
1 1 1 2 1 3 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [{the,{the,d}}]
1 1 1 2 1 3 10ipm SO: <{n!case,{book,n!case}},book>, Input: [{the,{the,d}}]
1 1 1 2 1 3 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{the,{the,d}}]
1 1 1 2 1 4 epm SO: <{book,n!case},{the,{the,d}}>, Input: []
1 1 1 2 1 4 1 ism SO: {the,<{book,n!case},{the,{the,d}}>}, Input: []
1 1 1 2 1 4 2 ism SO: {{the,d},<{book,n!case},{the,{the,d}}>}, Input: []
1 1 1 2 1 4 3 ism SO: {the,<{book,n!case},{the,{the,d}}>}, Input: []
1 1 1 2 1 4 4 ism SO: {d,<{book,n!case},{the,{the,d}}>}, Input: []
1 1 1 2 1 4 5 ipm SO: <<{book,n!case},{the,{the,d}}>,the>, Input: []
1 1 1 2 1 4 6 ipm SO: <<{book,n!case},{the,{the,d}}>,{the,d}>, Input: []
1 1 1 2 1 4 7 ipm SO: <<{book,n!case},{the,{the,d}}>,the>, Input: []
1 1 1 2 1 4 8 ipm SO: <<{book,n!case},{the,{the,d}}>,d>, Input: []
1 1 1 2 1 5 epm SO: <{the,{the,d}},{book,n!case}>, Input: []
1 1 1 2 1 5 1 ism SO: {book,<{the,{the,d}},{book,n!case}>}, Input: []
1 1 1 2 1 5 2 ism SO: {n!case,<{the,{the,d}},{book,n!case}>}, Input: []
1 1 1 2 1 5 3 ipm SO: <<{the,{the,d}},{book,n!case}>,book>, Input: []
1 1 1 2 1 5 4 ipm SO: <<{the,{the,d}},{book,n!case}>,n!case>, Input: []
1 1 1 2 1 6 ipm SO: <{book,n!case},book>, Input: [{the,{the,d}}]
1 1 1 2 1 6 1 esm SO: {<{book,n!case},book>,{the,{the,d}}}, Input: []
1 1 1 2 1 6 2 epm SO: <<{book,n!case},book>,{the,{the,d}}>, Input: []
1 1 1 2 1 6 3 epm SO: <{the,{the,d}},<{book,n!case},book>>, Input: []
1 1 1 2 1 7 ipm SO: <{book,n!case},n!case>, Input: [{the,{the,d}}]
1 1 1 2 1 7 1 esm SO: {<{book,n!case},n!case>,{the,{the,d}}}, Input: []
1 1 1 2 1 7 2 epm SO: <<{book,n!case},n!case>,{the,{the,d}}>, Input: []
1 1 1 2 1 7 3 epm SO: <{the,{the,d}},<{book,n!case},n!case>>, Input: []
1 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 1 1 2 2 1 uws SO: {book,n!case}, Input: [{the,{the,{the,d}}}]
1 1 1 2 2 1 1 esm SO: {{book,n!case},{the,{the,{the,d}}}}, Input: []
1 1 1 2 2 1 2 ism SO: {book,{book,n!case}}, Input: [{the,{the,{the,d}}}]
1 1 1 2 2 1 3 ism SO: {n!case,{book,n!case}}, Input: [{the,{the,{the,d}}}]
1 1 1 2 2 1 4 epm SO: <{book,n!case},{the,{the,{the,d}}}>, Input: []
1 1 1 2 2 1 5 epm SO: <{the,{the,{the,d}}},{book,n!case}>, Input: []
1 1 1 2 2 1 6 ipm SO: <{book,n!case},book>, Input: [{the,{the,{the,d}}}]
1 1 1 2 2 1 7 ipm SO: <{book,n!case},n!case>, Input: [{the,{the,{the,d}}}]
1 1 1 2 2 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 1 1 2 2 2 1 uws SO: {book,n!case}, Input: [{the,{the,{the,{the,d}}}}]
1 1 1 2 2 2 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 2 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 2 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 2 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 2 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 2 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 2 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 2 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 2 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 2 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 2 2 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 2 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 2 2 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 2 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 2 2 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 2 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 2 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
1 1 1 2 2 3 1 uws SO: {book,n!case}, Input: [{{the,{the,d}},{the,{the,{the,d}}}}]
1 1 1 2 2 3 2 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 3 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 4 ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 5 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 6 ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 7 ism SO: {{the,{the,{the,d}}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 8 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 9 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 10ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 11ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 12ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 13ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 3 14ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 2 3 15ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 3 16ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 2 3 17ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 3 18ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 2 3 19ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 2 3 20ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 3 21ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 2 3 22ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 3 23ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 2 3 24ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 3 25ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 2 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 1 1 2 2 4 1 uws SO: {book,n!case}, Input: [{the,{the,{the,{the,d}}}}]
1 1 1 2 2 4 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 4 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 4 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 4 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 4 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 4 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 4 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 4 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 4 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 4 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 2 4 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 4 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 2 4 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 4 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 2 4 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 4 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 2 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
1 1 1 2 2 5 1 uws SO: {book,n!case}, Input: [{{the,d},{the,{the,{the,d}}}}]
1 1 1 2 2 5 2 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 5 3 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 5 4 ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 5 5 ism SO: {{the,{the,{the,d}}},{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 5 6 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 5 7 ism SO: {{the,{the,d}},{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 5 8 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 5 9 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 5 10ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 5 11ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 5 12ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 2 5 13ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 5 14ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 2 5 15ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 2 5 16ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 5 17ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 2 5 18ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 5 19ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 2 5 20ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 5 21ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 2 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 1 1 2 2 6 1 uws SO: {book,n!case}, Input: [{the,{the,{the,{the,d}}}}]
1 1 1 2 2 6 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 6 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 6 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 6 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 6 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 6 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 6 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 6 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 6 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 6 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 2 6 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 6 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 2 6 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 6 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 2 6 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 6 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 2 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
1 1 1 2 2 7 1 uws SO: {book,n!case}, Input: [{d,{the,{the,{the,d}}}}]
1 1 1 2 2 7 2 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 7 3 ism SO: {{the,{the,{the,d}}},{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 7 4 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 7 5 ism SO: {{the,{the,d}},{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 7 6 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 7 7 ism SO: {{the,d},{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 7 8 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 7 9 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 2 7 10ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 2 7 11ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 2 7 12ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 7 13ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 2 7 14ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 7 15ipm SO: <{d,{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 2 7 16ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 2 7 17ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 2 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 1 1 2 2 8 1 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},the>]
1 1 1 2 2 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
1 1 1 2 2 9 1 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},{the,{the,d}}>]
1 1 1 2 2 9 2 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 2 9 3 ism SO: {{the,d},<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 2 9 4 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 2 9 5 ism SO: {d,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 2 9 6 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
1 1 1 2 2 9 7 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
1 1 1 2 2 9 8 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
1 1 1 2 2 9 9 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,d>, Input: []
1 1 1 2 2 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 1 1 2 2 101 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},the>]
1 1 1 2 2 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
1 1 1 2 2 111 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},{the,d}>]
1 1 1 2 2 112 ism SO: {the,<{the,{the,{the,d}}},{the,d}>}, Input: []
1 1 1 2 2 113 ism SO: {d,<{the,{the,{the,d}}},{the,d}>}, Input: []
1 1 1 2 2 114 ipm SO: <<{the,{the,{the,d}}},{the,d}>,the>, Input: []
1 1 1 2 2 115 ipm SO: <<{the,{the,{the,d}}},{the,d}>,d>, Input: []
1 1 1 2 2 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 1 1 2 2 121 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},the>]
1 1 1 2 2 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
1 1 1 2 2 131 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},d>]
1 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 1 1 2 3 1 uws SO: {book,n!case}, Input: [{{the,d},{the,{the,d}}}]
1 1 1 2 3 1 1 esm SO: {{book,n!case},{{the,d},{the,{the,d}}}}, Input: []
1 1 1 2 3 1 2 ism SO: {book,{book,n!case}}, Input: [{{the,d},{the,{the,d}}}]
1 1 1 2 3 1 3 ism SO: {n!case,{book,n!case}}, Input: [{{the,d},{the,{the,d}}}]
1 1 1 2 3 1 4 epm SO: <{book,n!case},{{the,d},{the,{the,d}}}>, Input: []
1 1 1 2 3 1 5 epm SO: <{{the,d},{the,{the,d}}},{book,n!case}>, Input: []
1 1 1 2 3 1 6 ipm SO: <{book,n!case},book>, Input: [{{the,d},{the,{the,d}}}]
1 1 1 2 3 1 7 ipm SO: <{book,n!case},n!case>, Input: [{{the,d},{the,{the,d}}}]
1 1 1 2 3 2 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
1 1 1 2 3 2 1 uws SO: {book,n!case}, Input: [{{the,d},{{the,d},{the,{the,d}}}}]
1 1 1 2 3 2 2 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 3 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 4 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 5 ism SO: {{{the,d},{the,{the,d}}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 6 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 7 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 8 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 9 ism SO: {{the,{the,d}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 10ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 11ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 12ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 13ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 2 14ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 2 15ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 2 16ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 2 17ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
1 1 1 2 3 2 18ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 2 19ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 2 20ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 2 21ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 3 2 22ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 2 23ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 2 24ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 2 25ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 3 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 1 1 2 3 3 1 uws SO: {book,n!case}, Input: [{the,{{the,d},{the,{the,d}}}}]
1 1 1 2 3 3 2 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 3 3 ism SO: {{{the,d},{the,{the,d}}},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 3 4 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 3 5 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 3 6 ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 3 7 ism SO: {{the,{the,d}},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 3 8 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 3 9 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 3 10ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 3 11ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 3 12ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 3 13ipm SO: <{the,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
1 1 1 2 3 3 14ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 3 15ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 3 16ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 3 17ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 3 3 18ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 3 19ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 3 20ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 3 21ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 4 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
1 1 1 2 3 4 1 uws SO: {book,n!case}, Input: [{d,{{the,d},{the,{the,d}}}}]
1 1 1 2 3 4 2 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 4 3 ism SO: {{{the,d},{the,{the,d}}},{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 4 4 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 4 5 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 4 6 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 4 7 ism SO: {{the,{the,d}},{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 4 8 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 4 9 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 4 10ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 4 11ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 4 12ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 4 13ipm SO: <{d,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
1 1 1 2 3 4 14ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 4 15ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 4 16ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 4 17ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 3 4 18ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 4 19ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 4 20ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 4 21ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 5 ism SO: {{the,{the,d}},{{the,d},{the,{the,d}}}}, Input: []
1 1 1 2 3 5 1 uws SO: {book,n!case}, Input: [{{the,{the,d}},{{the,d},{the,{the,d}}}}]
1 1 1 2 3 5 2 ism SO: {{the,{the,d}},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 3 ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 4 ism SO: {{the,d},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 5 ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 6 ism SO: {d,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 7 ism SO: {{{the,d},{the,{the,d}}},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 8 ism SO: {{the,d},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 9 ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 10ism SO: {d,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 11ism SO: {{the,{the,d}},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 12ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 13ism SO: {{the,d},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 14ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 15ism SO: {d,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 5 16ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 3 5 17ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 5 18ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 5 19ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 5 20ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 5 21ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
1 1 1 2 3 5 22ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 5 23ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 5 24ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 5 25ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 3 5 26ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 5 27ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 5 28ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 5 29ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 6 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 1 1 2 3 6 1 uws SO: {book,n!case}, Input: [{the,{{the,d},{the,{the,d}}}}]
1 1 1 2 3 6 2 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 6 3 ism SO: {{{the,d},{the,{the,d}}},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 6 4 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 6 5 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 6 6 ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 6 7 ism SO: {{the,{the,d}},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 6 8 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 6 9 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 6 10ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 6 11ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 6 12ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 6 13ipm SO: <{the,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
1 1 1 2 3 6 14ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 6 15ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 6 16ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 6 17ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 3 6 18ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 6 19ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 6 20ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 6 21ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 7 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
1 1 1 2 3 7 1 uws SO: {book,n!case}, Input: [{{the,d},{{the,d},{the,{the,d}}}}]
1 1 1 2 3 7 2 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 3 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 4 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 5 ism SO: {{{the,d},{the,{the,d}}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 6 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 7 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 8 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 9 ism SO: {{the,{the,d}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 10ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 11ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 12ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 13ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 7 14ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 7 15ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 7 16ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 7 17ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
1 1 1 2 3 7 18ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 7 19ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 7 20ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 7 21ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 3 7 22ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 7 23ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 7 24ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 7 25ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 8 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 1 1 2 3 8 1 uws SO: {book,n!case}, Input: [{the,{{the,d},{the,{the,d}}}}]
1 1 1 2 3 8 2 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 8 3 ism SO: {{{the,d},{the,{the,d}}},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 8 4 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 8 5 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 8 6 ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 8 7 ism SO: {{the,{the,d}},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 8 8 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 8 9 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 8 10ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 8 11ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 8 12ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 8 13ipm SO: <{the,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
1 1 1 2 3 8 14ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 8 15ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 8 16ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 8 17ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 3 8 18ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 8 19ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 8 20ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 8 21ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 9 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
1 1 1 2 3 9 1 uws SO: {book,n!case}, Input: [{d,{{the,d},{the,{the,d}}}}]
1 1 1 2 3 9 2 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 9 3 ism SO: {{{the,d},{the,{the,d}}},{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 9 4 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 9 5 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 9 6 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 9 7 ism SO: {{the,{the,d}},{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 9 8 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 9 9 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 9 10ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 9 11ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
1 1 1 2 3 9 12ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 9 13ipm SO: <{d,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
1 1 1 2 3 9 14ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 9 15ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 9 16ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 9 17ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 3 9 18ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 9 19ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 3 9 20ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
1 1 1 2 3 9 21ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
1 1 1 2 3 10ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
1 1 1 2 3 101 uws SO: {book,n!case}, Input: [<{{the,d},{the,{the,d}}},{the,d}>]
1 1 1 2 3 102 ism SO: {the,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
1 1 1 2 3 103 ism SO: {d,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
1 1 1 2 3 104 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,the>, Input: []
1 1 1 2 3 105 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,d>, Input: []
1 1 1 2 3 11ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 1 1 2 3 111 uws SO: {book,n!case}, Input: [<{{the,d},{the,{the,d}}},the>]
1 1 1 2 3 12ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
1 1 1 2 3 121 uws SO: {book,n!case}, Input: [<{{the,d},{the,{the,d}}},d>]
1 1 1 2 3 13ipm SO: <{{the,d},{the,{the,d}}},{the,{the,d}}>, Input: []
1 1 1 2 3 131 uws SO: {book,n!case}, Input: [<{{the,d},{the,{the,d}}},{the,{the,d}}>]
1 1 1 2 3 132 ism SO: {the,<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 3 133 ism SO: {{the,d},<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 3 134 ism SO: {the,<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 3 135 ism SO: {d,<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 3 136 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,the>, Input: []
1 1 1 2 3 137 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
1 1 1 2 3 138 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,the>, Input: []
1 1 1 2 3 139 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,d>, Input: []
1 1 1 2 3 14ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 1 1 2 3 141 uws SO: {book,n!case}, Input: [<{{the,d},{the,{the,d}}},the>]
1 1 1 2 3 15ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
1 1 1 2 3 151 uws SO: {book,n!case}, Input: [<{{the,d},{the,{the,d}}},{the,d}>]
1 1 1 2 3 152 ism SO: {the,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
1 1 1 2 3 153 ism SO: {d,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
1 1 1 2 3 154 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,the>, Input: []
1 1 1 2 3 155 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,d>, Input: []
1 1 1 2 3 16ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 1 1 2 3 161 uws SO: {book,n!case}, Input: [<{{the,d},{the,{the,d}}},the>]
1 1 1 2 3 17ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
1 1 1 2 3 171 uws SO: {book,n!case}, Input: [<{{the,d},{the,{the,d}}},d>]
1 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 1 1 2 4 1 uws SO: {book,n!case}, Input: [{the,{the,{the,d}}}]
1 1 1 2 4 1 1 esm SO: {{book,n!case},{the,{the,{the,d}}}}, Input: []
1 1 1 2 4 1 2 ism SO: {book,{book,n!case}}, Input: [{the,{the,{the,d}}}]
1 1 1 2 4 1 3 ism SO: {n!case,{book,n!case}}, Input: [{the,{the,{the,d}}}]
1 1 1 2 4 1 4 epm SO: <{book,n!case},{the,{the,{the,d}}}>, Input: []
1 1 1 2 4 1 5 epm SO: <{the,{the,{the,d}}},{book,n!case}>, Input: []
1 1 1 2 4 1 6 ipm SO: <{book,n!case},book>, Input: [{the,{the,{the,d}}}]
1 1 1 2 4 1 7 ipm SO: <{book,n!case},n!case>, Input: [{the,{the,{the,d}}}]
1 1 1 2 4 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 1 1 2 4 2 1 uws SO: {book,n!case}, Input: [{the,{the,{the,{the,d}}}}]
1 1 1 2 4 2 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 2 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 2 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 2 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 2 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 2 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 2 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 2 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 2 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 2 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 4 2 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 2 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 4 2 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 2 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 4 2 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 2 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 4 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
1 1 1 2 4 3 1 uws SO: {book,n!case}, Input: [{{the,{the,d}},{the,{the,{the,d}}}}]
1 1 1 2 4 3 2 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 3 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 4 ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 5 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 6 ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 7 ism SO: {{the,{the,{the,d}}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 8 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 9 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 10ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 11ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 12ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 13ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 3 14ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 4 3 15ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 3 16ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 4 3 17ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 3 18ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 4 3 19ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 4 3 20ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 3 21ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 4 3 22ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 3 23ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 4 3 24ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 3 25ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 4 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 1 1 2 4 4 1 uws SO: {book,n!case}, Input: [{the,{the,{the,{the,d}}}}]
1 1 1 2 4 4 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 4 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 4 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 4 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 4 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 4 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 4 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 4 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 4 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 4 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 4 4 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 4 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 4 4 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 4 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 4 4 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 4 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 4 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
1 1 1 2 4 5 1 uws SO: {book,n!case}, Input: [{{the,d},{the,{the,{the,d}}}}]
1 1 1 2 4 5 2 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 5 3 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 5 4 ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 5 5 ism SO: {{the,{the,{the,d}}},{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 5 6 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 5 7 ism SO: {{the,{the,d}},{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 5 8 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 5 9 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 5 10ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 5 11ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 5 12ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 4 5 13ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 5 14ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 4 5 15ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 4 5 16ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 5 17ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 4 5 18ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 5 19ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 4 5 20ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 5 21ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 4 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 1 1 2 4 6 1 uws SO: {book,n!case}, Input: [{the,{the,{the,{the,d}}}}]
1 1 1 2 4 6 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 6 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 6 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 6 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 6 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 6 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 6 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 6 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 6 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 6 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 4 6 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 6 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 4 6 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 6 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 4 6 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 6 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 4 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
1 1 1 2 4 7 1 uws SO: {book,n!case}, Input: [{d,{the,{the,{the,d}}}}]
1 1 1 2 4 7 2 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 7 3 ism SO: {{the,{the,{the,d}}},{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 7 4 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 7 5 ism SO: {{the,{the,d}},{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 7 6 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 7 7 ism SO: {{the,d},{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 7 8 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 7 9 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
1 1 1 2 4 7 10ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 4 7 11ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
1 1 1 2 4 7 12ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 7 13ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 4 7 14ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 7 15ipm SO: <{d,{the,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 4 7 16ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
1 1 1 2 4 7 17ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
1 1 1 2 4 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 1 1 2 4 8 1 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},the>]
1 1 1 2 4 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
1 1 1 2 4 9 1 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},{the,{the,d}}>]
1 1 1 2 4 9 2 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 4 9 3 ism SO: {{the,d},<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 4 9 4 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 4 9 5 ism SO: {d,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 4 9 6 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
1 1 1 2 4 9 7 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
1 1 1 2 4 9 8 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
1 1 1 2 4 9 9 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,d>, Input: []
1 1 1 2 4 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 1 1 2 4 101 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},the>]
1 1 1 2 4 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
1 1 1 2 4 111 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},{the,d}>]
1 1 1 2 4 112 ism SO: {the,<{the,{the,{the,d}}},{the,d}>}, Input: []
1 1 1 2 4 113 ism SO: {d,<{the,{the,{the,d}}},{the,d}>}, Input: []
1 1 1 2 4 114 ipm SO: <<{the,{the,{the,d}}},{the,d}>,the>, Input: []
1 1 1 2 4 115 ipm SO: <<{the,{the,{the,d}}},{the,d}>,d>, Input: []
1 1 1 2 4 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 1 1 2 4 121 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},the>]
1 1 1 2 4 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
1 1 1 2 4 131 uws SO: {book,n!case}, Input: [<{the,{the,{the,d}}},d>]
1 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 1 1 2 5 1 uws SO: {book,n!case}, Input: [{d,{the,{the,d}}}]
1 1 1 2 5 1 1 esm SO: {{book,n!case},{d,{the,{the,d}}}}, Input: []
1 1 1 2 5 1 2 ism SO: {book,{book,n!case}}, Input: [{d,{the,{the,d}}}]
1 1 1 2 5 1 3 ism SO: {n!case,{book,n!case}}, Input: [{d,{the,{the,d}}}]
1 1 1 2 5 1 4 epm SO: <{book,n!case},{d,{the,{the,d}}}>, Input: []
1 1 1 2 5 1 5 epm SO: <{d,{the,{the,d}}},{book,n!case}>, Input: []
1 1 1 2 5 1 6 ipm SO: <{book,n!case},book>, Input: [{d,{the,{the,d}}}]
1 1 1 2 5 1 7 ipm SO: <{book,n!case},n!case>, Input: [{d,{the,{the,d}}}]
1 1 1 2 5 2 ism SO: {d,{d,{the,{the,d}}}}, Input: []
1 1 1 2 5 2 1 uws SO: {book,n!case}, Input: [{d,{d,{the,{the,d}}}}]
1 1 1 2 5 2 2 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 2 3 ism SO: {{d,{the,{the,d}}},{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 2 4 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 2 5 ism SO: {{the,{the,d}},{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 2 6 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 2 7 ism SO: {{the,d},{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 2 8 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 2 9 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 2 10ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 2 11ipm SO: <{d,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
1 1 1 2 5 2 12ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 2 13ipm SO: <{d,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 5 2 14ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 2 15ipm SO: <{d,{d,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 5 2 16ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 2 17ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 3 ism SO: {{the,{the,d}},{d,{the,{the,d}}}}, Input: []
1 1 1 2 5 3 1 uws SO: {book,n!case}, Input: [{{the,{the,d}},{d,{the,{the,d}}}}]
1 1 1 2 5 3 2 ism SO: {{the,{the,d}},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 3 ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 4 ism SO: {{the,d},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 5 ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 6 ism SO: {d,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 7 ism SO: {{d,{the,{the,d}}},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 8 ism SO: {d,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 9 ism SO: {{the,{the,d}},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 10ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 11ism SO: {{the,d},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 12ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 13ism SO: {d,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 3 14ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 5 3 15ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 3 16ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 5 3 17ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 3 18ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 3 19ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
1 1 1 2 5 3 20ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 3 21ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 5 3 22ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 3 23ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 5 3 24ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 3 25ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 4 ism SO: {the,{d,{the,{the,d}}}}, Input: []
1 1 1 2 5 4 1 uws SO: {book,n!case}, Input: [{the,{d,{the,{the,d}}}}]
1 1 1 2 5 4 2 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 4 3 ism SO: {{d,{the,{the,d}}},{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 4 4 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 4 5 ism SO: {{the,{the,d}},{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 4 6 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 4 7 ism SO: {{the,d},{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 4 8 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 4 9 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 4 10ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 4 11ipm SO: <{the,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
1 1 1 2 5 4 12ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 4 13ipm SO: <{the,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 5 4 14ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 4 15ipm SO: <{the,{d,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 5 4 16ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 4 17ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 5 ism SO: {{the,d},{d,{the,{the,d}}}}, Input: []
1 1 1 2 5 5 1 uws SO: {book,n!case}, Input: [{{the,d},{d,{the,{the,d}}}}]
1 1 1 2 5 5 2 ism SO: {{the,d},{{the,d},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 5 3 ism SO: {the,{{the,d},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 5 4 ism SO: {d,{{the,d},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 5 5 ism SO: {{d,{the,{the,d}}},{{the,d},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 5 6 ism SO: {d,{{the,d},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 5 7 ism SO: {{the,{the,d}},{{the,d},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 5 8 ism SO: {the,{{the,d},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 5 9 ism SO: {{the,d},{{the,d},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 5 10ism SO: {the,{{the,d},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 5 11ism SO: {d,{{the,d},{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 5 12ipm SO: <{{the,d},{d,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 5 5 13ipm SO: <{{the,d},{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 5 14ipm SO: <{{the,d},{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 5 15ipm SO: <{{the,d},{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
1 1 1 2 5 5 16ipm SO: <{{the,d},{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 5 17ipm SO: <{{the,d},{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 5 5 18ipm SO: <{{the,d},{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 5 19ipm SO: <{{the,d},{d,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 5 5 20ipm SO: <{{the,d},{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 5 21ipm SO: <{{the,d},{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 6 ism SO: {the,{d,{the,{the,d}}}}, Input: []
1 1 1 2 5 6 1 uws SO: {book,n!case}, Input: [{the,{d,{the,{the,d}}}}]
1 1 1 2 5 6 2 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 6 3 ism SO: {{d,{the,{the,d}}},{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 6 4 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 6 5 ism SO: {{the,{the,d}},{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 6 6 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 6 7 ism SO: {{the,d},{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 6 8 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 6 9 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 6 10ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 6 11ipm SO: <{the,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
1 1 1 2 5 6 12ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 6 13ipm SO: <{the,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 5 6 14ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 6 15ipm SO: <{the,{d,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 5 6 16ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 6 17ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 7 ism SO: {d,{d,{the,{the,d}}}}, Input: []
1 1 1 2 5 7 1 uws SO: {book,n!case}, Input: [{d,{d,{the,{the,d}}}}]
1 1 1 2 5 7 2 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 7 3 ism SO: {{d,{the,{the,d}}},{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 7 4 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 7 5 ism SO: {{the,{the,d}},{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 7 6 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 7 7 ism SO: {{the,d},{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 7 8 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 7 9 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
1 1 1 2 5 7 10ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 7 11ipm SO: <{d,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
1 1 1 2 5 7 12ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 7 13ipm SO: <{d,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
1 1 1 2 5 7 14ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 7 15ipm SO: <{d,{d,{the,{the,d}}}},{the,d}>, Input: []
1 1 1 2 5 7 16ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
1 1 1 2 5 7 17ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
1 1 1 2 5 8 ipm SO: <{d,{the,{the,d}}},d>, Input: []
1 1 1 2 5 8 1 uws SO: {book,n!case}, Input: [<{d,{the,{the,d}}},d>]
1 1 1 2 5 9 ipm SO: <{d,{the,{the,d}}},{the,{the,d}}>, Input: []
1 1 1 2 5 9 1 uws SO: {book,n!case}, Input: [<{d,{the,{the,d}}},{the,{the,d}}>]
1 1 1 2 5 9 2 ism SO: {the,<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 5 9 3 ism SO: {{the,d},<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 5 9 4 ism SO: {the,<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 5 9 5 ism SO: {d,<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
1 1 1 2 5 9 6 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
1 1 1 2 5 9 7 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
1 1 1 2 5 9 8 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
1 1 1 2 5 9 9 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,d>, Input: []
1 1 1 2 5 10ipm SO: <{d,{the,{the,d}}},the>, Input: []
1 1 1 2 5 101 uws SO: {book,n!case}, Input: [<{d,{the,{the,d}}},the>]
1 1 1 2 5 11ipm SO: <{d,{the,{the,d}}},{the,d}>, Input: []
1 1 1 2 5 111 uws SO: {book,n!case}, Input: [<{d,{the,{the,d}}},{the,d}>]
1 1 1 2 5 112 ism SO: {the,<{d,{the,{the,d}}},{the,d}>}, Input: []
1 1 1 2 5 113 ism SO: {d,<{d,{the,{the,d}}},{the,d}>}, Input: []
1 1 1 2 5 114 ipm SO: <<{d,{the,{the,d}}},{the,d}>,the>, Input: []
1 1 1 2 5 115 ipm SO: <<{d,{the,{the,d}}},{the,d}>,d>, Input: []
1 1 1 2 5 12ipm SO: <{d,{the,{the,d}}},the>, Input: []
1 1 1 2 5 121 uws SO: {book,n!case}, Input: [<{d,{the,{the,d}}},the>]
1 1 1 2 5 13ipm SO: <{d,{the,{the,d}}},d>, Input: []
1 1 1 2 5 131 uws SO: {book,n!case}, Input: [<{d,{the,{the,d}}},d>]
1 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 1 1 2 6 1 uws SO: {book,n!case}, Input: [<{the,{the,d}},the>]
1 1 1 2 6 1 1 esm SO: {{book,n!case},<{the,{the,d}},the>}, Input: []
1 1 1 2 6 1 2 ism SO: {book,{book,n!case}}, Input: [<{the,{the,d}},the>]
1 1 1 2 6 1 3 ism SO: {n!case,{book,n!case}}, Input: [<{the,{the,d}},the>]
1 1 1 2 6 1 4 epm SO: <{book,n!case},<{the,{the,d}},the>>, Input: []
1 1 1 2 6 1 5 epm SO: <<{the,{the,d}},the>,{book,n!case}>, Input: []
1 1 1 2 6 1 6 ipm SO: <{book,n!case},book>, Input: [<{the,{the,d}},the>]
1 1 1 2 6 1 7 ipm SO: <{book,n!case},n!case>, Input: [<{the,{the,d}},the>]
1 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 1 1 2 7 1 uws SO: {book,n!case}, Input: [<{the,{the,d}},{the,d}>]
1 1 1 2 7 1 1 esm SO: {{book,n!case},<{the,{the,d}},{the,d}>}, Input: []
1 1 1 2 7 1 2 ism SO: {book,{book,n!case}}, Input: [<{the,{the,d}},{the,d}>]
1 1 1 2 7 1 3 ism SO: {n!case,{book,n!case}}, Input: [<{the,{the,d}},{the,d}>]
1 1 1 2 7 1 4 epm SO: <{book,n!case},<{the,{the,d}},{the,d}>>, Input: []
1 1 1 2 7 1 5 epm SO: <<{the,{the,d}},{the,d}>,{book,n!case}>, Input: []
1 1 1 2 7 1 6 ipm SO: <{book,n!case},book>, Input: [<{the,{the,d}},{the,d}>]
1 1 1 2 7 1 7 ipm SO: <{book,n!case},n!case>, Input: [<{the,{the,d}},{the,d}>]
1 1 1 2 7 2 ism SO: {the,<{the,{the,d}},{the,d}>}, Input: []
1 1 1 2 7 2 1 uws SO: {book,n!case}, Input: [{the,<{the,{the,d}},{the,d}>}]
1 1 1 2 7 2 2 ism SO: {the,{the,<{the,{the,d}},{the,d}>}}, Input: []
1 1 1 2 7 2 3 ism SO: {<{the,{the,d}},{the,d}>,{the,<{the,{the,d}},{the,d}>}}, Input: []
1 1 1 2 7 2 4 ism SO: {the,{the,<{the,{the,d}},{the,d}>}}, Input: []
1 1 1 2 7 2 5 ism SO: {d,{the,<{the,{the,d}},{the,d}>}}, Input: []
1 1 1 2 7 2 6 ipm SO: <{the,<{the,{the,d}},{the,d}>},the>, Input: []
1 1 1 2 7 2 7 ipm SO: <{the,<{the,{the,d}},{the,d}>},<{the,{the,d}},{the,d}>>, Input: []
1 1 1 2 7 2 8 ipm SO: <{the,<{the,{the,d}},{the,d}>},the>, Input: []
1 1 1 2 7 2 9 ipm SO: <{the,<{the,{the,d}},{the,d}>},d>, Input: []
1 1 1 2 7 3 ism SO: {d,<{the,{the,d}},{the,d}>}, Input: []
1 1 1 2 7 3 1 uws SO: {book,n!case}, Input: [{d,<{the,{the,d}},{the,d}>}]
1 1 1 2 7 3 2 ism SO: {d,{d,<{the,{the,d}},{the,d}>}}, Input: []
1 1 1 2 7 3 3 ism SO: {<{the,{the,d}},{the,d}>,{d,<{the,{the,d}},{the,d}>}}, Input: []
1 1 1 2 7 3 4 ism SO: {the,{d,<{the,{the,d}},{the,d}>}}, Input: []
1 1 1 2 7 3 5 ism SO: {d,{d,<{the,{the,d}},{the,d}>}}, Input: []
1 1 1 2 7 3 6 ipm SO: <{d,<{the,{the,d}},{the,d}>},d>, Input: []
1 1 1 2 7 3 7 ipm SO: <{d,<{the,{the,d}},{the,d}>},<{the,{the,d}},{the,d}>>, Input: []
1 1 1 2 7 3 8 ipm SO: <{d,<{the,{the,d}},{the,d}>},the>, Input: []
1 1 1 2 7 3 9 ipm SO: <{d,<{the,{the,d}},{the,d}>},d>, Input: []
1 1 1 2 7 4 ipm SO: <<{the,{the,d}},{the,d}>,the>, Input: []
1 1 1 2 7 4 1 uws SO: {book,n!case}, Input: [<<{the,{the,d}},{the,d}>,the>]
1 1 1 2 7 5 ipm SO: <<{the,{the,d}},{the,d}>,d>, Input: []
1 1 1 2 7 5 1 uws SO: {book,n!case}, Input: [<<{the,{the,d}},{the,d}>,d>]
1 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 1 1 2 8 1 uws SO: {book,n!case}, Input: [<{the,{the,d}},the>]
1 1 1 2 8 1 1 esm SO: {{book,n!case},<{the,{the,d}},the>}, Input: []
1 1 1 2 8 1 2 ism SO: {book,{book,n!case}}, Input: [<{the,{the,d}},the>]
1 1 1 2 8 1 3 ism SO: {n!case,{book,n!case}}, Input: [<{the,{the,d}},the>]
1 1 1 2 8 1 4 epm SO: <{book,n!case},<{the,{the,d}},the>>, Input: []
1 1 1 2 8 1 5 epm SO: <<{the,{the,d}},the>,{book,n!case}>, Input: []
1 1 1 2 8 1 6 ipm SO: <{book,n!case},book>, Input: [<{the,{the,d}},the>]
1 1 1 2 8 1 7 ipm SO: <{book,n!case},n!case>, Input: [<{the,{the,d}},the>]
1 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 1 1 2 9 1 uws SO: {book,n!case}, Input: [<{the,{the,d}},d>]
1 1 1 2 9 1 1 esm SO: {{book,n!case},<{the,{the,d}},d>}, Input: []
1 1 1 2 9 1 2 ism SO: {book,{book,n!case}}, Input: [<{the,{the,d}},d>]
1 1 1 2 9 1 3 ism SO: {n!case,{book,n!case}}, Input: [<{the,{the,d}},d>]
1 1 1 2 9 1 4 epm SO: <{book,n!case},<{the,{the,d}},d>>, Input: []
1 1 1 2 9 1 5 epm SO: <<{the,{the,d}},d>,{book,n!case}>, Input: []
1 1 1 2 9 1 6 ipm SO: <{book,n!case},book>, Input: [<{the,{the,d}},d>]
1 1 1 2 9 1 7 ipm SO: <{book,n!case},n!case>, Input: [<{the,{the,d}},d>]
1 1 1 3 ism SO: {d,{the,d}}, Input: []
1 1 1 3 1 uws SO: {book,n!case}, Input: [{d,{the,d}}]
1 1 1 3 1 1 esm SO: {{book,n!case},{d,{the,d}}}, Input: []
1 1 1 3 1 1 1 ism SO: {{book,n!case},{{book,n!case},{d,{the,d}}}}, Input: []
1 1 1 3 1 1 2 ism SO: {book,{{book,n!case},{d,{the,d}}}}, Input: []
1 1 1 3 1 1 3 ism SO: {n!case,{{book,n!case},{d,{the,d}}}}, Input: []
1 1 1 3 1 1 4 ism SO: {{d,{the,d}},{{book,n!case},{d,{the,d}}}}, Input: []
1 1 1 3 1 1 5 ism SO: {d,{{book,n!case},{d,{the,d}}}}, Input: []
1 1 1 3 1 1 6 ism SO: {{the,d},{{book,n!case},{d,{the,d}}}}, Input: []
1 1 1 3 1 1 7 ism SO: {the,{{book,n!case},{d,{the,d}}}}, Input: []
1 1 1 3 1 1 8 ism SO: {d,{{book,n!case},{d,{the,d}}}}, Input: []
1 1 1 3 1 1 9 ipm SO: <{{book,n!case},{d,{the,d}}},{book,n!case}>, Input: []
1 1 1 3 1 1 10ipm SO: <{{book,n!case},{d,{the,d}}},book>, Input: []
1 1 1 3 1 1 11ipm SO: <{{book,n!case},{d,{the,d}}},n!case>, Input: []
1 1 1 3 1 1 12ipm SO: <{{book,n!case},{d,{the,d}}},{d,{the,d}}>, Input: []
1 1 1 3 1 1 13ipm SO: <{{book,n!case},{d,{the,d}}},d>, Input: []
1 1 1 3 1 1 14ipm SO: <{{book,n!case},{d,{the,d}}},{the,d}>, Input: []
1 1 1 3 1 1 15ipm SO: <{{book,n!case},{d,{the,d}}},the>, Input: []
1 1 1 3 1 1 16ipm SO: <{{book,n!case},{d,{the,d}}},d>, Input: []
1 1 1 3 1 2 ism SO: {book,{book,n!case}}, Input: [{d,{the,d}}]
1 1 1 3 1 2 1 esm SO: {{book,{book,n!case}},{d,{the,d}}}, Input: []
1 1 1 3 1 2 2 ism SO: {book,{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 1 1 3 1 2 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 1 1 3 1 2 4 ism SO: {book,{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 1 1 3 1 2 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 1 1 3 1 2 6 epm SO: <{book,{book,n!case}},{d,{the,d}}>, Input: []
1 1 1 3 1 2 7 epm SO: <{d,{the,d}},{book,{book,n!case}}>, Input: []
1 1 1 3 1 2 8 ipm SO: <{book,{book,n!case}},book>, Input: [{d,{the,d}}]
1 1 1 3 1 2 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [{d,{the,d}}]
1 1 1 3 1 2 10ipm SO: <{book,{book,n!case}},book>, Input: [{d,{the,d}}]
1 1 1 3 1 2 11ipm SO: <{book,{book,n!case}},n!case>, Input: [{d,{the,d}}]
1 1 1 3 1 3 ism SO: {n!case,{book,n!case}}, Input: [{d,{the,d}}]
1 1 1 3 1 3 1 esm SO: {{n!case,{book,n!case}},{d,{the,d}}}, Input: []
1 1 1 3 1 3 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 1 1 3 1 3 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 1 1 3 1 3 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 1 1 3 1 3 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 1 1 3 1 3 6 epm SO: <{n!case,{book,n!case}},{d,{the,d}}>, Input: []
1 1 1 3 1 3 7 epm SO: <{d,{the,d}},{n!case,{book,n!case}}>, Input: []
1 1 1 3 1 3 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{d,{the,d}}]
1 1 1 3 1 3 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [{d,{the,d}}]
1 1 1 3 1 3 10ipm SO: <{n!case,{book,n!case}},book>, Input: [{d,{the,d}}]
1 1 1 3 1 3 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{d,{the,d}}]
1 1 1 3 1 4 epm SO: <{book,n!case},{d,{the,d}}>, Input: []
1 1 1 3 1 4 1 ism SO: {d,<{book,n!case},{d,{the,d}}>}, Input: []
1 1 1 3 1 4 2 ism SO: {{the,d},<{book,n!case},{d,{the,d}}>}, Input: []
1 1 1 3 1 4 3 ism SO: {the,<{book,n!case},{d,{the,d}}>}, Input: []
1 1 1 3 1 4 4 ism SO: {d,<{book,n!case},{d,{the,d}}>}, Input: []
1 1 1 3 1 4 5 ipm SO: <<{book,n!case},{d,{the,d}}>,d>, Input: []
1 1 1 3 1 4 6 ipm SO: <<{book,n!case},{d,{the,d}}>,{the,d}>, Input: []
1 1 1 3 1 4 7 ipm SO: <<{book,n!case},{d,{the,d}}>,the>, Input: []
1 1 1 3 1 4 8 ipm SO: <<{book,n!case},{d,{the,d}}>,d>, Input: []
1 1 1 3 1 5 epm SO: <{d,{the,d}},{book,n!case}>, Input: []
1 1 1 3 1 5 1 ism SO: {book,<{d,{the,d}},{book,n!case}>}, Input: []
1 1 1 3 1 5 2 ism SO: {n!case,<{d,{the,d}},{book,n!case}>}, Input: []
1 1 1 3 1 5 3 ipm SO: <<{d,{the,d}},{book,n!case}>,book>, Input: []
1 1 1 3 1 5 4 ipm SO: <<{d,{the,d}},{book,n!case}>,n!case>, Input: []
1 1 1 3 1 6 ipm SO: <{book,n!case},book>, Input: [{d,{the,d}}]
1 1 1 3 1 6 1 esm SO: {<{book,n!case},book>,{d,{the,d}}}, Input: []
1 1 1 3 1 6 2 epm SO: <<{book,n!case},book>,{d,{the,d}}>, Input: []
1 1 1 3 1 6 3 epm SO: <{d,{the,d}},<{book,n!case},book>>, Input: []
1 1 1 3 1 7 ipm SO: <{book,n!case},n!case>, Input: [{d,{the,d}}]
1 1 1 3 1 7 1 esm SO: {<{book,n!case},n!case>,{d,{the,d}}}, Input: []
1 1 1 3 1 7 2 epm SO: <<{book,n!case},n!case>,{d,{the,d}}>, Input: []
1 1 1 3 1 7 3 epm SO: <{d,{the,d}},<{book,n!case},n!case>>, Input: []
1 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 1 1 3 2 1 uws SO: {book,n!case}, Input: [{d,{d,{the,d}}}]
1 1 1 3 2 1 1 esm SO: {{book,n!case},{d,{d,{the,d}}}}, Input: []
1 1 1 3 2 1 2 ism SO: {book,{book,n!case}}, Input: [{d,{d,{the,d}}}]
1 1 1 3 2 1 3 ism SO: {n!case,{book,n!case}}, Input: [{d,{d,{the,d}}}]
1 1 1 3 2 1 4 epm SO: <{book,n!case},{d,{d,{the,d}}}>, Input: []
1 1 1 3 2 1 5 epm SO: <{d,{d,{the,d}}},{book,n!case}>, Input: []
1 1 1 3 2 1 6 ipm SO: <{book,n!case},book>, Input: [{d,{d,{the,d}}}]
1 1 1 3 2 1 7 ipm SO: <{book,n!case},n!case>, Input: [{d,{d,{the,d}}}]
1 1 1 3 2 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 1 1 3 2 2 1 uws SO: {book,n!case}, Input: [{d,{d,{d,{the,d}}}}]
1 1 1 3 2 2 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 2 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 2 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 2 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 2 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 2 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 2 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 2 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 2 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 2 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 2 2 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 2 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 2 2 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 2 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 2 2 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 2 2 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
1 1 1 3 2 3 1 uws SO: {book,n!case}, Input: [{{d,{the,d}},{d,{d,{the,d}}}}]
1 1 1 3 2 3 2 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 3 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 4 ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 5 ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 6 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 7 ism SO: {{d,{d,{the,d}}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 8 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 9 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 10ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 11ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 12ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 13ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 3 14ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 2 3 15ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 3 16ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 2 3 17ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 2 3 18ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 3 19ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 2 3 20ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 3 21ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 2 3 22ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 3 23ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 2 3 24ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 2 3 25ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 1 1 3 2 4 1 uws SO: {book,n!case}, Input: [{d,{d,{d,{the,d}}}}]
1 1 1 3 2 4 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 4 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 4 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 4 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 4 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 4 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 4 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 4 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 4 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 4 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 2 4 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 4 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 2 4 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 4 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 2 4 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 2 4 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
1 1 1 3 2 5 1 uws SO: {book,n!case}, Input: [{{the,d},{d,{d,{the,d}}}}]
1 1 1 3 2 5 2 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 5 3 ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 5 4 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 5 5 ism SO: {{d,{d,{the,d}}},{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 5 6 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 5 7 ism SO: {{d,{the,d}},{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 5 8 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 5 9 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 5 10ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 5 11ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 5 12ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 2 5 13ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 2 5 14ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 5 15ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 2 5 16ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 5 17ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 2 5 18ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 5 19ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 2 5 20ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 2 5 21ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
1 1 1 3 2 6 1 uws SO: {book,n!case}, Input: [{the,{d,{d,{the,d}}}}]
1 1 1 3 2 6 2 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 6 3 ism SO: {{d,{d,{the,d}}},{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 6 4 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 6 5 ism SO: {{d,{the,d}},{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 6 6 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 6 7 ism SO: {{the,d},{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 6 8 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 6 9 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 6 10ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 2 6 11ipm SO: <{the,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 2 6 12ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 6 13ipm SO: <{the,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 2 6 14ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 6 15ipm SO: <{the,{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 2 6 16ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 2 6 17ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 1 1 3 2 7 1 uws SO: {book,n!case}, Input: [{d,{d,{d,{the,d}}}}]
1 1 1 3 2 7 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 7 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 7 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 7 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 7 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 7 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 7 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 7 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 2 7 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 7 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 2 7 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 7 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 2 7 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 7 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 2 7 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 2 7 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 2 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 1 1 3 2 8 1 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},d>]
1 1 1 3 2 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
1 1 1 3 2 9 1 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},{d,{the,d}}>]
1 1 1 3 2 9 2 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 2 9 3 ism SO: {{the,d},<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 2 9 4 ism SO: {the,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 2 9 5 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 2 9 6 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
1 1 1 3 2 9 7 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
1 1 1 3 2 9 8 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,the>, Input: []
1 1 1 3 2 9 9 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
1 1 1 3 2 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 1 1 3 2 101 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},d>]
1 1 1 3 2 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
1 1 1 3 2 111 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},{the,d}>]
1 1 1 3 2 112 ism SO: {the,<{d,{d,{the,d}}},{the,d}>}, Input: []
1 1 1 3 2 113 ism SO: {d,<{d,{d,{the,d}}},{the,d}>}, Input: []
1 1 1 3 2 114 ipm SO: <<{d,{d,{the,d}}},{the,d}>,the>, Input: []
1 1 1 3 2 115 ipm SO: <<{d,{d,{the,d}}},{the,d}>,d>, Input: []
1 1 1 3 2 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
1 1 1 3 2 121 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},the>]
1 1 1 3 2 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 1 1 3 2 131 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},d>]
1 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 1 1 3 3 1 uws SO: {book,n!case}, Input: [{{the,d},{d,{the,d}}}]
1 1 1 3 3 1 1 esm SO: {{book,n!case},{{the,d},{d,{the,d}}}}, Input: []
1 1 1 3 3 1 2 ism SO: {book,{book,n!case}}, Input: [{{the,d},{d,{the,d}}}]
1 1 1 3 3 1 3 ism SO: {n!case,{book,n!case}}, Input: [{{the,d},{d,{the,d}}}]
1 1 1 3 3 1 4 epm SO: <{book,n!case},{{the,d},{d,{the,d}}}>, Input: []
1 1 1 3 3 1 5 epm SO: <{{the,d},{d,{the,d}}},{book,n!case}>, Input: []
1 1 1 3 3 1 6 ipm SO: <{book,n!case},book>, Input: [{{the,d},{d,{the,d}}}]
1 1 1 3 3 1 7 ipm SO: <{book,n!case},n!case>, Input: [{{the,d},{d,{the,d}}}]
1 1 1 3 3 2 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
1 1 1 3 3 2 1 uws SO: {book,n!case}, Input: [{{the,d},{{the,d},{d,{the,d}}}}]
1 1 1 3 3 2 2 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 3 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 4 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 5 ism SO: {{{the,d},{d,{the,d}}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 6 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 7 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 8 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 9 ism SO: {{d,{the,d}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 10ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 11ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 12ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 13ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 2 14ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 2 15ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 2 16ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 2 17ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
1 1 1 3 3 2 18ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 2 19ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 2 20ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 2 21ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 3 2 22ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 2 23ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 2 24ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 2 25ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 3 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
1 1 1 3 3 3 1 uws SO: {book,n!case}, Input: [{the,{{the,d},{d,{the,d}}}}]
1 1 1 3 3 3 2 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 3 3 ism SO: {{{the,d},{d,{the,d}}},{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 3 4 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 3 5 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 3 6 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 3 7 ism SO: {{d,{the,d}},{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 3 8 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 3 9 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 3 10ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 3 11ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 3 12ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 3 13ipm SO: <{the,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
1 1 1 3 3 3 14ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 3 15ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 3 16ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 3 17ipm SO: <{the,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 3 3 18ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 3 19ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 3 20ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 3 21ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 4 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 1 1 3 3 4 1 uws SO: {book,n!case}, Input: [{d,{{the,d},{d,{the,d}}}}]
1 1 1 3 3 4 2 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 4 3 ism SO: {{{the,d},{d,{the,d}}},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 4 4 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 4 5 ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 4 6 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 4 7 ism SO: {{d,{the,d}},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 4 8 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 4 9 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 4 10ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 4 11ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 4 12ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 4 13ipm SO: <{d,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
1 1 1 3 3 4 14ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 4 15ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 4 16ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 4 17ipm SO: <{d,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 3 4 18ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 4 19ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 4 20ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 4 21ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 5 ism SO: {{d,{the,d}},{{the,d},{d,{the,d}}}}, Input: []
1 1 1 3 3 5 1 uws SO: {book,n!case}, Input: [{{d,{the,d}},{{the,d},{d,{the,d}}}}]
1 1 1 3 3 5 2 ism SO: {{d,{the,d}},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 3 ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 4 ism SO: {{the,d},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 5 ism SO: {the,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 6 ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 7 ism SO: {{{the,d},{d,{the,d}}},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 8 ism SO: {{the,d},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 9 ism SO: {the,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 10ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 11ism SO: {{d,{the,d}},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 12ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 13ism SO: {{the,d},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 14ism SO: {the,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 15ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 5 16ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 3 5 17ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 5 18ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 5 19ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 5 20ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 5 21ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
1 1 1 3 3 5 22ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 5 23ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 5 24ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 5 25ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 3 5 26ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 5 27ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 5 28ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 5 29ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 6 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 1 1 3 3 6 1 uws SO: {book,n!case}, Input: [{d,{{the,d},{d,{the,d}}}}]
1 1 1 3 3 6 2 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 6 3 ism SO: {{{the,d},{d,{the,d}}},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 6 4 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 6 5 ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 6 6 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 6 7 ism SO: {{d,{the,d}},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 6 8 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 6 9 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 6 10ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 6 11ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 6 12ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 6 13ipm SO: <{d,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
1 1 1 3 3 6 14ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 6 15ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 6 16ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 6 17ipm SO: <{d,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 3 6 18ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 6 19ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 6 20ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 6 21ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 7 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
1 1 1 3 3 7 1 uws SO: {book,n!case}, Input: [{{the,d},{{the,d},{d,{the,d}}}}]
1 1 1 3 3 7 2 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 3 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 4 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 5 ism SO: {{{the,d},{d,{the,d}}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 6 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 7 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 8 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 9 ism SO: {{d,{the,d}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 10ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 11ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 12ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 13ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 7 14ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 7 15ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 7 16ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 7 17ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
1 1 1 3 3 7 18ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 7 19ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 7 20ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 7 21ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 3 7 22ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 7 23ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 7 24ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 7 25ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 8 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
1 1 1 3 3 8 1 uws SO: {book,n!case}, Input: [{the,{{the,d},{d,{the,d}}}}]
1 1 1 3 3 8 2 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 8 3 ism SO: {{{the,d},{d,{the,d}}},{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 8 4 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 8 5 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 8 6 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 8 7 ism SO: {{d,{the,d}},{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 8 8 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 8 9 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 8 10ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 8 11ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 8 12ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 8 13ipm SO: <{the,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
1 1 1 3 3 8 14ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 8 15ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 8 16ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 8 17ipm SO: <{the,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 3 8 18ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 8 19ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 8 20ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 8 21ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 9 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 1 1 3 3 9 1 uws SO: {book,n!case}, Input: [{d,{{the,d},{d,{the,d}}}}]
1 1 1 3 3 9 2 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 9 3 ism SO: {{{the,d},{d,{the,d}}},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 9 4 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 9 5 ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 9 6 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 9 7 ism SO: {{d,{the,d}},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 9 8 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 9 9 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 9 10ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 9 11ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
1 1 1 3 3 9 12ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 9 13ipm SO: <{d,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
1 1 1 3 3 9 14ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 9 15ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 9 16ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 9 17ipm SO: <{d,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 3 9 18ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 9 19ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 3 9 20ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
1 1 1 3 3 9 21ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
1 1 1 3 3 10ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
1 1 1 3 3 101 uws SO: {book,n!case}, Input: [<{{the,d},{d,{the,d}}},{the,d}>]
1 1 1 3 3 102 ism SO: {the,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
1 1 1 3 3 103 ism SO: {d,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
1 1 1 3 3 104 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,the>, Input: []
1 1 1 3 3 105 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,d>, Input: []
1 1 1 3 3 11ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
1 1 1 3 3 111 uws SO: {book,n!case}, Input: [<{{the,d},{d,{the,d}}},the>]
1 1 1 3 3 12ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 1 1 3 3 121 uws SO: {book,n!case}, Input: [<{{the,d},{d,{the,d}}},d>]
1 1 1 3 3 13ipm SO: <{{the,d},{d,{the,d}}},{d,{the,d}}>, Input: []
1 1 1 3 3 131 uws SO: {book,n!case}, Input: [<{{the,d},{d,{the,d}}},{d,{the,d}}>]
1 1 1 3 3 132 ism SO: {d,<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 3 133 ism SO: {{the,d},<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 3 134 ism SO: {the,<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 3 135 ism SO: {d,<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 3 136 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,d>, Input: []
1 1 1 3 3 137 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
1 1 1 3 3 138 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,the>, Input: []
1 1 1 3 3 139 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,d>, Input: []
1 1 1 3 3 14ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 1 1 3 3 141 uws SO: {book,n!case}, Input: [<{{the,d},{d,{the,d}}},d>]
1 1 1 3 3 15ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
1 1 1 3 3 151 uws SO: {book,n!case}, Input: [<{{the,d},{d,{the,d}}},{the,d}>]
1 1 1 3 3 152 ism SO: {the,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
1 1 1 3 3 153 ism SO: {d,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
1 1 1 3 3 154 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,the>, Input: []
1 1 1 3 3 155 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,d>, Input: []
1 1 1 3 3 16ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
1 1 1 3 3 161 uws SO: {book,n!case}, Input: [<{{the,d},{d,{the,d}}},the>]
1 1 1 3 3 17ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 1 1 3 3 171 uws SO: {book,n!case}, Input: [<{{the,d},{d,{the,d}}},d>]
1 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 1 1 3 4 1 uws SO: {book,n!case}, Input: [{the,{d,{the,d}}}]
1 1 1 3 4 1 1 esm SO: {{book,n!case},{the,{d,{the,d}}}}, Input: []
1 1 1 3 4 1 2 ism SO: {book,{book,n!case}}, Input: [{the,{d,{the,d}}}]
1 1 1 3 4 1 3 ism SO: {n!case,{book,n!case}}, Input: [{the,{d,{the,d}}}]
1 1 1 3 4 1 4 epm SO: <{book,n!case},{the,{d,{the,d}}}>, Input: []
1 1 1 3 4 1 5 epm SO: <{the,{d,{the,d}}},{book,n!case}>, Input: []
1 1 1 3 4 1 6 ipm SO: <{book,n!case},book>, Input: [{the,{d,{the,d}}}]
1 1 1 3 4 1 7 ipm SO: <{book,n!case},n!case>, Input: [{the,{d,{the,d}}}]
1 1 1 3 4 2 ism SO: {the,{the,{d,{the,d}}}}, Input: []
1 1 1 3 4 2 1 uws SO: {book,n!case}, Input: [{the,{the,{d,{the,d}}}}]
1 1 1 3 4 2 2 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 2 3 ism SO: {{the,{d,{the,d}}},{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 2 4 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 2 5 ism SO: {{d,{the,d}},{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 2 6 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 2 7 ism SO: {{the,d},{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 2 8 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 2 9 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 2 10ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 2 11ipm SO: <{the,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
1 1 1 3 4 2 12ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 2 13ipm SO: <{the,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 4 2 14ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 2 15ipm SO: <{the,{the,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 4 2 16ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 2 17ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 3 ism SO: {{d,{the,d}},{the,{d,{the,d}}}}, Input: []
1 1 1 3 4 3 1 uws SO: {book,n!case}, Input: [{{d,{the,d}},{the,{d,{the,d}}}}]
1 1 1 3 4 3 2 ism SO: {{d,{the,d}},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 3 ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 4 ism SO: {{the,d},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 5 ism SO: {the,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 6 ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 7 ism SO: {{the,{d,{the,d}}},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 8 ism SO: {the,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 9 ism SO: {{d,{the,d}},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 10ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 11ism SO: {{the,d},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 12ism SO: {the,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 13ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 3 14ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 4 3 15ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 3 16ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 4 3 17ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 3 18ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 3 19ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
1 1 1 3 4 3 20ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 3 21ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 4 3 22ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 3 23ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 4 3 24ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 3 25ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 4 ism SO: {d,{the,{d,{the,d}}}}, Input: []
1 1 1 3 4 4 1 uws SO: {book,n!case}, Input: [{d,{the,{d,{the,d}}}}]
1 1 1 3 4 4 2 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 4 3 ism SO: {{the,{d,{the,d}}},{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 4 4 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 4 5 ism SO: {{d,{the,d}},{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 4 6 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 4 7 ism SO: {{the,d},{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 4 8 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 4 9 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 4 10ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 4 11ipm SO: <{d,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
1 1 1 3 4 4 12ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 4 13ipm SO: <{d,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 4 4 14ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 4 15ipm SO: <{d,{the,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 4 4 16ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 4 17ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 5 ism SO: {{the,d},{the,{d,{the,d}}}}, Input: []
1 1 1 3 4 5 1 uws SO: {book,n!case}, Input: [{{the,d},{the,{d,{the,d}}}}]
1 1 1 3 4 5 2 ism SO: {{the,d},{{the,d},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 5 3 ism SO: {the,{{the,d},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 5 4 ism SO: {d,{{the,d},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 5 5 ism SO: {{the,{d,{the,d}}},{{the,d},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 5 6 ism SO: {the,{{the,d},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 5 7 ism SO: {{d,{the,d}},{{the,d},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 5 8 ism SO: {d,{{the,d},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 5 9 ism SO: {{the,d},{{the,d},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 5 10ism SO: {the,{{the,d},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 5 11ism SO: {d,{{the,d},{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 5 12ipm SO: <{{the,d},{the,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 4 5 13ipm SO: <{{the,d},{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 5 14ipm SO: <{{the,d},{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 5 15ipm SO: <{{the,d},{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
1 1 1 3 4 5 16ipm SO: <{{the,d},{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 5 17ipm SO: <{{the,d},{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 4 5 18ipm SO: <{{the,d},{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 5 19ipm SO: <{{the,d},{the,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 4 5 20ipm SO: <{{the,d},{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 5 21ipm SO: <{{the,d},{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 6 ism SO: {the,{the,{d,{the,d}}}}, Input: []
1 1 1 3 4 6 1 uws SO: {book,n!case}, Input: [{the,{the,{d,{the,d}}}}]
1 1 1 3 4 6 2 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 6 3 ism SO: {{the,{d,{the,d}}},{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 6 4 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 6 5 ism SO: {{d,{the,d}},{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 6 6 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 6 7 ism SO: {{the,d},{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 6 8 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 6 9 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 6 10ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 6 11ipm SO: <{the,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
1 1 1 3 4 6 12ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 6 13ipm SO: <{the,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 4 6 14ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 6 15ipm SO: <{the,{the,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 4 6 16ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 6 17ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 7 ism SO: {d,{the,{d,{the,d}}}}, Input: []
1 1 1 3 4 7 1 uws SO: {book,n!case}, Input: [{d,{the,{d,{the,d}}}}]
1 1 1 3 4 7 2 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 7 3 ism SO: {{the,{d,{the,d}}},{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 7 4 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 7 5 ism SO: {{d,{the,d}},{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 7 6 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 7 7 ism SO: {{the,d},{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 7 8 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 7 9 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
1 1 1 3 4 7 10ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 7 11ipm SO: <{d,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
1 1 1 3 4 7 12ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 7 13ipm SO: <{d,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 4 7 14ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 7 15ipm SO: <{d,{the,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 4 7 16ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
1 1 1 3 4 7 17ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
1 1 1 3 4 8 ipm SO: <{the,{d,{the,d}}},the>, Input: []
1 1 1 3 4 8 1 uws SO: {book,n!case}, Input: [<{the,{d,{the,d}}},the>]
1 1 1 3 4 9 ipm SO: <{the,{d,{the,d}}},{d,{the,d}}>, Input: []
1 1 1 3 4 9 1 uws SO: {book,n!case}, Input: [<{the,{d,{the,d}}},{d,{the,d}}>]
1 1 1 3 4 9 2 ism SO: {d,<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 4 9 3 ism SO: {{the,d},<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 4 9 4 ism SO: {the,<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 4 9 5 ism SO: {d,<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 4 9 6 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
1 1 1 3 4 9 7 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
1 1 1 3 4 9 8 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,the>, Input: []
1 1 1 3 4 9 9 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
1 1 1 3 4 10ipm SO: <{the,{d,{the,d}}},d>, Input: []
1 1 1 3 4 101 uws SO: {book,n!case}, Input: [<{the,{d,{the,d}}},d>]
1 1 1 3 4 11ipm SO: <{the,{d,{the,d}}},{the,d}>, Input: []
1 1 1 3 4 111 uws SO: {book,n!case}, Input: [<{the,{d,{the,d}}},{the,d}>]
1 1 1 3 4 112 ism SO: {the,<{the,{d,{the,d}}},{the,d}>}, Input: []
1 1 1 3 4 113 ism SO: {d,<{the,{d,{the,d}}},{the,d}>}, Input: []
1 1 1 3 4 114 ipm SO: <<{the,{d,{the,d}}},{the,d}>,the>, Input: []
1 1 1 3 4 115 ipm SO: <<{the,{d,{the,d}}},{the,d}>,d>, Input: []
1 1 1 3 4 12ipm SO: <{the,{d,{the,d}}},the>, Input: []
1 1 1 3 4 121 uws SO: {book,n!case}, Input: [<{the,{d,{the,d}}},the>]
1 1 1 3 4 13ipm SO: <{the,{d,{the,d}}},d>, Input: []
1 1 1 3 4 131 uws SO: {book,n!case}, Input: [<{the,{d,{the,d}}},d>]
1 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 1 1 3 5 1 uws SO: {book,n!case}, Input: [{d,{d,{the,d}}}]
1 1 1 3 5 1 1 esm SO: {{book,n!case},{d,{d,{the,d}}}}, Input: []
1 1 1 3 5 1 2 ism SO: {book,{book,n!case}}, Input: [{d,{d,{the,d}}}]
1 1 1 3 5 1 3 ism SO: {n!case,{book,n!case}}, Input: [{d,{d,{the,d}}}]
1 1 1 3 5 1 4 epm SO: <{book,n!case},{d,{d,{the,d}}}>, Input: []
1 1 1 3 5 1 5 epm SO: <{d,{d,{the,d}}},{book,n!case}>, Input: []
1 1 1 3 5 1 6 ipm SO: <{book,n!case},book>, Input: [{d,{d,{the,d}}}]
1 1 1 3 5 1 7 ipm SO: <{book,n!case},n!case>, Input: [{d,{d,{the,d}}}]
1 1 1 3 5 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 1 1 3 5 2 1 uws SO: {book,n!case}, Input: [{d,{d,{d,{the,d}}}}]
1 1 1 3 5 2 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 2 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 2 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 2 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 2 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 2 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 2 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 2 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 2 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 2 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 5 2 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 2 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 5 2 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 2 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 5 2 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 5 2 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
1 1 1 3 5 3 1 uws SO: {book,n!case}, Input: [{{d,{the,d}},{d,{d,{the,d}}}}]
1 1 1 3 5 3 2 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 3 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 4 ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 5 ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 6 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 7 ism SO: {{d,{d,{the,d}}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 8 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 9 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 10ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 11ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 12ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 13ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 3 14ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 5 3 15ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 3 16ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 5 3 17ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 5 3 18ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 3 19ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 5 3 20ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 3 21ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 5 3 22ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 3 23ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 5 3 24ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 5 3 25ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 1 1 3 5 4 1 uws SO: {book,n!case}, Input: [{d,{d,{d,{the,d}}}}]
1 1 1 3 5 4 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 4 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 4 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 4 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 4 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 4 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 4 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 4 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 4 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 4 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 5 4 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 4 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 5 4 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 4 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 5 4 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 5 4 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
1 1 1 3 5 5 1 uws SO: {book,n!case}, Input: [{{the,d},{d,{d,{the,d}}}}]
1 1 1 3 5 5 2 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 5 3 ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 5 4 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 5 5 ism SO: {{d,{d,{the,d}}},{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 5 6 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 5 7 ism SO: {{d,{the,d}},{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 5 8 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 5 9 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 5 10ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 5 11ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 5 12ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 5 5 13ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 5 5 14ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 5 15ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 5 5 16ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 5 17ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 5 5 18ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 5 19ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 5 5 20ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 5 5 21ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
1 1 1 3 5 6 1 uws SO: {book,n!case}, Input: [{the,{d,{d,{the,d}}}}]
1 1 1 3 5 6 2 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 6 3 ism SO: {{d,{d,{the,d}}},{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 6 4 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 6 5 ism SO: {{d,{the,d}},{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 6 6 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 6 7 ism SO: {{the,d},{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 6 8 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 6 9 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 6 10ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 5 6 11ipm SO: <{the,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 5 6 12ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 6 13ipm SO: <{the,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 5 6 14ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 6 15ipm SO: <{the,{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 5 6 16ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 5 6 17ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 1 1 3 5 7 1 uws SO: {book,n!case}, Input: [{d,{d,{d,{the,d}}}}]
1 1 1 3 5 7 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 7 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 7 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 7 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 7 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 7 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 7 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 7 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
1 1 1 3 5 7 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 7 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
1 1 1 3 5 7 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 7 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
1 1 1 3 5 7 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 7 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
1 1 1 3 5 7 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
1 1 1 3 5 7 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
1 1 1 3 5 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 1 1 3 5 8 1 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},d>]
1 1 1 3 5 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
1 1 1 3 5 9 1 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},{d,{the,d}}>]
1 1 1 3 5 9 2 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 5 9 3 ism SO: {{the,d},<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 5 9 4 ism SO: {the,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 5 9 5 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
1 1 1 3 5 9 6 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
1 1 1 3 5 9 7 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
1 1 1 3 5 9 8 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,the>, Input: []
1 1 1 3 5 9 9 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
1 1 1 3 5 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 1 1 3 5 101 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},d>]
1 1 1 3 5 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
1 1 1 3 5 111 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},{the,d}>]
1 1 1 3 5 112 ism SO: {the,<{d,{d,{the,d}}},{the,d}>}, Input: []
1 1 1 3 5 113 ism SO: {d,<{d,{d,{the,d}}},{the,d}>}, Input: []
1 1 1 3 5 114 ipm SO: <<{d,{d,{the,d}}},{the,d}>,the>, Input: []
1 1 1 3 5 115 ipm SO: <<{d,{d,{the,d}}},{the,d}>,d>, Input: []
1 1 1 3 5 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
1 1 1 3 5 121 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},the>]
1 1 1 3 5 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 1 1 3 5 131 uws SO: {book,n!case}, Input: [<{d,{d,{the,d}}},d>]
1 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 1 1 3 6 1 uws SO: {book,n!case}, Input: [<{d,{the,d}},d>]
1 1 1 3 6 1 1 esm SO: {{book,n!case},<{d,{the,d}},d>}, Input: []
1 1 1 3 6 1 2 ism SO: {book,{book,n!case}}, Input: [<{d,{the,d}},d>]
1 1 1 3 6 1 3 ism SO: {n!case,{book,n!case}}, Input: [<{d,{the,d}},d>]
1 1 1 3 6 1 4 epm SO: <{book,n!case},<{d,{the,d}},d>>, Input: []
1 1 1 3 6 1 5 epm SO: <<{d,{the,d}},d>,{book,n!case}>, Input: []
1 1 1 3 6 1 6 ipm SO: <{book,n!case},book>, Input: [<{d,{the,d}},d>]
1 1 1 3 6 1 7 ipm SO: <{book,n!case},n!case>, Input: [<{d,{the,d}},d>]
1 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 1 1 3 7 1 uws SO: {book,n!case}, Input: [<{d,{the,d}},{the,d}>]
1 1 1 3 7 1 1 esm SO: {{book,n!case},<{d,{the,d}},{the,d}>}, Input: []
1 1 1 3 7 1 2 ism SO: {book,{book,n!case}}, Input: [<{d,{the,d}},{the,d}>]
1 1 1 3 7 1 3 ism SO: {n!case,{book,n!case}}, Input: [<{d,{the,d}},{the,d}>]
1 1 1 3 7 1 4 epm SO: <{book,n!case},<{d,{the,d}},{the,d}>>, Input: []
1 1 1 3 7 1 5 epm SO: <<{d,{the,d}},{the,d}>,{book,n!case}>, Input: []
1 1 1 3 7 1 6 ipm SO: <{book,n!case},book>, Input: [<{d,{the,d}},{the,d}>]
1 1 1 3 7 1 7 ipm SO: <{book,n!case},n!case>, Input: [<{d,{the,d}},{the,d}>]
1 1 1 3 7 2 ism SO: {the,<{d,{the,d}},{the,d}>}, Input: []
1 1 1 3 7 2 1 uws SO: {book,n!case}, Input: [{the,<{d,{the,d}},{the,d}>}]
1 1 1 3 7 2 2 ism SO: {the,{the,<{d,{the,d}},{the,d}>}}, Input: []
1 1 1 3 7 2 3 ism SO: {<{d,{the,d}},{the,d}>,{the,<{d,{the,d}},{the,d}>}}, Input: []
1 1 1 3 7 2 4 ism SO: {the,{the,<{d,{the,d}},{the,d}>}}, Input: []
1 1 1 3 7 2 5 ism SO: {d,{the,<{d,{the,d}},{the,d}>}}, Input: []
1 1 1 3 7 2 6 ipm SO: <{the,<{d,{the,d}},{the,d}>},the>, Input: []
1 1 1 3 7 2 7 ipm SO: <{the,<{d,{the,d}},{the,d}>},<{d,{the,d}},{the,d}>>, Input: []
1 1 1 3 7 2 8 ipm SO: <{the,<{d,{the,d}},{the,d}>},the>, Input: []
1 1 1 3 7 2 9 ipm SO: <{the,<{d,{the,d}},{the,d}>},d>, Input: []
1 1 1 3 7 3 ism SO: {d,<{d,{the,d}},{the,d}>}, Input: []
1 1 1 3 7 3 1 uws SO: {book,n!case}, Input: [{d,<{d,{the,d}},{the,d}>}]
1 1 1 3 7 3 2 ism SO: {d,{d,<{d,{the,d}},{the,d}>}}, Input: []
1 1 1 3 7 3 3 ism SO: {<{d,{the,d}},{the,d}>,{d,<{d,{the,d}},{the,d}>}}, Input: []
1 1 1 3 7 3 4 ism SO: {the,{d,<{d,{the,d}},{the,d}>}}, Input: []
1 1 1 3 7 3 5 ism SO: {d,{d,<{d,{the,d}},{the,d}>}}, Input: []
1 1 1 3 7 3 6 ipm SO: <{d,<{d,{the,d}},{the,d}>},d>, Input: []
1 1 1 3 7 3 7 ipm SO: <{d,<{d,{the,d}},{the,d}>},<{d,{the,d}},{the,d}>>, Input: []
1 1 1 3 7 3 8 ipm SO: <{d,<{d,{the,d}},{the,d}>},the>, Input: []
1 1 1 3 7 3 9 ipm SO: <{d,<{d,{the,d}},{the,d}>},d>, Input: []
1 1 1 3 7 4 ipm SO: <<{d,{the,d}},{the,d}>,the>, Input: []
1 1 1 3 7 4 1 uws SO: {book,n!case}, Input: [<<{d,{the,d}},{the,d}>,the>]
1 1 1 3 7 5 ipm SO: <<{d,{the,d}},{the,d}>,d>, Input: []
1 1 1 3 7 5 1 uws SO: {book,n!case}, Input: [<<{d,{the,d}},{the,d}>,d>]
1 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 1 1 3 8 1 uws SO: {book,n!case}, Input: [<{d,{the,d}},the>]
1 1 1 3 8 1 1 esm SO: {{book,n!case},<{d,{the,d}},the>}, Input: []
1 1 1 3 8 1 2 ism SO: {book,{book,n!case}}, Input: [<{d,{the,d}},the>]
1 1 1 3 8 1 3 ism SO: {n!case,{book,n!case}}, Input: [<{d,{the,d}},the>]
1 1 1 3 8 1 4 epm SO: <{book,n!case},<{d,{the,d}},the>>, Input: []
1 1 1 3 8 1 5 epm SO: <<{d,{the,d}},the>,{book,n!case}>, Input: []
1 1 1 3 8 1 6 ipm SO: <{book,n!case},book>, Input: [<{d,{the,d}},the>]
1 1 1 3 8 1 7 ipm SO: <{book,n!case},n!case>, Input: [<{d,{the,d}},the>]
1 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 1 1 3 9 1 uws SO: {book,n!case}, Input: [<{d,{the,d}},d>]
1 1 1 3 9 1 1 esm SO: {{book,n!case},<{d,{the,d}},d>}, Input: []
1 1 1 3 9 1 2 ism SO: {book,{book,n!case}}, Input: [<{d,{the,d}},d>]
1 1 1 3 9 1 3 ism SO: {n!case,{book,n!case}}, Input: [<{d,{the,d}},d>]
1 1 1 3 9 1 4 epm SO: <{book,n!case},<{d,{the,d}},d>>, Input: []
1 1 1 3 9 1 5 epm SO: <<{d,{the,d}},d>,{book,n!case}>, Input: []
1 1 1 3 9 1 6 ipm SO: <{book,n!case},book>, Input: [<{d,{the,d}},d>]
1 1 1 3 9 1 7 ipm SO: <{book,n!case},n!case>, Input: [<{d,{the,d}},d>]
1 1 1 4 ipm SO: <{the,d},the>, Input: []
1 1 1 4 1 uws SO: {book,n!case}, Input: [<{the,d},the>]
1 1 1 4 1 1 esm SO: {{book,n!case},<{the,d},the>}, Input: []
1 1 1 4 1 1 1 ism SO: {{book,n!case},{{book,n!case},<{the,d},the>}}, Input: []
1 1 1 4 1 1 2 ism SO: {book,{{book,n!case},<{the,d},the>}}, Input: []
1 1 1 4 1 1 3 ism SO: {n!case,{{book,n!case},<{the,d},the>}}, Input: []
1 1 1 4 1 1 4 ism SO: {<{the,d},the>,{{book,n!case},<{the,d},the>}}, Input: []
1 1 1 4 1 1 5 ipm SO: <{{book,n!case},<{the,d},the>},{book,n!case}>, Input: []
1 1 1 4 1 1 6 ipm SO: <{{book,n!case},<{the,d},the>},book>, Input: []
1 1 1 4 1 1 7 ipm SO: <{{book,n!case},<{the,d},the>},n!case>, Input: []
1 1 1 4 1 1 8 ipm SO: <{{book,n!case},<{the,d},the>},<{the,d},the>>, Input: []
1 1 1 4 1 2 ism SO: {book,{book,n!case}}, Input: [<{the,d},the>]
1 1 1 4 1 2 1 esm SO: {{book,{book,n!case}},<{the,d},the>}, Input: []
1 1 1 4 1 2 2 ism SO: {book,{book,{book,n!case}}}, Input: [<{the,d},the>]
1 1 1 4 1 2 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [<{the,d},the>]
1 1 1 4 1 2 4 ism SO: {book,{book,{book,n!case}}}, Input: [<{the,d},the>]
1 1 1 4 1 2 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [<{the,d},the>]
1 1 1 4 1 2 6 epm SO: <{book,{book,n!case}},<{the,d},the>>, Input: []
1 1 1 4 1 2 7 epm SO: <<{the,d},the>,{book,{book,n!case}}>, Input: []
1 1 1 4 1 2 8 ipm SO: <{book,{book,n!case}},book>, Input: [<{the,d},the>]
1 1 1 4 1 2 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [<{the,d},the>]
1 1 1 4 1 2 10ipm SO: <{book,{book,n!case}},book>, Input: [<{the,d},the>]
1 1 1 4 1 2 11ipm SO: <{book,{book,n!case}},n!case>, Input: [<{the,d},the>]
1 1 1 4 1 3 ism SO: {n!case,{book,n!case}}, Input: [<{the,d},the>]
1 1 1 4 1 3 1 esm SO: {{n!case,{book,n!case}},<{the,d},the>}, Input: []
1 1 1 4 1 3 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 1 1 4 1 3 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 1 1 4 1 3 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 1 1 4 1 3 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 1 1 4 1 3 6 epm SO: <{n!case,{book,n!case}},<{the,d},the>>, Input: []
1 1 1 4 1 3 7 epm SO: <<{the,d},the>,{n!case,{book,n!case}}>, Input: []
1 1 1 4 1 3 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},the>]
1 1 1 4 1 3 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<{the,d},the>]
1 1 1 4 1 3 10ipm SO: <{n!case,{book,n!case}},book>, Input: [<{the,d},the>]
1 1 1 4 1 3 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},the>]
1 1 1 4 1 4 epm SO: <{book,n!case},<{the,d},the>>, Input: []
1 1 1 4 1 5 epm SO: <<{the,d},the>,{book,n!case}>, Input: []
1 1 1 4 1 5 1 ism SO: {book,<<{the,d},the>,{book,n!case}>}, Input: []
1 1 1 4 1 5 2 ism SO: {n!case,<<{the,d},the>,{book,n!case}>}, Input: []
1 1 1 4 1 5 3 ipm SO: <<<{the,d},the>,{book,n!case}>,book>, Input: []
1 1 1 4 1 5 4 ipm SO: <<<{the,d},the>,{book,n!case}>,n!case>, Input: []
1 1 1 4 1 6 ipm SO: <{book,n!case},book>, Input: [<{the,d},the>]
1 1 1 4 1 6 1 esm SO: {<{book,n!case},book>,<{the,d},the>}, Input: []
1 1 1 4 1 6 2 epm SO: <<{book,n!case},book>,<{the,d},the>>, Input: []
1 1 1 4 1 6 3 epm SO: <<{the,d},the>,<{book,n!case},book>>, Input: []
1 1 1 4 1 7 ipm SO: <{book,n!case},n!case>, Input: [<{the,d},the>]
1 1 1 4 1 7 1 esm SO: {<{book,n!case},n!case>,<{the,d},the>}, Input: []
1 1 1 4 1 7 2 epm SO: <<{book,n!case},n!case>,<{the,d},the>>, Input: []
1 1 1 4 1 7 3 epm SO: <<{the,d},the>,<{book,n!case},n!case>>, Input: []
1 1 1 5 ipm SO: <{the,d},d>, Input: []
1 1 1 5 1 uws SO: {book,n!case}, Input: [<{the,d},d>]
1 1 1 5 1 1 esm SO: {{book,n!case},<{the,d},d>}, Input: []
1 1 1 5 1 1 1 ism SO: {{book,n!case},{{book,n!case},<{the,d},d>}}, Input: []
1 1 1 5 1 1 2 ism SO: {book,{{book,n!case},<{the,d},d>}}, Input: []
1 1 1 5 1 1 3 ism SO: {n!case,{{book,n!case},<{the,d},d>}}, Input: []
1 1 1 5 1 1 4 ism SO: {<{the,d},d>,{{book,n!case},<{the,d},d>}}, Input: []
1 1 1 5 1 1 5 ipm SO: <{{book,n!case},<{the,d},d>},{book,n!case}>, Input: []
1 1 1 5 1 1 6 ipm SO: <{{book,n!case},<{the,d},d>},book>, Input: []
1 1 1 5 1 1 7 ipm SO: <{{book,n!case},<{the,d},d>},n!case>, Input: []
1 1 1 5 1 1 8 ipm SO: <{{book,n!case},<{the,d},d>},<{the,d},d>>, Input: []
1 1 1 5 1 2 ism SO: {book,{book,n!case}}, Input: [<{the,d},d>]
1 1 1 5 1 2 1 esm SO: {{book,{book,n!case}},<{the,d},d>}, Input: []
1 1 1 5 1 2 2 ism SO: {book,{book,{book,n!case}}}, Input: [<{the,d},d>]
1 1 1 5 1 2 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [<{the,d},d>]
1 1 1 5 1 2 4 ism SO: {book,{book,{book,n!case}}}, Input: [<{the,d},d>]
1 1 1 5 1 2 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [<{the,d},d>]
1 1 1 5 1 2 6 epm SO: <{book,{book,n!case}},<{the,d},d>>, Input: []
1 1 1 5 1 2 7 epm SO: <<{the,d},d>,{book,{book,n!case}}>, Input: []
1 1 1 5 1 2 8 ipm SO: <{book,{book,n!case}},book>, Input: [<{the,d},d>]
1 1 1 5 1 2 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [<{the,d},d>]
1 1 1 5 1 2 10ipm SO: <{book,{book,n!case}},book>, Input: [<{the,d},d>]
1 1 1 5 1 2 11ipm SO: <{book,{book,n!case}},n!case>, Input: [<{the,d},d>]
1 1 1 5 1 3 ism SO: {n!case,{book,n!case}}, Input: [<{the,d},d>]
1 1 1 5 1 3 1 esm SO: {{n!case,{book,n!case}},<{the,d},d>}, Input: []
1 1 1 5 1 3 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 1 1 5 1 3 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 1 1 5 1 3 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 1 1 5 1 3 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 1 1 5 1 3 6 epm SO: <{n!case,{book,n!case}},<{the,d},d>>, Input: []
1 1 1 5 1 3 7 epm SO: <<{the,d},d>,{n!case,{book,n!case}}>, Input: []
1 1 1 5 1 3 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},d>]
1 1 1 5 1 3 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<{the,d},d>]
1 1 1 5 1 3 10ipm SO: <{n!case,{book,n!case}},book>, Input: [<{the,d},d>]
1 1 1 5 1 3 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},d>]
1 1 1 5 1 4 epm SO: <{book,n!case},<{the,d},d>>, Input: []
1 1 1 5 1 5 epm SO: <<{the,d},d>,{book,n!case}>, Input: []
1 1 1 5 1 5 1 ism SO: {book,<<{the,d},d>,{book,n!case}>}, Input: []
1 1 1 5 1 5 2 ism SO: {n!case,<<{the,d},d>,{book,n!case}>}, Input: []
1 1 1 5 1 5 3 ipm SO: <<<{the,d},d>,{book,n!case}>,book>, Input: []
1 1 1 5 1 5 4 ipm SO: <<<{the,d},d>,{book,n!case}>,n!case>, Input: []
1 1 1 5 1 6 ipm SO: <{book,n!case},book>, Input: [<{the,d},d>]
1 1 1 5 1 6 1 esm SO: {<{book,n!case},book>,<{the,d},d>}, Input: []
1 1 1 5 1 6 2 epm SO: <<{book,n!case},book>,<{the,d},d>>, Input: []
1 1 1 5 1 6 3 epm SO: <<{the,d},d>,<{book,n!case},book>>, Input: []
1 1 1 5 1 7 ipm SO: <{book,n!case},n!case>, Input: [<{the,d},d>]
1 1 1 5 1 7 1 esm SO: {<{book,n!case},n!case>,<{the,d},d>}, Input: []
1 1 1 5 1 7 2 epm SO: <<{book,n!case},n!case>,<{the,d},d>>, Input: []
1 1 1 5 1 7 3 epm SO: <<{the,d},d>,<{book,n!case},n!case>>, Input: []
1 1 2 epm SO: <the,d>, Input: []
1 1 2 1 uws SO: {book,n!case}, Input: [<the,d>]
1 1 2 1 1 esm SO: {{book,n!case},<the,d>}, Input: []
1 1 2 1 1 1 ism SO: {{book,n!case},{{book,n!case},<the,d>}}, Input: []
1 1 2 1 1 1 1 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 1 2 ism SO: {book,{{book,n!case},{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 1 3 ism SO: {n!case,{{book,n!case},{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 1 4 ism SO: {{{book,n!case},<the,d>},{{book,n!case},{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 1 5 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 1 6 ism SO: {book,{{book,n!case},{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 1 7 ism SO: {n!case,{{book,n!case},{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 1 8 ism SO: {<the,d>,{{book,n!case},{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 1 9 ipm SO: <{{book,n!case},{{book,n!case},<the,d>}},{book,n!case}>, Input: []
1 1 2 1 1 1 10ipm SO: <{{book,n!case},{{book,n!case},<the,d>}},book>, Input: []
1 1 2 1 1 1 11ipm SO: <{{book,n!case},{{book,n!case},<the,d>}},n!case>, Input: []
1 1 2 1 1 1 12ipm SO: <{{book,n!case},{{book,n!case},<the,d>}},{{book,n!case},<the,d>}>, Input: []
1 1 2 1 1 1 13ipm SO: <{{book,n!case},{{book,n!case},<the,d>}},{book,n!case}>, Input: []
1 1 2 1 1 1 14ipm SO: <{{book,n!case},{{book,n!case},<the,d>}},book>, Input: []
1 1 2 1 1 1 15ipm SO: <{{book,n!case},{{book,n!case},<the,d>}},n!case>, Input: []
1 1 2 1 1 1 16ipm SO: <{{book,n!case},{{book,n!case},<the,d>}},<the,d>>, Input: []
1 1 2 1 1 2 ism SO: {book,{{book,n!case},<the,d>}}, Input: []
1 1 2 1 1 2 1 ism SO: {book,{book,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 2 2 ism SO: {{{book,n!case},<the,d>},{book,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 2 3 ism SO: {{book,n!case},{book,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 2 4 ism SO: {book,{book,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 2 5 ism SO: {n!case,{book,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 2 6 ism SO: {<the,d>,{book,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 2 7 ipm SO: <{book,{{book,n!case},<the,d>}},book>, Input: []
1 1 2 1 1 2 8 ipm SO: <{book,{{book,n!case},<the,d>}},{{book,n!case},<the,d>}>, Input: []
1 1 2 1 1 2 9 ipm SO: <{book,{{book,n!case},<the,d>}},{book,n!case}>, Input: []
1 1 2 1 1 2 10ipm SO: <{book,{{book,n!case},<the,d>}},book>, Input: []
1 1 2 1 1 2 11ipm SO: <{book,{{book,n!case},<the,d>}},n!case>, Input: []
1 1 2 1 1 2 12ipm SO: <{book,{{book,n!case},<the,d>}},<the,d>>, Input: []
1 1 2 1 1 3 ism SO: {n!case,{{book,n!case},<the,d>}}, Input: []
1 1 2 1 1 3 1 ism SO: {n!case,{n!case,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 3 2 ism SO: {{{book,n!case},<the,d>},{n!case,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 3 3 ism SO: {{book,n!case},{n!case,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 3 4 ism SO: {book,{n!case,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 3 5 ism SO: {n!case,{n!case,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 3 6 ism SO: {<the,d>,{n!case,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 3 7 ipm SO: <{n!case,{{book,n!case},<the,d>}},n!case>, Input: []
1 1 2 1 1 3 8 ipm SO: <{n!case,{{book,n!case},<the,d>}},{{book,n!case},<the,d>}>, Input: []
1 1 2 1 1 3 9 ipm SO: <{n!case,{{book,n!case},<the,d>}},{book,n!case}>, Input: []
1 1 2 1 1 3 10ipm SO: <{n!case,{{book,n!case},<the,d>}},book>, Input: []
1 1 2 1 1 3 11ipm SO: <{n!case,{{book,n!case},<the,d>}},n!case>, Input: []
1 1 2 1 1 3 12ipm SO: <{n!case,{{book,n!case},<the,d>}},<the,d>>, Input: []
1 1 2 1 1 4 ism SO: {<the,d>,{{book,n!case},<the,d>}}, Input: []
1 1 2 1 1 4 1 ism SO: {<the,d>,{<the,d>,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 4 2 ism SO: {{{book,n!case},<the,d>},{<the,d>,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 4 3 ism SO: {{book,n!case},{<the,d>,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 4 4 ism SO: {book,{<the,d>,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 4 5 ism SO: {n!case,{<the,d>,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 4 6 ism SO: {<the,d>,{<the,d>,{{book,n!case},<the,d>}}}, Input: []
1 1 2 1 1 4 7 ipm SO: <{<the,d>,{{book,n!case},<the,d>}},<the,d>>, Input: []
1 1 2 1 1 4 8 ipm SO: <{<the,d>,{{book,n!case},<the,d>}},{{book,n!case},<the,d>}>, Input: []
1 1 2 1 1 4 9 ipm SO: <{<the,d>,{{book,n!case},<the,d>}},{book,n!case}>, Input: []
1 1 2 1 1 4 10ipm SO: <{<the,d>,{{book,n!case},<the,d>}},book>, Input: []
1 1 2 1 1 4 11ipm SO: <{<the,d>,{{book,n!case},<the,d>}},n!case>, Input: []
1 1 2 1 1 4 12ipm SO: <{<the,d>,{{book,n!case},<the,d>}},<the,d>>, Input: []
1 1 2 1 1 5 ipm SO: <{{book,n!case},<the,d>},{book,n!case}>, Input: []
1 1 2 1 1 5 1 ism SO: {book,<{{book,n!case},<the,d>},{book,n!case}>}, Input: []
1 1 2 1 1 5 2 ism SO: {n!case,<{{book,n!case},<the,d>},{book,n!case}>}, Input: []
1 1 2 1 1 5 3 ipm SO: <<{{book,n!case},<the,d>},{book,n!case}>,book>, Input: []
1 1 2 1 1 5 4 ipm SO: <<{{book,n!case},<the,d>},{book,n!case}>,n!case>, Input: []
1 1 2 1 1 6 ipm SO: <{{book,n!case},<the,d>},book>, Input: []
1 1 2 1 1 7 ipm SO: <{{book,n!case},<the,d>},n!case>, Input: []
1 1 2 1 1 8 ipm SO: <{{book,n!case},<the,d>},<the,d>>, Input: []
1 1 2 1 2 ism SO: {book,{book,n!case}}, Input: [<the,d>]
1 1 2 1 2 1 esm SO: {{book,{book,n!case}},<the,d>}, Input: []
1 1 2 1 2 1 1 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 2 1 2 ism SO: {book,{{book,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 2 1 3 ism SO: {{book,n!case},{{book,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 2 1 4 ism SO: {book,{{book,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 2 1 5 ism SO: {n!case,{{book,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 2 1 6 ism SO: {<the,d>,{{book,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 2 1 7 ipm SO: <{{book,{book,n!case}},<the,d>},{book,{book,n!case}}>, Input: []
1 1 2 1 2 1 8 ipm SO: <{{book,{book,n!case}},<the,d>},book>, Input: []
1 1 2 1 2 1 9 ipm SO: <{{book,{book,n!case}},<the,d>},{book,n!case}>, Input: []
1 1 2 1 2 1 10ipm SO: <{{book,{book,n!case}},<the,d>},book>, Input: []
1 1 2 1 2 1 11ipm SO: <{{book,{book,n!case}},<the,d>},n!case>, Input: []
1 1 2 1 2 1 12ipm SO: <{{book,{book,n!case}},<the,d>},<the,d>>, Input: []
1 1 2 1 2 2 ism SO: {book,{book,{book,n!case}}}, Input: [<the,d>]
1 1 2 1 2 2 1 esm SO: {{book,{book,{book,n!case}}},<the,d>}, Input: []
1 1 2 1 2 2 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 2 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 2 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 2 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 2 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 2 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 2 8 epm SO: <{book,{book,{book,n!case}}},<the,d>>, Input: []
1 1 2 1 2 2 9 epm SO: <<the,d>,{book,{book,{book,n!case}}}>, Input: []
1 1 2 1 2 2 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 2 2 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 1 2 1 2 2 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 2 2 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 2 2 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 2 2 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 2 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [<the,d>]
1 1 2 1 2 3 1 esm SO: {{{book,n!case},{book,{book,n!case}}},<the,d>}, Input: []
1 1 2 1 2 3 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 3 3 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 3 4 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 3 5 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 3 6 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 3 7 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 3 8 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 3 9 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 3 10epm SO: <{{book,n!case},{book,{book,n!case}}},<the,d>>, Input: []
1 1 2 1 2 3 11epm SO: <<the,d>,{{book,n!case},{book,{book,n!case}}}>, Input: []
1 1 2 1 2 3 12ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 2 3 13ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 2 3 14ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 2 3 15ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 1 2 1 2 3 16ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 2 3 17ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 2 3 18ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 2 3 19ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 2 4 ism SO: {book,{book,{book,n!case}}}, Input: [<the,d>]
1 1 2 1 2 4 1 esm SO: {{book,{book,{book,n!case}}},<the,d>}, Input: []
1 1 2 1 2 4 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 4 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 4 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 4 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 4 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 4 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 4 8 epm SO: <{book,{book,{book,n!case}}},<the,d>>, Input: []
1 1 2 1 2 4 9 epm SO: <<the,d>,{book,{book,{book,n!case}}}>, Input: []
1 1 2 1 2 4 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 2 4 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 1 2 1 2 4 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 2 4 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 2 4 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 2 4 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 2 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [<the,d>]
1 1 2 1 2 5 1 esm SO: {{n!case,{book,{book,n!case}}},<the,d>}, Input: []
1 1 2 1 2 5 2 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 5 3 ism SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 5 4 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 5 5 ism SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 5 6 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 5 7 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 2 5 8 epm SO: <{n!case,{book,{book,n!case}}},<the,d>>, Input: []
1 1 2 1 2 5 9 epm SO: <<the,d>,{n!case,{book,{book,n!case}}}>, Input: []
1 1 2 1 2 5 10ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 2 5 11ipm SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 1 2 1 2 5 12ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 2 5 13ipm SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 2 5 14ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 2 5 15ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 2 6 epm SO: <{book,{book,n!case}},<the,d>>, Input: []
1 1 2 1 2 7 epm SO: <<the,d>,{book,{book,n!case}}>, Input: []
1 1 2 1 2 7 1 ism SO: {book,<<the,d>,{book,{book,n!case}}>}, Input: []
1 1 2 1 2 7 2 ism SO: {{book,n!case},<<the,d>,{book,{book,n!case}}>}, Input: []
1 1 2 1 2 7 3 ism SO: {book,<<the,d>,{book,{book,n!case}}>}, Input: []
1 1 2 1 2 7 4 ism SO: {n!case,<<the,d>,{book,{book,n!case}}>}, Input: []
1 1 2 1 2 7 5 ipm SO: <<<the,d>,{book,{book,n!case}}>,book>, Input: []
1 1 2 1 2 7 6 ipm SO: <<<the,d>,{book,{book,n!case}}>,{book,n!case}>, Input: []
1 1 2 1 2 7 7 ipm SO: <<<the,d>,{book,{book,n!case}}>,book>, Input: []
1 1 2 1 2 7 8 ipm SO: <<<the,d>,{book,{book,n!case}}>,n!case>, Input: []
1 1 2 1 2 8 ipm SO: <{book,{book,n!case}},book>, Input: [<the,d>]
1 1 2 1 2 8 1 esm SO: {<{book,{book,n!case}},book>,<the,d>}, Input: []
1 1 2 1 2 8 2 epm SO: <<{book,{book,n!case}},book>,<the,d>>, Input: []
1 1 2 1 2 8 3 epm SO: <<the,d>,<{book,{book,n!case}},book>>, Input: []
1 1 2 1 2 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 2 9 1 esm SO: {<{book,{book,n!case}},{book,n!case}>,<the,d>}, Input: []
1 1 2 1 2 9 2 ism SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 1 2 1 2 9 3 ism SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 1 2 1 2 9 4 epm SO: <<{book,{book,n!case}},{book,n!case}>,<the,d>>, Input: []
1 1 2 1 2 9 5 epm SO: <<the,d>,<{book,{book,n!case}},{book,n!case}>>, Input: []
1 1 2 1 2 9 6 ipm SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [<the,d>]
1 1 2 1 2 9 7 ipm SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [<the,d>]
1 1 2 1 2 10ipm SO: <{book,{book,n!case}},book>, Input: [<the,d>]
1 1 2 1 2 101 esm SO: {<{book,{book,n!case}},book>,<the,d>}, Input: []
1 1 2 1 2 102 epm SO: <<{book,{book,n!case}},book>,<the,d>>, Input: []
1 1 2 1 2 103 epm SO: <<the,d>,<{book,{book,n!case}},book>>, Input: []
1 1 2 1 2 11ipm SO: <{book,{book,n!case}},n!case>, Input: [<the,d>]
1 1 2 1 2 111 esm SO: {<{book,{book,n!case}},n!case>,<the,d>}, Input: []
1 1 2 1 2 112 epm SO: <<{book,{book,n!case}},n!case>,<the,d>>, Input: []
1 1 2 1 2 113 epm SO: <<the,d>,<{book,{book,n!case}},n!case>>, Input: []
1 1 2 1 3 ism SO: {n!case,{book,n!case}}, Input: [<the,d>]
1 1 2 1 3 1 esm SO: {{n!case,{book,n!case}},<the,d>}, Input: []
1 1 2 1 3 1 1 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 3 1 2 ism SO: {n!case,{{n!case,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 3 1 3 ism SO: {{book,n!case},{{n!case,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 3 1 4 ism SO: {book,{{n!case,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 3 1 5 ism SO: {n!case,{{n!case,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 3 1 6 ism SO: {<the,d>,{{n!case,{book,n!case}},<the,d>}}, Input: []
1 1 2 1 3 1 7 ipm SO: <{{n!case,{book,n!case}},<the,d>},{n!case,{book,n!case}}>, Input: []
1 1 2 1 3 1 8 ipm SO: <{{n!case,{book,n!case}},<the,d>},n!case>, Input: []
1 1 2 1 3 1 9 ipm SO: <{{n!case,{book,n!case}},<the,d>},{book,n!case}>, Input: []
1 1 2 1 3 1 10ipm SO: <{{n!case,{book,n!case}},<the,d>},book>, Input: []
1 1 2 1 3 1 11ipm SO: <{{n!case,{book,n!case}},<the,d>},n!case>, Input: []
1 1 2 1 3 1 12ipm SO: <{{n!case,{book,n!case}},<the,d>},<the,d>>, Input: []
1 1 2 1 3 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<the,d>]
1 1 2 1 3 2 1 esm SO: {{n!case,{n!case,{book,n!case}}},<the,d>}, Input: []
1 1 2 1 3 2 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 2 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 2 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 2 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 2 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 2 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 2 8 epm SO: <{n!case,{n!case,{book,n!case}}},<the,d>>, Input: []
1 1 2 1 3 2 9 epm SO: <<the,d>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 1 2 1 3 2 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 3 2 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 1 2 1 3 2 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 3 2 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 3 2 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 3 2 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 3 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<the,d>]
1 1 2 1 3 3 1 esm SO: {{{book,n!case},{n!case,{book,n!case}}},<the,d>}, Input: []
1 1 2 1 3 3 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 3 3 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 3 4 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 3 5 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 3 6 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 3 7 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 3 8 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 3 9 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 3 10epm SO: <{{book,n!case},{n!case,{book,n!case}}},<the,d>>, Input: []
1 1 2 1 3 3 11epm SO: <<the,d>,{{book,n!case},{n!case,{book,n!case}}}>, Input: []
1 1 2 1 3 3 12ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 3 3 13ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 3 3 14ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 3 3 15ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 1 2 1 3 3 16ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 3 3 17ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 3 3 18ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 3 3 19ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 3 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [<the,d>]
1 1 2 1 3 4 1 esm SO: {{book,{n!case,{book,n!case}}},<the,d>}, Input: []
1 1 2 1 3 4 2 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 4 3 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 4 4 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 4 5 ism SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 4 6 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 4 7 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 4 8 epm SO: <{book,{n!case,{book,n!case}}},<the,d>>, Input: []
1 1 2 1 3 4 9 epm SO: <<the,d>,{book,{n!case,{book,n!case}}}>, Input: []
1 1 2 1 3 4 10ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 3 4 11ipm SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 1 2 1 3 4 12ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 3 4 13ipm SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 3 4 14ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 3 4 15ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 3 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<the,d>]
1 1 2 1 3 5 1 esm SO: {{n!case,{n!case,{book,n!case}}},<the,d>}, Input: []
1 1 2 1 3 5 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 5 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 5 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 5 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 5 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 5 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 1 2 1 3 5 8 epm SO: <{n!case,{n!case,{book,n!case}}},<the,d>>, Input: []
1 1 2 1 3 5 9 epm SO: <<the,d>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 1 2 1 3 5 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 3 5 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 1 2 1 3 5 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 3 5 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 3 5 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 1 2 1 3 5 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 1 2 1 3 6 epm SO: <{n!case,{book,n!case}},<the,d>>, Input: []
1 1 2 1 3 7 epm SO: <<the,d>,{n!case,{book,n!case}}>, Input: []
1 1 2 1 3 7 1 ism SO: {n!case,<<the,d>,{n!case,{book,n!case}}>}, Input: []
1 1 2 1 3 7 2 ism SO: {{book,n!case},<<the,d>,{n!case,{book,n!case}}>}, Input: []
1 1 2 1 3 7 3 ism SO: {book,<<the,d>,{n!case,{book,n!case}}>}, Input: []
1 1 2 1 3 7 4 ism SO: {n!case,<<the,d>,{n!case,{book,n!case}}>}, Input: []
1 1 2 1 3 7 5 ipm SO: <<<the,d>,{n!case,{book,n!case}}>,n!case>, Input: []
1 1 2 1 3 7 6 ipm SO: <<<the,d>,{n!case,{book,n!case}}>,{book,n!case}>, Input: []
1 1 2 1 3 7 7 ipm SO: <<<the,d>,{n!case,{book,n!case}}>,book>, Input: []
1 1 2 1 3 7 8 ipm SO: <<<the,d>,{n!case,{book,n!case}}>,n!case>, Input: []
1 1 2 1 3 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<the,d>]
1 1 2 1 3 8 1 esm SO: {<{n!case,{book,n!case}},n!case>,<the,d>}, Input: []
1 1 2 1 3 8 2 epm SO: <<{n!case,{book,n!case}},n!case>,<the,d>>, Input: []
1 1 2 1 3 8 3 epm SO: <<the,d>,<{n!case,{book,n!case}},n!case>>, Input: []
1 1 2 1 3 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<the,d>]
1 1 2 1 3 9 1 esm SO: {<{n!case,{book,n!case}},{book,n!case}>,<the,d>}, Input: []
1 1 2 1 3 9 2 ism SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 1 2 1 3 9 3 ism SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 1 2 1 3 9 4 epm SO: <<{n!case,{book,n!case}},{book,n!case}>,<the,d>>, Input: []
1 1 2 1 3 9 5 epm SO: <<the,d>,<{n!case,{book,n!case}},{book,n!case}>>, Input: []
1 1 2 1 3 9 6 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [<the,d>]
1 1 2 1 3 9 7 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [<the,d>]
1 1 2 1 3 10ipm SO: <{n!case,{book,n!case}},book>, Input: [<the,d>]
1 1 2 1 3 101 esm SO: {<{n!case,{book,n!case}},book>,<the,d>}, Input: []
1 1 2 1 3 102 epm SO: <<{n!case,{book,n!case}},book>,<the,d>>, Input: []
1 1 2 1 3 103 epm SO: <<the,d>,<{n!case,{book,n!case}},book>>, Input: []
1 1 2 1 3 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<the,d>]
1 1 2 1 3 111 esm SO: {<{n!case,{book,n!case}},n!case>,<the,d>}, Input: []
1 1 2 1 3 112 epm SO: <<{n!case,{book,n!case}},n!case>,<the,d>>, Input: []
1 1 2 1 3 113 epm SO: <<the,d>,<{n!case,{book,n!case}},n!case>>, Input: []
1 1 2 1 4 epm SO: <{book,n!case},<the,d>>, Input: []
1 1 2 1 5 epm SO: <<the,d>,{book,n!case}>, Input: []
1 1 2 1 5 1 ism SO: {book,<<the,d>,{book,n!case}>}, Input: []
1 1 2 1 5 1 1 ism SO: {book,{book,<<the,d>,{book,n!case}>}}, Input: []
1 1 2 1 5 1 2 ism SO: {<<the,d>,{book,n!case}>,{book,<<the,d>,{book,n!case}>}}, Input: []
1 1 2 1 5 1 3 ism SO: {book,{book,<<the,d>,{book,n!case}>}}, Input: []
1 1 2 1 5 1 4 ism SO: {n!case,{book,<<the,d>,{book,n!case}>}}, Input: []
1 1 2 1 5 1 5 ipm SO: <{book,<<the,d>,{book,n!case}>},book>, Input: []
1 1 2 1 5 1 6 ipm SO: <{book,<<the,d>,{book,n!case}>},<<the,d>,{book,n!case}>>, Input: []
1 1 2 1 5 1 7 ipm SO: <{book,<<the,d>,{book,n!case}>},book>, Input: []
1 1 2 1 5 1 8 ipm SO: <{book,<<the,d>,{book,n!case}>},n!case>, Input: []
1 1 2 1 5 2 ism SO: {n!case,<<the,d>,{book,n!case}>}, Input: []
1 1 2 1 5 2 1 ism SO: {n!case,{n!case,<<the,d>,{book,n!case}>}}, Input: []
1 1 2 1 5 2 2 ism SO: {<<the,d>,{book,n!case}>,{n!case,<<the,d>,{book,n!case}>}}, Input: []
1 1 2 1 5 2 3 ism SO: {book,{n!case,<<the,d>,{book,n!case}>}}, Input: []
1 1 2 1 5 2 4 ism SO: {n!case,{n!case,<<the,d>,{book,n!case}>}}, Input: []
1 1 2 1 5 2 5 ipm SO: <{n!case,<<the,d>,{book,n!case}>},n!case>, Input: []
1 1 2 1 5 2 6 ipm SO: <{n!case,<<the,d>,{book,n!case}>},<<the,d>,{book,n!case}>>, Input: []
1 1 2 1 5 2 7 ipm SO: <{n!case,<<the,d>,{book,n!case}>},book>, Input: []
1 1 2 1 5 2 8 ipm SO: <{n!case,<<the,d>,{book,n!case}>},n!case>, Input: []
1 1 2 1 5 3 ipm SO: <<<the,d>,{book,n!case}>,book>, Input: []
1 1 2 1 5 4 ipm SO: <<<the,d>,{book,n!case}>,n!case>, Input: []
1 1 2 1 6 ipm SO: <{book,n!case},book>, Input: [<the,d>]
1 1 2 1 6 1 esm SO: {<{book,n!case},book>,<the,d>}, Input: []
1 1 2 1 6 1 1 ism SO: {<{book,n!case},book>,{<{book,n!case},book>,<the,d>}}, Input: []
1 1 2 1 6 1 2 ism SO: {<the,d>,{<{book,n!case},book>,<the,d>}}, Input: []
1 1 2 1 6 1 3 ipm SO: <{<{book,n!case},book>,<the,d>},<{book,n!case},book>>, Input: []
1 1 2 1 6 1 4 ipm SO: <{<{book,n!case},book>,<the,d>},<the,d>>, Input: []
1 1 2 1 6 2 epm SO: <<{book,n!case},book>,<the,d>>, Input: []
1 1 2 1 6 3 epm SO: <<the,d>,<{book,n!case},book>>, Input: []
1 1 2 1 7 ipm SO: <{book,n!case},n!case>, Input: [<the,d>]
1 1 2 1 7 1 esm SO: {<{book,n!case},n!case>,<the,d>}, Input: []
1 1 2 1 7 1 1 ism SO: {<{book,n!case},n!case>,{<{book,n!case},n!case>,<the,d>}}, Input: []
1 1 2 1 7 1 2 ism SO: {<the,d>,{<{book,n!case},n!case>,<the,d>}}, Input: []
1 1 2 1 7 1 3 ipm SO: <{<{book,n!case},n!case>,<the,d>},<{book,n!case},n!case>>, Input: []
1 1 2 1 7 1 4 ipm SO: <{<{book,n!case},n!case>,<the,d>},<the,d>>, Input: []
1 1 2 1 7 2 epm SO: <<{book,n!case},n!case>,<the,d>>, Input: []
1 1 2 1 7 3 epm SO: <<the,d>,<{book,n!case},n!case>>, Input: []
1 1 3 epm SO: <d,the>, Input: []
1 1 3 1 uws SO: {book,n!case}, Input: [<d,the>]
1 1 3 1 1 esm SO: {{book,n!case},<d,the>}, Input: []
1 1 3 1 1 1 ism SO: {{book,n!case},{{book,n!case},<d,the>}}, Input: []
1 1 3 1 1 1 1 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 1 2 ism SO: {book,{{book,n!case},{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 1 3 ism SO: {n!case,{{book,n!case},{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 1 4 ism SO: {{{book,n!case},<d,the>},{{book,n!case},{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 1 5 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 1 6 ism SO: {book,{{book,n!case},{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 1 7 ism SO: {n!case,{{book,n!case},{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 1 8 ism SO: {<d,the>,{{book,n!case},{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 1 9 ipm SO: <{{book,n!case},{{book,n!case},<d,the>}},{book,n!case}>, Input: []
1 1 3 1 1 1 10ipm SO: <{{book,n!case},{{book,n!case},<d,the>}},book>, Input: []
1 1 3 1 1 1 11ipm SO: <{{book,n!case},{{book,n!case},<d,the>}},n!case>, Input: []
1 1 3 1 1 1 12ipm SO: <{{book,n!case},{{book,n!case},<d,the>}},{{book,n!case},<d,the>}>, Input: []
1 1 3 1 1 1 13ipm SO: <{{book,n!case},{{book,n!case},<d,the>}},{book,n!case}>, Input: []
1 1 3 1 1 1 14ipm SO: <{{book,n!case},{{book,n!case},<d,the>}},book>, Input: []
1 1 3 1 1 1 15ipm SO: <{{book,n!case},{{book,n!case},<d,the>}},n!case>, Input: []
1 1 3 1 1 1 16ipm SO: <{{book,n!case},{{book,n!case},<d,the>}},<d,the>>, Input: []
1 1 3 1 1 2 ism SO: {book,{{book,n!case},<d,the>}}, Input: []
1 1 3 1 1 2 1 ism SO: {book,{book,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 2 2 ism SO: {{{book,n!case},<d,the>},{book,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 2 3 ism SO: {{book,n!case},{book,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 2 4 ism SO: {book,{book,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 2 5 ism SO: {n!case,{book,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 2 6 ism SO: {<d,the>,{book,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 2 7 ipm SO: <{book,{{book,n!case},<d,the>}},book>, Input: []
1 1 3 1 1 2 8 ipm SO: <{book,{{book,n!case},<d,the>}},{{book,n!case},<d,the>}>, Input: []
1 1 3 1 1 2 9 ipm SO: <{book,{{book,n!case},<d,the>}},{book,n!case}>, Input: []
1 1 3 1 1 2 10ipm SO: <{book,{{book,n!case},<d,the>}},book>, Input: []
1 1 3 1 1 2 11ipm SO: <{book,{{book,n!case},<d,the>}},n!case>, Input: []
1 1 3 1 1 2 12ipm SO: <{book,{{book,n!case},<d,the>}},<d,the>>, Input: []
1 1 3 1 1 3 ism SO: {n!case,{{book,n!case},<d,the>}}, Input: []
1 1 3 1 1 3 1 ism SO: {n!case,{n!case,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 3 2 ism SO: {{{book,n!case},<d,the>},{n!case,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 3 3 ism SO: {{book,n!case},{n!case,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 3 4 ism SO: {book,{n!case,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 3 5 ism SO: {n!case,{n!case,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 3 6 ism SO: {<d,the>,{n!case,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 3 7 ipm SO: <{n!case,{{book,n!case},<d,the>}},n!case>, Input: []
1 1 3 1 1 3 8 ipm SO: <{n!case,{{book,n!case},<d,the>}},{{book,n!case},<d,the>}>, Input: []
1 1 3 1 1 3 9 ipm SO: <{n!case,{{book,n!case},<d,the>}},{book,n!case}>, Input: []
1 1 3 1 1 3 10ipm SO: <{n!case,{{book,n!case},<d,the>}},book>, Input: []
1 1 3 1 1 3 11ipm SO: <{n!case,{{book,n!case},<d,the>}},n!case>, Input: []
1 1 3 1 1 3 12ipm SO: <{n!case,{{book,n!case},<d,the>}},<d,the>>, Input: []
1 1 3 1 1 4 ism SO: {<d,the>,{{book,n!case},<d,the>}}, Input: []
1 1 3 1 1 4 1 ism SO: {<d,the>,{<d,the>,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 4 2 ism SO: {{{book,n!case},<d,the>},{<d,the>,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 4 3 ism SO: {{book,n!case},{<d,the>,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 4 4 ism SO: {book,{<d,the>,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 4 5 ism SO: {n!case,{<d,the>,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 4 6 ism SO: {<d,the>,{<d,the>,{{book,n!case},<d,the>}}}, Input: []
1 1 3 1 1 4 7 ipm SO: <{<d,the>,{{book,n!case},<d,the>}},<d,the>>, Input: []
1 1 3 1 1 4 8 ipm SO: <{<d,the>,{{book,n!case},<d,the>}},{{book,n!case},<d,the>}>, Input: []
1 1 3 1 1 4 9 ipm SO: <{<d,the>,{{book,n!case},<d,the>}},{book,n!case}>, Input: []
1 1 3 1 1 4 10ipm SO: <{<d,the>,{{book,n!case},<d,the>}},book>, Input: []
1 1 3 1 1 4 11ipm SO: <{<d,the>,{{book,n!case},<d,the>}},n!case>, Input: []
1 1 3 1 1 4 12ipm SO: <{<d,the>,{{book,n!case},<d,the>}},<d,the>>, Input: []
1 1 3 1 1 5 ipm SO: <{{book,n!case},<d,the>},{book,n!case}>, Input: []
1 1 3 1 1 5 1 ism SO: {book,<{{book,n!case},<d,the>},{book,n!case}>}, Input: []
1 1 3 1 1 5 2 ism SO: {n!case,<{{book,n!case},<d,the>},{book,n!case}>}, Input: []
1 1 3 1 1 5 3 ipm SO: <<{{book,n!case},<d,the>},{book,n!case}>,book>, Input: []
1 1 3 1 1 5 4 ipm SO: <<{{book,n!case},<d,the>},{book,n!case}>,n!case>, Input: []
1 1 3 1 1 6 ipm SO: <{{book,n!case},<d,the>},book>, Input: []
1 1 3 1 1 7 ipm SO: <{{book,n!case},<d,the>},n!case>, Input: []
1 1 3 1 1 8 ipm SO: <{{book,n!case},<d,the>},<d,the>>, Input: []
1 1 3 1 2 ism SO: {book,{book,n!case}}, Input: [<d,the>]
1 1 3 1 2 1 esm SO: {{book,{book,n!case}},<d,the>}, Input: []
1 1 3 1 2 1 1 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 2 1 2 ism SO: {book,{{book,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 2 1 3 ism SO: {{book,n!case},{{book,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 2 1 4 ism SO: {book,{{book,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 2 1 5 ism SO: {n!case,{{book,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 2 1 6 ism SO: {<d,the>,{{book,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 2 1 7 ipm SO: <{{book,{book,n!case}},<d,the>},{book,{book,n!case}}>, Input: []
1 1 3 1 2 1 8 ipm SO: <{{book,{book,n!case}},<d,the>},book>, Input: []
1 1 3 1 2 1 9 ipm SO: <{{book,{book,n!case}},<d,the>},{book,n!case}>, Input: []
1 1 3 1 2 1 10ipm SO: <{{book,{book,n!case}},<d,the>},book>, Input: []
1 1 3 1 2 1 11ipm SO: <{{book,{book,n!case}},<d,the>},n!case>, Input: []
1 1 3 1 2 1 12ipm SO: <{{book,{book,n!case}},<d,the>},<d,the>>, Input: []
1 1 3 1 2 2 ism SO: {book,{book,{book,n!case}}}, Input: [<d,the>]
1 1 3 1 2 2 1 esm SO: {{book,{book,{book,n!case}}},<d,the>}, Input: []
1 1 3 1 2 2 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 2 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 2 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 2 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 2 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 2 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 2 8 epm SO: <{book,{book,{book,n!case}}},<d,the>>, Input: []
1 1 3 1 2 2 9 epm SO: <<d,the>,{book,{book,{book,n!case}}}>, Input: []
1 1 3 1 2 2 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 2 2 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 1 3 1 2 2 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 2 2 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 2 2 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 2 2 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 2 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [<d,the>]
1 1 3 1 2 3 1 esm SO: {{{book,n!case},{book,{book,n!case}}},<d,the>}, Input: []
1 1 3 1 2 3 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 3 3 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 3 4 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 3 5 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 3 6 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 3 7 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 3 8 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 3 9 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 3 10epm SO: <{{book,n!case},{book,{book,n!case}}},<d,the>>, Input: []
1 1 3 1 2 3 11epm SO: <<d,the>,{{book,n!case},{book,{book,n!case}}}>, Input: []
1 1 3 1 2 3 12ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 2 3 13ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 2 3 14ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 2 3 15ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 1 3 1 2 3 16ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 2 3 17ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 2 3 18ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 2 3 19ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 2 4 ism SO: {book,{book,{book,n!case}}}, Input: [<d,the>]
1 1 3 1 2 4 1 esm SO: {{book,{book,{book,n!case}}},<d,the>}, Input: []
1 1 3 1 2 4 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 4 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 4 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 4 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 4 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 4 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 4 8 epm SO: <{book,{book,{book,n!case}}},<d,the>>, Input: []
1 1 3 1 2 4 9 epm SO: <<d,the>,{book,{book,{book,n!case}}}>, Input: []
1 1 3 1 2 4 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 2 4 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 1 3 1 2 4 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 2 4 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 2 4 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 2 4 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 2 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [<d,the>]
1 1 3 1 2 5 1 esm SO: {{n!case,{book,{book,n!case}}},<d,the>}, Input: []
1 1 3 1 2 5 2 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 5 3 ism SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 5 4 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 5 5 ism SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 5 6 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 5 7 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 2 5 8 epm SO: <{n!case,{book,{book,n!case}}},<d,the>>, Input: []
1 1 3 1 2 5 9 epm SO: <<d,the>,{n!case,{book,{book,n!case}}}>, Input: []
1 1 3 1 2 5 10ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 2 5 11ipm SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 1 3 1 2 5 12ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 2 5 13ipm SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 2 5 14ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 2 5 15ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 2 6 epm SO: <{book,{book,n!case}},<d,the>>, Input: []
1 1 3 1 2 7 epm SO: <<d,the>,{book,{book,n!case}}>, Input: []
1 1 3 1 2 7 1 ism SO: {book,<<d,the>,{book,{book,n!case}}>}, Input: []
1 1 3 1 2 7 2 ism SO: {{book,n!case},<<d,the>,{book,{book,n!case}}>}, Input: []
1 1 3 1 2 7 3 ism SO: {book,<<d,the>,{book,{book,n!case}}>}, Input: []
1 1 3 1 2 7 4 ism SO: {n!case,<<d,the>,{book,{book,n!case}}>}, Input: []
1 1 3 1 2 7 5 ipm SO: <<<d,the>,{book,{book,n!case}}>,book>, Input: []
1 1 3 1 2 7 6 ipm SO: <<<d,the>,{book,{book,n!case}}>,{book,n!case}>, Input: []
1 1 3 1 2 7 7 ipm SO: <<<d,the>,{book,{book,n!case}}>,book>, Input: []
1 1 3 1 2 7 8 ipm SO: <<<d,the>,{book,{book,n!case}}>,n!case>, Input: []
1 1 3 1 2 8 ipm SO: <{book,{book,n!case}},book>, Input: [<d,the>]
1 1 3 1 2 8 1 esm SO: {<{book,{book,n!case}},book>,<d,the>}, Input: []
1 1 3 1 2 8 2 epm SO: <<{book,{book,n!case}},book>,<d,the>>, Input: []
1 1 3 1 2 8 3 epm SO: <<d,the>,<{book,{book,n!case}},book>>, Input: []
1 1 3 1 2 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 2 9 1 esm SO: {<{book,{book,n!case}},{book,n!case}>,<d,the>}, Input: []
1 1 3 1 2 9 2 ism SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 1 3 1 2 9 3 ism SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 1 3 1 2 9 4 epm SO: <<{book,{book,n!case}},{book,n!case}>,<d,the>>, Input: []
1 1 3 1 2 9 5 epm SO: <<d,the>,<{book,{book,n!case}},{book,n!case}>>, Input: []
1 1 3 1 2 9 6 ipm SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [<d,the>]
1 1 3 1 2 9 7 ipm SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [<d,the>]
1 1 3 1 2 10ipm SO: <{book,{book,n!case}},book>, Input: [<d,the>]
1 1 3 1 2 101 esm SO: {<{book,{book,n!case}},book>,<d,the>}, Input: []
1 1 3 1 2 102 epm SO: <<{book,{book,n!case}},book>,<d,the>>, Input: []
1 1 3 1 2 103 epm SO: <<d,the>,<{book,{book,n!case}},book>>, Input: []
1 1 3 1 2 11ipm SO: <{book,{book,n!case}},n!case>, Input: [<d,the>]
1 1 3 1 2 111 esm SO: {<{book,{book,n!case}},n!case>,<d,the>}, Input: []
1 1 3 1 2 112 epm SO: <<{book,{book,n!case}},n!case>,<d,the>>, Input: []
1 1 3 1 2 113 epm SO: <<d,the>,<{book,{book,n!case}},n!case>>, Input: []
1 1 3 1 3 ism SO: {n!case,{book,n!case}}, Input: [<d,the>]
1 1 3 1 3 1 esm SO: {{n!case,{book,n!case}},<d,the>}, Input: []
1 1 3 1 3 1 1 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 3 1 2 ism SO: {n!case,{{n!case,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 3 1 3 ism SO: {{book,n!case},{{n!case,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 3 1 4 ism SO: {book,{{n!case,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 3 1 5 ism SO: {n!case,{{n!case,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 3 1 6 ism SO: {<d,the>,{{n!case,{book,n!case}},<d,the>}}, Input: []
1 1 3 1 3 1 7 ipm SO: <{{n!case,{book,n!case}},<d,the>},{n!case,{book,n!case}}>, Input: []
1 1 3 1 3 1 8 ipm SO: <{{n!case,{book,n!case}},<d,the>},n!case>, Input: []
1 1 3 1 3 1 9 ipm SO: <{{n!case,{book,n!case}},<d,the>},{book,n!case}>, Input: []
1 1 3 1 3 1 10ipm SO: <{{n!case,{book,n!case}},<d,the>},book>, Input: []
1 1 3 1 3 1 11ipm SO: <{{n!case,{book,n!case}},<d,the>},n!case>, Input: []
1 1 3 1 3 1 12ipm SO: <{{n!case,{book,n!case}},<d,the>},<d,the>>, Input: []
1 1 3 1 3 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<d,the>]
1 1 3 1 3 2 1 esm SO: {{n!case,{n!case,{book,n!case}}},<d,the>}, Input: []
1 1 3 1 3 2 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 2 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 2 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 2 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 2 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 2 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 2 8 epm SO: <{n!case,{n!case,{book,n!case}}},<d,the>>, Input: []
1 1 3 1 3 2 9 epm SO: <<d,the>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 1 3 1 3 2 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 3 2 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 1 3 1 3 2 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 3 2 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 3 2 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 3 2 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 3 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<d,the>]
1 1 3 1 3 3 1 esm SO: {{{book,n!case},{n!case,{book,n!case}}},<d,the>}, Input: []
1 1 3 1 3 3 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 3 3 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 3 4 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 3 5 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 3 6 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 3 7 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 3 8 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 3 9 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 3 10epm SO: <{{book,n!case},{n!case,{book,n!case}}},<d,the>>, Input: []
1 1 3 1 3 3 11epm SO: <<d,the>,{{book,n!case},{n!case,{book,n!case}}}>, Input: []
1 1 3 1 3 3 12ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 3 3 13ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 3 3 14ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 3 3 15ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 1 3 1 3 3 16ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 3 3 17ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 3 3 18ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 3 3 19ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 3 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [<d,the>]
1 1 3 1 3 4 1 esm SO: {{book,{n!case,{book,n!case}}},<d,the>}, Input: []
1 1 3 1 3 4 2 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 4 3 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 4 4 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 4 5 ism SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 4 6 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 4 7 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 4 8 epm SO: <{book,{n!case,{book,n!case}}},<d,the>>, Input: []
1 1 3 1 3 4 9 epm SO: <<d,the>,{book,{n!case,{book,n!case}}}>, Input: []
1 1 3 1 3 4 10ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 3 4 11ipm SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 1 3 1 3 4 12ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 3 4 13ipm SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 3 4 14ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 3 4 15ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 3 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<d,the>]
1 1 3 1 3 5 1 esm SO: {{n!case,{n!case,{book,n!case}}},<d,the>}, Input: []
1 1 3 1 3 5 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 5 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 5 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 5 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 5 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 5 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 1 3 1 3 5 8 epm SO: <{n!case,{n!case,{book,n!case}}},<d,the>>, Input: []
1 1 3 1 3 5 9 epm SO: <<d,the>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 1 3 1 3 5 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 3 5 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 1 3 1 3 5 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 3 5 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 3 5 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 1 3 1 3 5 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 1 3 1 3 6 epm SO: <{n!case,{book,n!case}},<d,the>>, Input: []
1 1 3 1 3 7 epm SO: <<d,the>,{n!case,{book,n!case}}>, Input: []
1 1 3 1 3 7 1 ism SO: {n!case,<<d,the>,{n!case,{book,n!case}}>}, Input: []
1 1 3 1 3 7 2 ism SO: {{book,n!case},<<d,the>,{n!case,{book,n!case}}>}, Input: []
1 1 3 1 3 7 3 ism SO: {book,<<d,the>,{n!case,{book,n!case}}>}, Input: []
1 1 3 1 3 7 4 ism SO: {n!case,<<d,the>,{n!case,{book,n!case}}>}, Input: []
1 1 3 1 3 7 5 ipm SO: <<<d,the>,{n!case,{book,n!case}}>,n!case>, Input: []
1 1 3 1 3 7 6 ipm SO: <<<d,the>,{n!case,{book,n!case}}>,{book,n!case}>, Input: []
1 1 3 1 3 7 7 ipm SO: <<<d,the>,{n!case,{book,n!case}}>,book>, Input: []
1 1 3 1 3 7 8 ipm SO: <<<d,the>,{n!case,{book,n!case}}>,n!case>, Input: []
1 1 3 1 3 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<d,the>]
1 1 3 1 3 8 1 esm SO: {<{n!case,{book,n!case}},n!case>,<d,the>}, Input: []
1 1 3 1 3 8 2 epm SO: <<{n!case,{book,n!case}},n!case>,<d,the>>, Input: []
1 1 3 1 3 8 3 epm SO: <<d,the>,<{n!case,{book,n!case}},n!case>>, Input: []
1 1 3 1 3 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<d,the>]
1 1 3 1 3 9 1 esm SO: {<{n!case,{book,n!case}},{book,n!case}>,<d,the>}, Input: []
1 1 3 1 3 9 2 ism SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 1 3 1 3 9 3 ism SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 1 3 1 3 9 4 epm SO: <<{n!case,{book,n!case}},{book,n!case}>,<d,the>>, Input: []
1 1 3 1 3 9 5 epm SO: <<d,the>,<{n!case,{book,n!case}},{book,n!case}>>, Input: []
1 1 3 1 3 9 6 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [<d,the>]
1 1 3 1 3 9 7 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [<d,the>]
1 1 3 1 3 10ipm SO: <{n!case,{book,n!case}},book>, Input: [<d,the>]
1 1 3 1 3 101 esm SO: {<{n!case,{book,n!case}},book>,<d,the>}, Input: []
1 1 3 1 3 102 epm SO: <<{n!case,{book,n!case}},book>,<d,the>>, Input: []
1 1 3 1 3 103 epm SO: <<d,the>,<{n!case,{book,n!case}},book>>, Input: []
1 1 3 1 3 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<d,the>]
1 1 3 1 3 111 esm SO: {<{n!case,{book,n!case}},n!case>,<d,the>}, Input: []
1 1 3 1 3 112 epm SO: <<{n!case,{book,n!case}},n!case>,<d,the>>, Input: []
1 1 3 1 3 113 epm SO: <<d,the>,<{n!case,{book,n!case}},n!case>>, Input: []
1 1 3 1 4 epm SO: <{book,n!case},<d,the>>, Input: []
1 1 3 1 5 epm SO: <<d,the>,{book,n!case}>, Input: []
1 1 3 1 5 1 ism SO: {book,<<d,the>,{book,n!case}>}, Input: []
1 1 3 1 5 1 1 ism SO: {book,{book,<<d,the>,{book,n!case}>}}, Input: []
1 1 3 1 5 1 2 ism SO: {<<d,the>,{book,n!case}>,{book,<<d,the>,{book,n!case}>}}, Input: []
1 1 3 1 5 1 3 ism SO: {book,{book,<<d,the>,{book,n!case}>}}, Input: []
1 1 3 1 5 1 4 ism SO: {n!case,{book,<<d,the>,{book,n!case}>}}, Input: []
1 1 3 1 5 1 5 ipm SO: <{book,<<d,the>,{book,n!case}>},book>, Input: []
1 1 3 1 5 1 6 ipm SO: <{book,<<d,the>,{book,n!case}>},<<d,the>,{book,n!case}>>, Input: []
1 1 3 1 5 1 7 ipm SO: <{book,<<d,the>,{book,n!case}>},book>, Input: []
1 1 3 1 5 1 8 ipm SO: <{book,<<d,the>,{book,n!case}>},n!case>, Input: []
1 1 3 1 5 2 ism SO: {n!case,<<d,the>,{book,n!case}>}, Input: []
1 1 3 1 5 2 1 ism SO: {n!case,{n!case,<<d,the>,{book,n!case}>}}, Input: []
1 1 3 1 5 2 2 ism SO: {<<d,the>,{book,n!case}>,{n!case,<<d,the>,{book,n!case}>}}, Input: []
1 1 3 1 5 2 3 ism SO: {book,{n!case,<<d,the>,{book,n!case}>}}, Input: []
1 1 3 1 5 2 4 ism SO: {n!case,{n!case,<<d,the>,{book,n!case}>}}, Input: []
1 1 3 1 5 2 5 ipm SO: <{n!case,<<d,the>,{book,n!case}>},n!case>, Input: []
1 1 3 1 5 2 6 ipm SO: <{n!case,<<d,the>,{book,n!case}>},<<d,the>,{book,n!case}>>, Input: []
1 1 3 1 5 2 7 ipm SO: <{n!case,<<d,the>,{book,n!case}>},book>, Input: []
1 1 3 1 5 2 8 ipm SO: <{n!case,<<d,the>,{book,n!case}>},n!case>, Input: []
1 1 3 1 5 3 ipm SO: <<<d,the>,{book,n!case}>,book>, Input: []
1 1 3 1 5 4 ipm SO: <<<d,the>,{book,n!case}>,n!case>, Input: []
1 1 3 1 6 ipm SO: <{book,n!case},book>, Input: [<d,the>]
1 1 3 1 6 1 esm SO: {<{book,n!case},book>,<d,the>}, Input: []
1 1 3 1 6 1 1 ism SO: {<{book,n!case},book>,{<{book,n!case},book>,<d,the>}}, Input: []
1 1 3 1 6 1 2 ism SO: {<d,the>,{<{book,n!case},book>,<d,the>}}, Input: []
1 1 3 1 6 1 3 ipm SO: <{<{book,n!case},book>,<d,the>},<{book,n!case},book>>, Input: []
1 1 3 1 6 1 4 ipm SO: <{<{book,n!case},book>,<d,the>},<d,the>>, Input: []
1 1 3 1 6 2 epm SO: <<{book,n!case},book>,<d,the>>, Input: []
1 1 3 1 6 3 epm SO: <<d,the>,<{book,n!case},book>>, Input: []
1 1 3 1 7 ipm SO: <{book,n!case},n!case>, Input: [<d,the>]
1 1 3 1 7 1 esm SO: {<{book,n!case},n!case>,<d,the>}, Input: []
1 1 3 1 7 1 1 ism SO: {<{book,n!case},n!case>,{<{book,n!case},n!case>,<d,the>}}, Input: []
1 1 3 1 7 1 2 ism SO: {<d,the>,{<{book,n!case},n!case>,<d,the>}}, Input: []
1 1 3 1 7 1 3 ipm SO: <{<{book,n!case},n!case>,<d,the>},<{book,n!case},n!case>>, Input: []
1 1 3 1 7 1 4 ipm SO: <{<{book,n!case},n!case>,<d,the>},<d,the>>, Input: []
1 1 3 1 7 2 epm SO: <<{book,n!case},n!case>,<d,the>>, Input: []
1 1 3 1 7 3 epm SO: <<d,the>,<{book,n!case},n!case>>, Input: []
1 2 ism SO: {book,{book,n!case}}, Input: [[the,d]]
1 2 1 dws SO: the, Input: [d]
1 2 1 1 esm SO: {the,d}, Input: []
1 2 1 1 1 uws SO: {book,{book,n!case}}, Input: [{the,d}]
1 2 1 1 1 1 esm SO: {{book,{book,n!case}},{the,d}}, Input: []
1 2 1 1 1 1 1 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{the,d}}}, Input: []
1 2 1 1 1 1 2 ism SO: {book,{{book,{book,n!case}},{the,d}}}, Input: []
1 2 1 1 1 1 3 ism SO: {{book,n!case},{{book,{book,n!case}},{the,d}}}, Input: []
1 2 1 1 1 1 4 ism SO: {book,{{book,{book,n!case}},{the,d}}}, Input: []
1 2 1 1 1 1 5 ism SO: {n!case,{{book,{book,n!case}},{the,d}}}, Input: []
1 2 1 1 1 1 6 ism SO: {{the,d},{{book,{book,n!case}},{the,d}}}, Input: []
1 2 1 1 1 1 7 ism SO: {the,{{book,{book,n!case}},{the,d}}}, Input: []
1 2 1 1 1 1 8 ism SO: {d,{{book,{book,n!case}},{the,d}}}, Input: []
1 2 1 1 1 1 9 ipm SO: <{{book,{book,n!case}},{the,d}},{book,{book,n!case}}>, Input: []
1 2 1 1 1 1 10ipm SO: <{{book,{book,n!case}},{the,d}},book>, Input: []
1 2 1 1 1 1 11ipm SO: <{{book,{book,n!case}},{the,d}},{book,n!case}>, Input: []
1 2 1 1 1 1 12ipm SO: <{{book,{book,n!case}},{the,d}},book>, Input: []
1 2 1 1 1 1 13ipm SO: <{{book,{book,n!case}},{the,d}},n!case>, Input: []
1 2 1 1 1 1 14ipm SO: <{{book,{book,n!case}},{the,d}},{the,d}>, Input: []
1 2 1 1 1 1 15ipm SO: <{{book,{book,n!case}},{the,d}},the>, Input: []
1 2 1 1 1 1 16ipm SO: <{{book,{book,n!case}},{the,d}},d>, Input: []
1 2 1 1 1 2 ism SO: {book,{book,{book,n!case}}}, Input: [{the,d}]
1 2 1 1 1 2 1 esm SO: {{book,{book,{book,n!case}}},{the,d}}, Input: []
1 2 1 1 1 2 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 2 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 2 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 2 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 2 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 2 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 2 8 epm SO: <{book,{book,{book,n!case}}},{the,d}>, Input: []
1 2 1 1 1 2 9 epm SO: <{the,d},{book,{book,{book,n!case}}}>, Input: []
1 2 1 1 1 2 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 1 1 1 2 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 1 1 1 2 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 1 1 1 2 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 1 1 1 2 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 1 1 1 2 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 1 1 1 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [{the,d}]
1 2 1 1 1 3 1 esm SO: {{{book,n!case},{book,{book,n!case}}},{the,d}}, Input: []
1 2 1 1 1 3 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 3 3 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 3 4 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 3 5 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 3 6 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 3 7 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 3 8 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 3 9 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 3 10epm SO: <{{book,n!case},{book,{book,n!case}}},{the,d}>, Input: []
1 2 1 1 1 3 11epm SO: <{the,d},{{book,n!case},{book,{book,n!case}}}>, Input: []
1 2 1 1 1 3 12ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 1 1 1 3 13ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 1 1 1 3 14ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 1 1 1 3 15ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 1 1 1 3 16ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 1 1 1 3 17ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 1 1 1 3 18ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 1 1 1 3 19ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 1 1 1 4 ism SO: {book,{book,{book,n!case}}}, Input: [{the,d}]
1 2 1 1 1 4 1 esm SO: {{book,{book,{book,n!case}}},{the,d}}, Input: []
1 2 1 1 1 4 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 4 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 4 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 4 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 4 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 4 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 4 8 epm SO: <{book,{book,{book,n!case}}},{the,d}>, Input: []
1 2 1 1 1 4 9 epm SO: <{the,d},{book,{book,{book,n!case}}}>, Input: []
1 2 1 1 1 4 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 1 1 1 4 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 1 1 1 4 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 1 1 1 4 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 1 1 1 4 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 1 1 1 4 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 1 1 1 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [{the,d}]
1 2 1 1 1 5 1 esm SO: {{n!case,{book,{book,n!case}}},{the,d}}, Input: []
1 2 1 1 1 5 2 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 5 3 ism SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 5 4 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 5 5 ism SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 5 6 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 5 7 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 1 1 1 5 8 epm SO: <{n!case,{book,{book,n!case}}},{the,d}>, Input: []
1 2 1 1 1 5 9 epm SO: <{the,d},{n!case,{book,{book,n!case}}}>, Input: []
1 2 1 1 1 5 10ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 1 1 1 5 11ipm SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 1 1 1 5 12ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 1 1 1 5 13ipm SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 1 1 1 5 14ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 1 1 1 5 15ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 1 1 1 6 epm SO: <{book,{book,n!case}},{the,d}>, Input: []
1 2 1 1 1 6 1 ism SO: {the,<{book,{book,n!case}},{the,d}>}, Input: []
1 2 1 1 1 6 2 ism SO: {d,<{book,{book,n!case}},{the,d}>}, Input: []
1 2 1 1 1 6 3 ipm SO: <<{book,{book,n!case}},{the,d}>,the>, Input: []
1 2 1 1 1 6 4 ipm SO: <<{book,{book,n!case}},{the,d}>,d>, Input: []
1 2 1 1 1 7 epm SO: <{the,d},{book,{book,n!case}}>, Input: []
1 2 1 1 1 7 1 ism SO: {book,<{the,d},{book,{book,n!case}}>}, Input: []
1 2 1 1 1 7 2 ism SO: {{book,n!case},<{the,d},{book,{book,n!case}}>}, Input: []
1 2 1 1 1 7 3 ism SO: {book,<{the,d},{book,{book,n!case}}>}, Input: []
1 2 1 1 1 7 4 ism SO: {n!case,<{the,d},{book,{book,n!case}}>}, Input: []
1 2 1 1 1 7 5 ipm SO: <<{the,d},{book,{book,n!case}}>,book>, Input: []
1 2 1 1 1 7 6 ipm SO: <<{the,d},{book,{book,n!case}}>,{book,n!case}>, Input: []
1 2 1 1 1 7 7 ipm SO: <<{the,d},{book,{book,n!case}}>,book>, Input: []
1 2 1 1 1 7 8 ipm SO: <<{the,d},{book,{book,n!case}}>,n!case>, Input: []
1 2 1 1 1 8 ipm SO: <{book,{book,n!case}},book>, Input: [{the,d}]
1 2 1 1 1 8 1 esm SO: {<{book,{book,n!case}},book>,{the,d}}, Input: []
1 2 1 1 1 8 2 epm SO: <<{book,{book,n!case}},book>,{the,d}>, Input: []
1 2 1 1 1 8 3 epm SO: <{the,d},<{book,{book,n!case}},book>>, Input: []
1 2 1 1 1 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [{the,d}]
1 2 1 1 1 9 1 esm SO: {<{book,{book,n!case}},{book,n!case}>,{the,d}}, Input: []
1 2 1 1 1 9 2 ism SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 2 1 1 1 9 3 ism SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 2 1 1 1 9 4 epm SO: <<{book,{book,n!case}},{book,n!case}>,{the,d}>, Input: []
1 2 1 1 1 9 5 epm SO: <{the,d},<{book,{book,n!case}},{book,n!case}>>, Input: []
1 2 1 1 1 9 6 ipm SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [{the,d}]
1 2 1 1 1 9 7 ipm SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [{the,d}]
1 2 1 1 1 10ipm SO: <{book,{book,n!case}},book>, Input: [{the,d}]
1 2 1 1 1 101 esm SO: {<{book,{book,n!case}},book>,{the,d}}, Input: []
1 2 1 1 1 102 epm SO: <<{book,{book,n!case}},book>,{the,d}>, Input: []
1 2 1 1 1 103 epm SO: <{the,d},<{book,{book,n!case}},book>>, Input: []
1 2 1 1 1 11ipm SO: <{book,{book,n!case}},n!case>, Input: [{the,d}]
1 2 1 1 1 111 esm SO: {<{book,{book,n!case}},n!case>,{the,d}}, Input: []
1 2 1 1 1 112 epm SO: <<{book,{book,n!case}},n!case>,{the,d}>, Input: []
1 2 1 1 1 113 epm SO: <{the,d},<{book,{book,n!case}},n!case>>, Input: []
1 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 1 1 2 1 uws SO: {book,{book,n!case}}, Input: [{the,{the,d}}]
1 2 1 1 2 1 1 esm SO: {{book,{book,n!case}},{the,{the,d}}}, Input: []
1 2 1 1 2 1 2 ism SO: {book,{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 2 1 1 2 1 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 2 1 1 2 1 4 ism SO: {book,{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 2 1 1 2 1 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 2 1 1 2 1 6 epm SO: <{book,{book,n!case}},{the,{the,d}}>, Input: []
1 2 1 1 2 1 7 epm SO: <{the,{the,d}},{book,{book,n!case}}>, Input: []
1 2 1 1 2 1 8 ipm SO: <{book,{book,n!case}},book>, Input: [{the,{the,d}}]
1 2 1 1 2 1 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [{the,{the,d}}]
1 2 1 1 2 1 10ipm SO: <{book,{book,n!case}},book>, Input: [{the,{the,d}}]
1 2 1 1 2 1 11ipm SO: <{book,{book,n!case}},n!case>, Input: [{the,{the,d}}]
1 2 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 2 1 1 2 2 1 uws SO: {book,{book,n!case}}, Input: [{the,{the,{the,d}}}]
1 2 1 1 2 2 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 2 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 2 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 2 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 2 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 2 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 2 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 2 1 1 2 2 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
1 2 1 1 2 2 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 2 1 1 2 2 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
1 2 1 1 2 2 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 2 1 1 2 2 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
1 2 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 2 1 1 2 3 1 uws SO: {book,{book,n!case}}, Input: [{{the,d},{the,{the,d}}}]
1 2 1 1 2 3 2 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
1 2 1 1 2 3 3 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 2 1 1 2 3 4 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
1 2 1 1 2 3 5 ism SO: {{the,{the,d}},{{the,d},{the,{the,d}}}}, Input: []
1 2 1 1 2 3 6 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 2 1 1 2 3 7 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
1 2 1 1 2 3 8 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 2 1 1 2 3 9 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
1 2 1 1 2 3 10ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
1 2 1 1 2 3 11ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 2 1 1 2 3 12ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
1 2 1 1 2 3 13ipm SO: <{{the,d},{the,{the,d}}},{the,{the,d}}>, Input: []
1 2 1 1 2 3 14ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 2 1 1 2 3 15ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
1 2 1 1 2 3 16ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 2 1 1 2 3 17ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
1 2 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 2 1 1 2 4 1 uws SO: {book,{book,n!case}}, Input: [{the,{the,{the,d}}}]
1 2 1 1 2 4 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 4 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 4 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 4 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 4 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 4 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
1 2 1 1 2 4 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 2 1 1 2 4 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
1 2 1 1 2 4 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 2 1 1 2 4 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
1 2 1 1 2 4 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 2 1 1 2 4 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
1 2 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 2 1 1 2 5 1 uws SO: {book,{book,n!case}}, Input: [{d,{the,{the,d}}}]
1 2 1 1 2 5 2 ism SO: {d,{d,{the,{the,d}}}}, Input: []
1 2 1 1 2 5 3 ism SO: {{the,{the,d}},{d,{the,{the,d}}}}, Input: []
1 2 1 1 2 5 4 ism SO: {the,{d,{the,{the,d}}}}, Input: []
1 2 1 1 2 5 5 ism SO: {{the,d},{d,{the,{the,d}}}}, Input: []
1 2 1 1 2 5 6 ism SO: {the,{d,{the,{the,d}}}}, Input: []
1 2 1 1 2 5 7 ism SO: {d,{d,{the,{the,d}}}}, Input: []
1 2 1 1 2 5 8 ipm SO: <{d,{the,{the,d}}},d>, Input: []
1 2 1 1 2 5 9 ipm SO: <{d,{the,{the,d}}},{the,{the,d}}>, Input: []
1 2 1 1 2 5 10ipm SO: <{d,{the,{the,d}}},the>, Input: []
1 2 1 1 2 5 11ipm SO: <{d,{the,{the,d}}},{the,d}>, Input: []
1 2 1 1 2 5 12ipm SO: <{d,{the,{the,d}}},the>, Input: []
1 2 1 1 2 5 13ipm SO: <{d,{the,{the,d}}},d>, Input: []
1 2 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 2 1 1 2 6 1 uws SO: {book,{book,n!case}}, Input: [<{the,{the,d}},the>]
1 2 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 2 1 1 2 7 1 uws SO: {book,{book,n!case}}, Input: [<{the,{the,d}},{the,d}>]
1 2 1 1 2 7 2 ism SO: {the,<{the,{the,d}},{the,d}>}, Input: []
1 2 1 1 2 7 3 ism SO: {d,<{the,{the,d}},{the,d}>}, Input: []
1 2 1 1 2 7 4 ipm SO: <<{the,{the,d}},{the,d}>,the>, Input: []
1 2 1 1 2 7 5 ipm SO: <<{the,{the,d}},{the,d}>,d>, Input: []
1 2 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 2 1 1 2 8 1 uws SO: {book,{book,n!case}}, Input: [<{the,{the,d}},the>]
1 2 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 2 1 1 2 9 1 uws SO: {book,{book,n!case}}, Input: [<{the,{the,d}},d>]
1 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 1 1 3 1 uws SO: {book,{book,n!case}}, Input: [{d,{the,d}}]
1 2 1 1 3 1 1 esm SO: {{book,{book,n!case}},{d,{the,d}}}, Input: []
1 2 1 1 3 1 2 ism SO: {book,{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 2 1 1 3 1 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 2 1 1 3 1 4 ism SO: {book,{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 2 1 1 3 1 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 2 1 1 3 1 6 epm SO: <{book,{book,n!case}},{d,{the,d}}>, Input: []
1 2 1 1 3 1 7 epm SO: <{d,{the,d}},{book,{book,n!case}}>, Input: []
1 2 1 1 3 1 8 ipm SO: <{book,{book,n!case}},book>, Input: [{d,{the,d}}]
1 2 1 1 3 1 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [{d,{the,d}}]
1 2 1 1 3 1 10ipm SO: <{book,{book,n!case}},book>, Input: [{d,{the,d}}]
1 2 1 1 3 1 11ipm SO: <{book,{book,n!case}},n!case>, Input: [{d,{the,d}}]
1 2 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 2 1 1 3 2 1 uws SO: {book,{book,n!case}}, Input: [{d,{d,{the,d}}}]
1 2 1 1 3 2 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 2 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 2 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 2 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 2 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 2 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 2 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 2 1 1 3 2 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
1 2 1 1 3 2 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 2 1 1 3 2 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
1 2 1 1 3 2 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
1 2 1 1 3 2 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 2 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 2 1 1 3 3 1 uws SO: {book,{book,n!case}}, Input: [{{the,d},{d,{the,d}}}]
1 2 1 1 3 3 2 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
1 2 1 1 3 3 3 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
1 2 1 1 3 3 4 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 2 1 1 3 3 5 ism SO: {{d,{the,d}},{{the,d},{d,{the,d}}}}, Input: []
1 2 1 1 3 3 6 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 2 1 1 3 3 7 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
1 2 1 1 3 3 8 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
1 2 1 1 3 3 9 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 2 1 1 3 3 10ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
1 2 1 1 3 3 11ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
1 2 1 1 3 3 12ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 2 1 1 3 3 13ipm SO: <{{the,d},{d,{the,d}}},{d,{the,d}}>, Input: []
1 2 1 1 3 3 14ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 2 1 1 3 3 15ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
1 2 1 1 3 3 16ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
1 2 1 1 3 3 17ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 2 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 2 1 1 3 4 1 uws SO: {book,{book,n!case}}, Input: [{the,{d,{the,d}}}]
1 2 1 1 3 4 2 ism SO: {the,{the,{d,{the,d}}}}, Input: []
1 2 1 1 3 4 3 ism SO: {{d,{the,d}},{the,{d,{the,d}}}}, Input: []
1 2 1 1 3 4 4 ism SO: {d,{the,{d,{the,d}}}}, Input: []
1 2 1 1 3 4 5 ism SO: {{the,d},{the,{d,{the,d}}}}, Input: []
1 2 1 1 3 4 6 ism SO: {the,{the,{d,{the,d}}}}, Input: []
1 2 1 1 3 4 7 ism SO: {d,{the,{d,{the,d}}}}, Input: []
1 2 1 1 3 4 8 ipm SO: <{the,{d,{the,d}}},the>, Input: []
1 2 1 1 3 4 9 ipm SO: <{the,{d,{the,d}}},{d,{the,d}}>, Input: []
1 2 1 1 3 4 10ipm SO: <{the,{d,{the,d}}},d>, Input: []
1 2 1 1 3 4 11ipm SO: <{the,{d,{the,d}}},{the,d}>, Input: []
1 2 1 1 3 4 12ipm SO: <{the,{d,{the,d}}},the>, Input: []
1 2 1 1 3 4 13ipm SO: <{the,{d,{the,d}}},d>, Input: []
1 2 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 2 1 1 3 5 1 uws SO: {book,{book,n!case}}, Input: [{d,{d,{the,d}}}]
1 2 1 1 3 5 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 5 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 5 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 5 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 5 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 5 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 2 1 1 3 5 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 2 1 1 3 5 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
1 2 1 1 3 5 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 2 1 1 3 5 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
1 2 1 1 3 5 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
1 2 1 1 3 5 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 2 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 2 1 1 3 6 1 uws SO: {book,{book,n!case}}, Input: [<{d,{the,d}},d>]
1 2 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 2 1 1 3 7 1 uws SO: {book,{book,n!case}}, Input: [<{d,{the,d}},{the,d}>]
1 2 1 1 3 7 2 ism SO: {the,<{d,{the,d}},{the,d}>}, Input: []
1 2 1 1 3 7 3 ism SO: {d,<{d,{the,d}},{the,d}>}, Input: []
1 2 1 1 3 7 4 ipm SO: <<{d,{the,d}},{the,d}>,the>, Input: []
1 2 1 1 3 7 5 ipm SO: <<{d,{the,d}},{the,d}>,d>, Input: []
1 2 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 2 1 1 3 8 1 uws SO: {book,{book,n!case}}, Input: [<{d,{the,d}},the>]
1 2 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 2 1 1 3 9 1 uws SO: {book,{book,n!case}}, Input: [<{d,{the,d}},d>]
1 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 1 1 4 1 uws SO: {book,{book,n!case}}, Input: [<{the,d},the>]
1 2 1 1 4 1 1 esm SO: {{book,{book,n!case}},<{the,d},the>}, Input: []
1 2 1 1 4 1 2 ism SO: {book,{book,{book,n!case}}}, Input: [<{the,d},the>]
1 2 1 1 4 1 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [<{the,d},the>]
1 2 1 1 4 1 4 ism SO: {book,{book,{book,n!case}}}, Input: [<{the,d},the>]
1 2 1 1 4 1 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [<{the,d},the>]
1 2 1 1 4 1 6 epm SO: <{book,{book,n!case}},<{the,d},the>>, Input: []
1 2 1 1 4 1 7 epm SO: <<{the,d},the>,{book,{book,n!case}}>, Input: []
1 2 1 1 4 1 8 ipm SO: <{book,{book,n!case}},book>, Input: [<{the,d},the>]
1 2 1 1 4 1 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [<{the,d},the>]
1 2 1 1 4 1 10ipm SO: <{book,{book,n!case}},book>, Input: [<{the,d},the>]
1 2 1 1 4 1 11ipm SO: <{book,{book,n!case}},n!case>, Input: [<{the,d},the>]
1 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 1 1 5 1 uws SO: {book,{book,n!case}}, Input: [<{the,d},d>]
1 2 1 1 5 1 1 esm SO: {{book,{book,n!case}},<{the,d},d>}, Input: []
1 2 1 1 5 1 2 ism SO: {book,{book,{book,n!case}}}, Input: [<{the,d},d>]
1 2 1 1 5 1 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [<{the,d},d>]
1 2 1 1 5 1 4 ism SO: {book,{book,{book,n!case}}}, Input: [<{the,d},d>]
1 2 1 1 5 1 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [<{the,d},d>]
1 2 1 1 5 1 6 epm SO: <{book,{book,n!case}},<{the,d},d>>, Input: []
1 2 1 1 5 1 7 epm SO: <<{the,d},d>,{book,{book,n!case}}>, Input: []
1 2 1 1 5 1 8 ipm SO: <{book,{book,n!case}},book>, Input: [<{the,d},d>]
1 2 1 1 5 1 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [<{the,d},d>]
1 2 1 1 5 1 10ipm SO: <{book,{book,n!case}},book>, Input: [<{the,d},d>]
1 2 1 1 5 1 11ipm SO: <{book,{book,n!case}},n!case>, Input: [<{the,d},d>]
1 2 1 2 epm SO: <the,d>, Input: []
1 2 1 2 1 uws SO: {book,{book,n!case}}, Input: [<the,d>]
1 2 1 2 1 1 esm SO: {{book,{book,n!case}},<the,d>}, Input: []
1 2 1 2 1 1 1 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<the,d>}}, Input: []
1 2 1 2 1 1 2 ism SO: {book,{{book,{book,n!case}},<the,d>}}, Input: []
1 2 1 2 1 1 3 ism SO: {{book,n!case},{{book,{book,n!case}},<the,d>}}, Input: []
1 2 1 2 1 1 4 ism SO: {book,{{book,{book,n!case}},<the,d>}}, Input: []
1 2 1 2 1 1 5 ism SO: {n!case,{{book,{book,n!case}},<the,d>}}, Input: []
1 2 1 2 1 1 6 ism SO: {<the,d>,{{book,{book,n!case}},<the,d>}}, Input: []
1 2 1 2 1 1 7 ipm SO: <{{book,{book,n!case}},<the,d>},{book,{book,n!case}}>, Input: []
1 2 1 2 1 1 8 ipm SO: <{{book,{book,n!case}},<the,d>},book>, Input: []
1 2 1 2 1 1 9 ipm SO: <{{book,{book,n!case}},<the,d>},{book,n!case}>, Input: []
1 2 1 2 1 1 10ipm SO: <{{book,{book,n!case}},<the,d>},book>, Input: []
1 2 1 2 1 1 11ipm SO: <{{book,{book,n!case}},<the,d>},n!case>, Input: []
1 2 1 2 1 1 12ipm SO: <{{book,{book,n!case}},<the,d>},<the,d>>, Input: []
1 2 1 2 1 2 ism SO: {book,{book,{book,n!case}}}, Input: [<the,d>]
1 2 1 2 1 2 1 esm SO: {{book,{book,{book,n!case}}},<the,d>}, Input: []
1 2 1 2 1 2 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 2 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 2 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 2 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 2 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 2 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 2 8 epm SO: <{book,{book,{book,n!case}}},<the,d>>, Input: []
1 2 1 2 1 2 9 epm SO: <<the,d>,{book,{book,{book,n!case}}}>, Input: []
1 2 1 2 1 2 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 1 2 1 2 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 1 2 1 2 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 1 2 1 2 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 1 2 1 2 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 1 2 1 2 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 1 2 1 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [<the,d>]
1 2 1 2 1 3 1 esm SO: {{{book,n!case},{book,{book,n!case}}},<the,d>}, Input: []
1 2 1 2 1 3 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 3 3 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 3 4 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 3 5 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 3 6 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 3 7 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 3 8 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 3 9 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 3 10epm SO: <{{book,n!case},{book,{book,n!case}}},<the,d>>, Input: []
1 2 1 2 1 3 11epm SO: <<the,d>,{{book,n!case},{book,{book,n!case}}}>, Input: []
1 2 1 2 1 3 12ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 1 2 1 3 13ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 1 2 1 3 14ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 1 2 1 3 15ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 1 2 1 3 16ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 1 2 1 3 17ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 1 2 1 3 18ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 1 2 1 3 19ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 1 2 1 4 ism SO: {book,{book,{book,n!case}}}, Input: [<the,d>]
1 2 1 2 1 4 1 esm SO: {{book,{book,{book,n!case}}},<the,d>}, Input: []
1 2 1 2 1 4 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 4 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 4 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 4 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 4 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 4 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 4 8 epm SO: <{book,{book,{book,n!case}}},<the,d>>, Input: []
1 2 1 2 1 4 9 epm SO: <<the,d>,{book,{book,{book,n!case}}}>, Input: []
1 2 1 2 1 4 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 1 2 1 4 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 1 2 1 4 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 1 2 1 4 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 1 2 1 4 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 1 2 1 4 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 1 2 1 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [<the,d>]
1 2 1 2 1 5 1 esm SO: {{n!case,{book,{book,n!case}}},<the,d>}, Input: []
1 2 1 2 1 5 2 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 5 3 ism SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 5 4 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 5 5 ism SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 5 6 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 5 7 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 1 2 1 5 8 epm SO: <{n!case,{book,{book,n!case}}},<the,d>>, Input: []
1 2 1 2 1 5 9 epm SO: <<the,d>,{n!case,{book,{book,n!case}}}>, Input: []
1 2 1 2 1 5 10ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 1 2 1 5 11ipm SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 1 2 1 5 12ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 1 2 1 5 13ipm SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 1 2 1 5 14ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 1 2 1 5 15ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 1 2 1 6 epm SO: <{book,{book,n!case}},<the,d>>, Input: []
1 2 1 2 1 7 epm SO: <<the,d>,{book,{book,n!case}}>, Input: []
1 2 1 2 1 7 1 ism SO: {book,<<the,d>,{book,{book,n!case}}>}, Input: []
1 2 1 2 1 7 2 ism SO: {{book,n!case},<<the,d>,{book,{book,n!case}}>}, Input: []
1 2 1 2 1 7 3 ism SO: {book,<<the,d>,{book,{book,n!case}}>}, Input: []
1 2 1 2 1 7 4 ism SO: {n!case,<<the,d>,{book,{book,n!case}}>}, Input: []
1 2 1 2 1 7 5 ipm SO: <<<the,d>,{book,{book,n!case}}>,book>, Input: []
1 2 1 2 1 7 6 ipm SO: <<<the,d>,{book,{book,n!case}}>,{book,n!case}>, Input: []
1 2 1 2 1 7 7 ipm SO: <<<the,d>,{book,{book,n!case}}>,book>, Input: []
1 2 1 2 1 7 8 ipm SO: <<<the,d>,{book,{book,n!case}}>,n!case>, Input: []
1 2 1 2 1 8 ipm SO: <{book,{book,n!case}},book>, Input: [<the,d>]
1 2 1 2 1 8 1 esm SO: {<{book,{book,n!case}},book>,<the,d>}, Input: []
1 2 1 2 1 8 2 epm SO: <<{book,{book,n!case}},book>,<the,d>>, Input: []
1 2 1 2 1 8 3 epm SO: <<the,d>,<{book,{book,n!case}},book>>, Input: []
1 2 1 2 1 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [<the,d>]
1 2 1 2 1 9 1 esm SO: {<{book,{book,n!case}},{book,n!case}>,<the,d>}, Input: []
1 2 1 2 1 9 2 ism SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 2 1 2 1 9 3 ism SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 2 1 2 1 9 4 epm SO: <<{book,{book,n!case}},{book,n!case}>,<the,d>>, Input: []
1 2 1 2 1 9 5 epm SO: <<the,d>,<{book,{book,n!case}},{book,n!case}>>, Input: []
1 2 1 2 1 9 6 ipm SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [<the,d>]
1 2 1 2 1 9 7 ipm SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [<the,d>]
1 2 1 2 1 10ipm SO: <{book,{book,n!case}},book>, Input: [<the,d>]
1 2 1 2 1 101 esm SO: {<{book,{book,n!case}},book>,<the,d>}, Input: []
1 2 1 2 1 102 epm SO: <<{book,{book,n!case}},book>,<the,d>>, Input: []
1 2 1 2 1 103 epm SO: <<the,d>,<{book,{book,n!case}},book>>, Input: []
1 2 1 2 1 11ipm SO: <{book,{book,n!case}},n!case>, Input: [<the,d>]
1 2 1 2 1 111 esm SO: {<{book,{book,n!case}},n!case>,<the,d>}, Input: []
1 2 1 2 1 112 epm SO: <<{book,{book,n!case}},n!case>,<the,d>>, Input: []
1 2 1 2 1 113 epm SO: <<the,d>,<{book,{book,n!case}},n!case>>, Input: []
1 2 1 3 epm SO: <d,the>, Input: []
1 2 1 3 1 uws SO: {book,{book,n!case}}, Input: [<d,the>]
1 2 1 3 1 1 esm SO: {{book,{book,n!case}},<d,the>}, Input: []
1 2 1 3 1 1 1 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<d,the>}}, Input: []
1 2 1 3 1 1 2 ism SO: {book,{{book,{book,n!case}},<d,the>}}, Input: []
1 2 1 3 1 1 3 ism SO: {{book,n!case},{{book,{book,n!case}},<d,the>}}, Input: []
1 2 1 3 1 1 4 ism SO: {book,{{book,{book,n!case}},<d,the>}}, Input: []
1 2 1 3 1 1 5 ism SO: {n!case,{{book,{book,n!case}},<d,the>}}, Input: []
1 2 1 3 1 1 6 ism SO: {<d,the>,{{book,{book,n!case}},<d,the>}}, Input: []
1 2 1 3 1 1 7 ipm SO: <{{book,{book,n!case}},<d,the>},{book,{book,n!case}}>, Input: []
1 2 1 3 1 1 8 ipm SO: <{{book,{book,n!case}},<d,the>},book>, Input: []
1 2 1 3 1 1 9 ipm SO: <{{book,{book,n!case}},<d,the>},{book,n!case}>, Input: []
1 2 1 3 1 1 10ipm SO: <{{book,{book,n!case}},<d,the>},book>, Input: []
1 2 1 3 1 1 11ipm SO: <{{book,{book,n!case}},<d,the>},n!case>, Input: []
1 2 1 3 1 1 12ipm SO: <{{book,{book,n!case}},<d,the>},<d,the>>, Input: []
1 2 1 3 1 2 ism SO: {book,{book,{book,n!case}}}, Input: [<d,the>]
1 2 1 3 1 2 1 esm SO: {{book,{book,{book,n!case}}},<d,the>}, Input: []
1 2 1 3 1 2 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 2 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 2 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 2 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 2 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 2 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 2 8 epm SO: <{book,{book,{book,n!case}}},<d,the>>, Input: []
1 2 1 3 1 2 9 epm SO: <<d,the>,{book,{book,{book,n!case}}}>, Input: []
1 2 1 3 1 2 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 1 3 1 2 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 1 3 1 2 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 1 3 1 2 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 1 3 1 2 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 1 3 1 2 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 1 3 1 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [<d,the>]
1 2 1 3 1 3 1 esm SO: {{{book,n!case},{book,{book,n!case}}},<d,the>}, Input: []
1 2 1 3 1 3 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 3 3 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 3 4 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 3 5 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 3 6 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 3 7 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 3 8 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 3 9 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 3 10epm SO: <{{book,n!case},{book,{book,n!case}}},<d,the>>, Input: []
1 2 1 3 1 3 11epm SO: <<d,the>,{{book,n!case},{book,{book,n!case}}}>, Input: []
1 2 1 3 1 3 12ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 1 3 1 3 13ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 1 3 1 3 14ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 1 3 1 3 15ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 1 3 1 3 16ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 1 3 1 3 17ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 1 3 1 3 18ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 1 3 1 3 19ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 1 3 1 4 ism SO: {book,{book,{book,n!case}}}, Input: [<d,the>]
1 2 1 3 1 4 1 esm SO: {{book,{book,{book,n!case}}},<d,the>}, Input: []
1 2 1 3 1 4 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 4 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 4 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 4 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 4 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 4 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 4 8 epm SO: <{book,{book,{book,n!case}}},<d,the>>, Input: []
1 2 1 3 1 4 9 epm SO: <<d,the>,{book,{book,{book,n!case}}}>, Input: []
1 2 1 3 1 4 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 1 3 1 4 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 1 3 1 4 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 1 3 1 4 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 1 3 1 4 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 1 3 1 4 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 1 3 1 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [<d,the>]
1 2 1 3 1 5 1 esm SO: {{n!case,{book,{book,n!case}}},<d,the>}, Input: []
1 2 1 3 1 5 2 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 5 3 ism SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 5 4 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 5 5 ism SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 5 6 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 5 7 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 1 3 1 5 8 epm SO: <{n!case,{book,{book,n!case}}},<d,the>>, Input: []
1 2 1 3 1 5 9 epm SO: <<d,the>,{n!case,{book,{book,n!case}}}>, Input: []
1 2 1 3 1 5 10ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 1 3 1 5 11ipm SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 1 3 1 5 12ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 1 3 1 5 13ipm SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 1 3 1 5 14ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 1 3 1 5 15ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 1 3 1 6 epm SO: <{book,{book,n!case}},<d,the>>, Input: []
1 2 1 3 1 7 epm SO: <<d,the>,{book,{book,n!case}}>, Input: []
1 2 1 3 1 7 1 ism SO: {book,<<d,the>,{book,{book,n!case}}>}, Input: []
1 2 1 3 1 7 2 ism SO: {{book,n!case},<<d,the>,{book,{book,n!case}}>}, Input: []
1 2 1 3 1 7 3 ism SO: {book,<<d,the>,{book,{book,n!case}}>}, Input: []
1 2 1 3 1 7 4 ism SO: {n!case,<<d,the>,{book,{book,n!case}}>}, Input: []
1 2 1 3 1 7 5 ipm SO: <<<d,the>,{book,{book,n!case}}>,book>, Input: []
1 2 1 3 1 7 6 ipm SO: <<<d,the>,{book,{book,n!case}}>,{book,n!case}>, Input: []
1 2 1 3 1 7 7 ipm SO: <<<d,the>,{book,{book,n!case}}>,book>, Input: []
1 2 1 3 1 7 8 ipm SO: <<<d,the>,{book,{book,n!case}}>,n!case>, Input: []
1 2 1 3 1 8 ipm SO: <{book,{book,n!case}},book>, Input: [<d,the>]
1 2 1 3 1 8 1 esm SO: {<{book,{book,n!case}},book>,<d,the>}, Input: []
1 2 1 3 1 8 2 epm SO: <<{book,{book,n!case}},book>,<d,the>>, Input: []
1 2 1 3 1 8 3 epm SO: <<d,the>,<{book,{book,n!case}},book>>, Input: []
1 2 1 3 1 9 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [<d,the>]
1 2 1 3 1 9 1 esm SO: {<{book,{book,n!case}},{book,n!case}>,<d,the>}, Input: []
1 2 1 3 1 9 2 ism SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 2 1 3 1 9 3 ism SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 2 1 3 1 9 4 epm SO: <<{book,{book,n!case}},{book,n!case}>,<d,the>>, Input: []
1 2 1 3 1 9 5 epm SO: <<d,the>,<{book,{book,n!case}},{book,n!case}>>, Input: []
1 2 1 3 1 9 6 ipm SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [<d,the>]
1 2 1 3 1 9 7 ipm SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [<d,the>]
1 2 1 3 1 10ipm SO: <{book,{book,n!case}},book>, Input: [<d,the>]
1 2 1 3 1 101 esm SO: {<{book,{book,n!case}},book>,<d,the>}, Input: []
1 2 1 3 1 102 epm SO: <<{book,{book,n!case}},book>,<d,the>>, Input: []
1 2 1 3 1 103 epm SO: <<d,the>,<{book,{book,n!case}},book>>, Input: []
1 2 1 3 1 11ipm SO: <{book,{book,n!case}},n!case>, Input: [<d,the>]
1 2 1 3 1 111 esm SO: {<{book,{book,n!case}},n!case>,<d,the>}, Input: []
1 2 1 3 1 112 epm SO: <<{book,{book,n!case}},n!case>,<d,the>>, Input: []
1 2 1 3 1 113 epm SO: <<d,the>,<{book,{book,n!case}},n!case>>, Input: []
1 2 2 ism SO: {book,{book,{book,n!case}}}, Input: [[the,d]]
1 2 2 1 dws SO: the, Input: [d]
1 2 2 1 1 esm SO: {the,d}, Input: []
1 2 2 1 1 1 uws SO: {book,{book,{book,n!case}}}, Input: [{the,d}]
1 2 2 1 1 1 1 esm SO: {{book,{book,{book,n!case}}},{the,d}}, Input: []
1 2 2 1 1 1 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 1 1 1 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 1 1 1 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 1 1 1 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 1 1 1 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 1 1 1 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 1 1 1 8 epm SO: <{book,{book,{book,n!case}}},{the,d}>, Input: []
1 2 2 1 1 1 9 epm SO: <{the,d},{book,{book,{book,n!case}}}>, Input: []
1 2 2 1 1 1 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 2 1 1 1 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 2 1 1 1 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 2 1 1 1 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 2 1 1 1 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 2 1 1 1 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 1 1 2 1 uws SO: {book,{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 2 2 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 2 2 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 2 2 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 2 2 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 2 2 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 2 2 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 2 2 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 2 2 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 2 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 1 1 3 1 uws SO: {book,{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 2 2 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 2 2 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 2 2 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 2 2 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 2 2 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 2 2 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 2 2 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 2 2 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 2 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 1 1 4 1 uws SO: {book,{book,{book,n!case}}}, Input: [<{the,d},the>]
1 2 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 1 1 5 1 uws SO: {book,{book,{book,n!case}}}, Input: [<{the,d},d>]
1 2 2 1 2 epm SO: <the,d>, Input: []
1 2 2 1 2 1 uws SO: {book,{book,{book,n!case}}}, Input: [<the,d>]
1 2 2 1 2 1 1 esm SO: {{book,{book,{book,n!case}}},<the,d>}, Input: []
1 2 2 1 2 1 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 1 2 1 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 1 2 1 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 1 2 1 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 1 2 1 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 1 2 1 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 1 2 1 8 epm SO: <{book,{book,{book,n!case}}},<the,d>>, Input: []
1 2 2 1 2 1 9 epm SO: <<the,d>,{book,{book,{book,n!case}}}>, Input: []
1 2 2 1 2 1 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 2 1 2 1 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 2 1 2 1 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 2 1 2 1 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 2 1 2 1 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 2 1 2 1 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 2 1 3 epm SO: <d,the>, Input: []
1 2 2 1 3 1 uws SO: {book,{book,{book,n!case}}}, Input: [<d,the>]
1 2 2 1 3 1 1 esm SO: {{book,{book,{book,n!case}}},<d,the>}, Input: []
1 2 2 1 3 1 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 1 3 1 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 1 3 1 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 1 3 1 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 1 3 1 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 1 3 1 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 1 3 1 8 epm SO: <{book,{book,{book,n!case}}},<d,the>>, Input: []
1 2 2 1 3 1 9 epm SO: <<d,the>,{book,{book,{book,n!case}}}>, Input: []
1 2 2 1 3 1 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 2 1 3 1 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 2 1 3 1 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 2 1 3 1 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 2 1 3 1 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 2 1 3 1 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 2 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 2 2 1 dws SO: the, Input: [d]
1 2 2 2 1 1 esm SO: {the,d}, Input: []
1 2 2 2 1 1 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 2 1 2 epm SO: <the,d>, Input: []
1 2 2 2 1 2 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 2 1 3 epm SO: <d,the>, Input: []
1 2 2 2 1 3 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 2 2 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 2 2 1 dws SO: the, Input: [d]
1 2 2 2 2 1 1 esm SO: {the,d}, Input: []
1 2 2 2 2 1 2 epm SO: <the,d>, Input: []
1 2 2 2 2 1 3 epm SO: <d,the>, Input: []
1 2 2 2 2 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 1 dws SO: the, Input: [d]
1 2 2 2 2 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 2 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 1 dws SO: the, Input: [d]
1 2 2 2 2 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 2 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 1 dws SO: the, Input: [d]
1 2 2 2 2 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 2 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 1 dws SO: the, Input: [d]
1 2 2 2 2 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 2 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 1 dws SO: the, Input: [d]
1 2 2 2 2 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 2 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 1 dws SO: the, Input: [d]
1 2 2 2 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 2 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 1 dws SO: the, Input: [d]
1 2 2 2 2 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 2 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 1 dws SO: the, Input: [d]
1 2 2 2 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 2 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 2 101 dws SO: the, Input: [d]
1 2 2 2 2 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 2 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 2 111 dws SO: the, Input: [d]
1 2 2 2 2 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 2 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 2 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 2 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 2 121 dws SO: the, Input: [d]
1 2 2 2 2 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 2 131 dws SO: the, Input: [d]
1 2 2 2 2 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 2 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 2 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 2 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 2 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 2 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 2 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 2 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 2 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 2 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 2 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 2 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 2 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 2 2 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 2 141 dws SO: the, Input: [d]
1 2 2 2 2 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 2 151 dws SO: the, Input: [d]
1 2 2 2 2 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 2 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 2 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 2 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 2 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 2 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 2 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 2 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 2 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 2 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 2 2 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 2 161 dws SO: the, Input: [d]
1 2 2 2 2 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 2 171 dws SO: the, Input: [d]
1 2 2 2 2 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 2 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 2 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 2 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 2 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 2 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 2 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 2 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 2 181 dws SO: the, Input: [d]
1 2 2 2 2 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 2 191 dws SO: the, Input: [d]
1 2 2 2 2 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 2 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 2 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 2 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 2 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 2 201 dws SO: the, Input: [d]
1 2 2 2 2 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 2 211 dws SO: the, Input: [d]
1 2 2 2 3 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 2 3 1 dws SO: the, Input: [d]
1 2 2 2 3 1 1 esm SO: {the,d}, Input: []
1 2 2 2 3 1 2 epm SO: <the,d>, Input: []
1 2 2 2 3 1 3 epm SO: <d,the>, Input: []
1 2 2 2 3 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 1 dws SO: the, Input: [d]
1 2 2 2 3 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 9 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 21ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 23ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 25ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 2 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 2 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 2 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 2 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 1 dws SO: the, Input: [d]
1 2 2 2 3 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 3 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 3 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 3 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 3 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 1 dws SO: the, Input: [d]
1 2 2 2 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 7 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 16ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 18ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 20ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 4 24ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 4 25ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 4 26ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 4 27ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 1 dws SO: the, Input: [d]
1 2 2 2 3 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 5 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 5 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 5 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 5 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 1 dws SO: the, Input: [d]
1 2 2 2 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 5 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 14ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 16ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 18ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 21ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 6 22ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 6 23ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 6 24ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 6 25ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 1 dws SO: the, Input: [d]
1 2 2 2 3 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 7 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 7 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 7 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 7 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 1 dws SO: the, Input: [d]
1 2 2 2 3 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 11ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 12ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 14ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 16ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 17ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 19ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 8 20ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 8 21ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 8 22ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 8 23ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 1 dws SO: the, Input: [d]
1 2 2 2 3 9 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 11ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 12ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 14ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 16ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 17ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 18ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 19ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 21ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 23ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 25ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 26ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 27ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 9 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 9 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 9 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 9 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 9 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 9 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 9 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 9 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 9 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 9 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 9 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 9 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 9 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 9 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 9 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 9 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 9 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 9 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 9 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 9 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 9 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 9 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 9 50ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 9 51ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 9 52ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 9 53ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 101 dws SO: the, Input: [d]
1 2 2 2 3 102 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 103 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 104 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 105 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 106 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 107 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 108 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 109 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1010ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1011ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1012ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1013ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1014ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1015ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1016ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1017ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1018ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1019ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1020ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1021ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 1022ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1023ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1024ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1025ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1026ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1027ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1028ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1029ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 1030ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1031ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1032ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1033ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1034ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1035ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1036ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1037ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 111 dws SO: the, Input: [d]
1 2 2 2 3 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 119 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1110ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1112ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1113ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1114ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1115ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1116ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1117ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1118ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 121 dws SO: the, Input: [d]
1 2 2 2 3 122 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 123 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 124 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 125 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 126 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 127 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 128 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 129 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1210ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1211ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1212ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1214ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1215ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1216ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1217ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1218ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1219ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1220ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1221ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 1222ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1223ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1224ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1225ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1226ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1227ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1228ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1229ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 1230ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1231ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1232ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1233ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1234ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1235ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1236ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1237ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 13ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 131 dws SO: the, Input: [d]
1 2 2 2 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 137 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 138 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1313ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1314ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1315ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1316ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1318ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1324ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1325ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1326ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1327ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1328ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1329ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 1330ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1331ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1332ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1333ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1334ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1335ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1336ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1337ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 1338ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1339ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1340ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1341ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1342ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1343ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1344ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1345ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 141 dws SO: the, Input: [d]
1 2 2 2 3 142 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 143 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 144 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 145 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 146 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 147 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 148 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 149 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1410ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1411ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1412ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1414ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1416ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1417ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1418ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1419ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1420ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1421ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 1422ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1423ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1424ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1425ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1426ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1427ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1428ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1429ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 1430ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1431ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1432ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1433ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1434ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1435ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1436ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1437ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 15ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 151 dws SO: the, Input: [d]
1 2 2 2 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 153 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 154 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 155 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 156 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 157 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 159 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1511ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1512ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1513ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1514ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1516ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1518ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1520ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1521ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1522ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1523ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1524ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1525ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 1526ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1527ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1528ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1529ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1530ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1531ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1532ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1533ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 1534ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1535ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1536ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1537ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1538ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1539ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1540ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1541ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 161 dws SO: the, Input: [d]
1 2 2 2 3 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 163 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1611ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1612ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1614ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1616ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1617ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1619ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1620ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1621ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 1622ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1623ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 17ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 3 171 dws SO: the, Input: [d]
1 2 2 2 3 172 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 173 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 174 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 175 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 176 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 177 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 178 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 179 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1710ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1711ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1712ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1714ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1716ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1717ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1718ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1719ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 3 1720ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1721ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 3 1722ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1723ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1724ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1725ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1726ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1727ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1728ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 1729ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 1730ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1731ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 1732ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1733ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1734ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1735ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1736ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 3 1737ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 18ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 181 dws SO: the, Input: [d]
1 2 2 2 3 182 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 183 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 184 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 185 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 186 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 187 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 188 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 3 189 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 1810ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 3 1811ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 1812ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 3 1813ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 2 3 19ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 3 191 dws SO: the, Input: [d]
1 2 2 2 3 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 201 dws SO: the, Input: [d]
1 2 2 2 3 202 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 3 203 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 3 204 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 3 205 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 3 206 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 3 207 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 208 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 3 209 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 3 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 3 211 dws SO: the, Input: [d]
1 2 2 2 3 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 221 dws SO: the, Input: [d]
1 2 2 2 3 222 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 3 223 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 3 224 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 3 225 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 3 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 3 231 dws SO: the, Input: [d]
1 2 2 2 3 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 241 dws SO: the, Input: [d]
1 2 2 2 3 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 3 251 dws SO: the, Input: [d]
1 2 2 2 3 252 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 3 253 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 3 254 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 3 255 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 3 256 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 3 257 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 3 258 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 3 259 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 3 2510ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 3 2511ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 2512ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 3 2513ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 2514ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 3 2515ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 2516ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 3 2517ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 2 3 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 3 261 dws SO: the, Input: [d]
1 2 2 2 3 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 3 271 dws SO: the, Input: [d]
1 2 2 2 3 272 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 273 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 274 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 275 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 276 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 277 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 3 278 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 3 279 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 2710ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 3 2711ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 2712ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 3 2713ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 2 3 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 3 281 dws SO: the, Input: [d]
1 2 2 2 3 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 3 291 dws SO: the, Input: [d]
1 2 2 2 3 292 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 3 293 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 3 294 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 3 295 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 3 296 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 3 297 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 298 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 3 299 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 3 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 3 301 dws SO: the, Input: [d]
1 2 2 2 3 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 3 311 dws SO: the, Input: [d]
1 2 2 2 3 312 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 3 313 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 3 314 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 3 315 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 3 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 3 321 dws SO: the, Input: [d]
1 2 2 2 3 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 3 331 dws SO: the, Input: [d]
1 2 2 2 4 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 2 4 1 dws SO: the, Input: [d]
1 2 2 2 4 1 1 esm SO: {the,d}, Input: []
1 2 2 2 4 1 2 epm SO: <the,d>, Input: []
1 2 2 2 4 1 3 epm SO: <d,the>, Input: []
1 2 2 2 4 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 1 dws SO: the, Input: [d]
1 2 2 2 4 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 4 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 1 dws SO: the, Input: [d]
1 2 2 2 4 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 4 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 1 dws SO: the, Input: [d]
1 2 2 2 4 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 4 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 1 dws SO: the, Input: [d]
1 2 2 2 4 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 4 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 1 dws SO: the, Input: [d]
1 2 2 2 4 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 4 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 1 dws SO: the, Input: [d]
1 2 2 2 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 4 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 1 dws SO: the, Input: [d]
1 2 2 2 4 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 4 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 1 dws SO: the, Input: [d]
1 2 2 2 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 4 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 4 101 dws SO: the, Input: [d]
1 2 2 2 4 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 4 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 4 111 dws SO: the, Input: [d]
1 2 2 2 4 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 4 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 4 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 4 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 4 121 dws SO: the, Input: [d]
1 2 2 2 4 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 4 131 dws SO: the, Input: [d]
1 2 2 2 4 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 4 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 4 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 4 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 4 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 4 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 4 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 4 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 4 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 4 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 4 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 4 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 4 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 2 4 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 4 141 dws SO: the, Input: [d]
1 2 2 2 4 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 4 151 dws SO: the, Input: [d]
1 2 2 2 4 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 4 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 4 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 4 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 4 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 4 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 4 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 4 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 4 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 4 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 2 4 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 4 161 dws SO: the, Input: [d]
1 2 2 2 4 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 4 171 dws SO: the, Input: [d]
1 2 2 2 4 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 4 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 4 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 4 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 4 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 4 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 4 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 4 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 4 181 dws SO: the, Input: [d]
1 2 2 2 4 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 4 191 dws SO: the, Input: [d]
1 2 2 2 4 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 4 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 4 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 4 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 4 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 4 201 dws SO: the, Input: [d]
1 2 2 2 4 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 4 211 dws SO: the, Input: [d]
1 2 2 2 5 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 2 5 1 dws SO: the, Input: [d]
1 2 2 2 5 1 1 esm SO: {the,d}, Input: []
1 2 2 2 5 1 2 epm SO: <the,d>, Input: []
1 2 2 2 5 1 3 epm SO: <d,the>, Input: []
1 2 2 2 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 1 dws SO: the, Input: [d]
1 2 2 2 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 1 dws SO: the, Input: [d]
1 2 2 2 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 3 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 3 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 3 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 3 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 3 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 3 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 1 dws SO: the, Input: [d]
1 2 2 2 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 14ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 1 dws SO: the, Input: [d]
1 2 2 2 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 5 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 5 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 5 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 5 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 5 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 5 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 1 dws SO: the, Input: [d]
1 2 2 2 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 9 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 12ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 1 dws SO: the, Input: [d]
1 2 2 2 5 7 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 11ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 12ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 14ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 16ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 21ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 23ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 25ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 7 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 7 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 7 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 7 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 7 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 7 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 7 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 7 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 7 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 7 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 7 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 7 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 7 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 7 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 7 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 7 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 7 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 7 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 7 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 7 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 7 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 7 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 7 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 7 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 1 dws SO: the, Input: [d]
1 2 2 2 5 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 8 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 8 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 8 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 8 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 8 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 8 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 9 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 1 dws SO: the, Input: [d]
1 2 2 2 5 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 10ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 101 dws SO: the, Input: [d]
1 2 2 2 5 102 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 103 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 104 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 105 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 106 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 107 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 108 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 109 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1010ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1012ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1013ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1014ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1015ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1016ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1017ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1018ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1019ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 1020ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1021ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1022ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1023ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1024ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 1025ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 1026ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1027ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 1028ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1029ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1030ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1031ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1032ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1033ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 111 dws SO: the, Input: [d]
1 2 2 2 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 117 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1113ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1114ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1116ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 121 dws SO: the, Input: [d]
1 2 2 2 5 122 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 123 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 125 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 127 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 129 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1210ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1212ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1214ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1216ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1218ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1219ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 1220ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1221ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1222ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1223ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1224ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 1225ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 1226ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1227ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 1228ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1229ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1230ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1231ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1232ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1233ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 131 dws SO: the, Input: [d]
1 2 2 2 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 135 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1311ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1312ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1314ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 141 dws SO: the, Input: [d]
1 2 2 2 5 142 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 143 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 145 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 147 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 149 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1410ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1412ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1414ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1416ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1418ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1419ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 1420ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1421ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1422ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1423ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1424ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 1425ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 1426ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1427ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 1428ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1429ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1430ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1431ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1432ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1433ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 15ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 5 151 dws SO: the, Input: [d]
1 2 2 2 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 153 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 159 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1510ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1512ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 16ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 161 dws SO: the, Input: [d]
1 2 2 2 5 162 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 5 164 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 5 165 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 5 166 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 5 167 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 168 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 5 169 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 5 17ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 5 171 dws SO: the, Input: [d]
1 2 2 2 5 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 181 dws SO: the, Input: [d]
1 2 2 2 5 182 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 5 183 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 5 184 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 5 185 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 5 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 5 191 dws SO: the, Input: [d]
1 2 2 2 5 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 201 dws SO: the, Input: [d]
1 2 2 2 5 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 5 211 dws SO: the, Input: [d]
1 2 2 2 5 212 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 5 213 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 5 214 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 5 216 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 5 218 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 5 219 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 5 2110ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 5 2111ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 2112ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 5 2113ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 2114ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 5 2115ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 2116ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 5 2117ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 2 5 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 5 221 dws SO: the, Input: [d]
1 2 2 2 5 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 5 231 dws SO: the, Input: [d]
1 2 2 2 5 232 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 5 234 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 5 236 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 5 237 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 5 238 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 5 239 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 2310ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 5 2311ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 2312ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 5 2313ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 2 5 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 5 241 dws SO: the, Input: [d]
1 2 2 2 5 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 5 251 dws SO: the, Input: [d]
1 2 2 2 5 252 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 5 254 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 5 255 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 5 256 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 5 257 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 258 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 5 259 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 5 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 5 261 dws SO: the, Input: [d]
1 2 2 2 5 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 5 271 dws SO: the, Input: [d]
1 2 2 2 5 272 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 5 273 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 5 274 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 5 275 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 5 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 5 281 dws SO: the, Input: [d]
1 2 2 2 5 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 5 291 dws SO: the, Input: [d]
1 2 2 2 6 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 2 6 1 dws SO: the, Input: [d]
1 2 2 2 6 1 1 esm SO: {the,d}, Input: []
1 2 2 2 6 1 2 epm SO: <the,d>, Input: []
1 2 2 2 6 1 3 epm SO: <d,the>, Input: []
1 2 2 2 6 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 1 dws SO: the, Input: [d]
1 2 2 2 6 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 6 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 1 dws SO: the, Input: [d]
1 2 2 2 6 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 6 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 1 dws SO: the, Input: [d]
1 2 2 2 6 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 6 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 1 dws SO: the, Input: [d]
1 2 2 2 6 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 6 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 1 dws SO: the, Input: [d]
1 2 2 2 6 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 6 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 1 dws SO: the, Input: [d]
1 2 2 2 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 6 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 1 dws SO: the, Input: [d]
1 2 2 2 6 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 6 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 1 dws SO: the, Input: [d]
1 2 2 2 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 6 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 6 101 dws SO: the, Input: [d]
1 2 2 2 6 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 6 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 6 111 dws SO: the, Input: [d]
1 2 2 2 6 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 6 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 6 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 6 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 6 121 dws SO: the, Input: [d]
1 2 2 2 6 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 6 131 dws SO: the, Input: [d]
1 2 2 2 6 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 6 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 6 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 6 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 6 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 6 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 6 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 6 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 6 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 6 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 6 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 6 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 6 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 2 6 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 6 141 dws SO: the, Input: [d]
1 2 2 2 6 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 6 151 dws SO: the, Input: [d]
1 2 2 2 6 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 6 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 6 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 6 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 6 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 6 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 6 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 6 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 6 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 6 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 2 6 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 6 161 dws SO: the, Input: [d]
1 2 2 2 6 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 6 171 dws SO: the, Input: [d]
1 2 2 2 6 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 6 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 6 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 6 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 6 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 6 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 6 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 6 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 6 181 dws SO: the, Input: [d]
1 2 2 2 6 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 6 191 dws SO: the, Input: [d]
1 2 2 2 6 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 6 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 6 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 6 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 6 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 6 201 dws SO: the, Input: [d]
1 2 2 2 6 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 6 211 dws SO: the, Input: [d]
1 2 2 2 7 ism SO: {{book,n!case},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 2 7 1 dws SO: the, Input: [d]
1 2 2 2 7 1 1 esm SO: {the,d}, Input: []
1 2 2 2 7 1 2 epm SO: <the,d>, Input: []
1 2 2 2 7 1 3 epm SO: <d,the>, Input: []
1 2 2 2 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 1 dws SO: the, Input: [d]
1 2 2 2 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 5 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 1 dws SO: the, Input: [d]
1 2 2 2 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 3 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 3 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 3 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 3 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 3 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 3 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 3 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 3 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 3 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 3 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 3 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 3 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 3 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 3 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 1 dws SO: the, Input: [d]
1 2 2 2 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 7 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 10ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 12ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 5 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 1 dws SO: the, Input: [d]
1 2 2 2 7 5 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 11ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 12ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 14ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 19ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 21ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 23ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 5 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 5 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 5 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 5 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 5 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 5 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 5 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 5 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 5 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 5 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 5 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 5 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 5 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 5 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 5 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 5 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 5 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 5 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 5 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 5 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 5 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 5 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 1 dws SO: the, Input: [d]
1 2 2 2 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 6 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 6 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 6 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 6 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 6 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 6 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 6 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 6 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 6 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 6 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 6 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 6 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 6 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 6 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 7 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 1 dws SO: the, Input: [d]
1 2 2 2 7 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 9 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 14ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 7 22ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 7 23ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 7 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 7 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 7 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 7 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 7 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 7 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 7 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 7 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 7 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 7 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 7 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 7 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 7 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 7 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 7 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 7 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 7 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 7 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 1 dws SO: the, Input: [d]
1 2 2 2 7 8 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 8 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 8 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 8 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 8 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 8 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 8 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 8 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 8 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 8 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 8 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 8 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 8 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 8 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 8 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 1 dws SO: the, Input: [d]
1 2 2 2 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 7 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 12ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 101 dws SO: the, Input: [d]
1 2 2 2 7 102 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 103 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 105 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 106 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 107 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 108 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 109 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1010ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1012ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1014ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1015ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1016ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1017ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 1018ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 1019ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1020ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 1021ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 1022ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1023ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 1024ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1025ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 1026ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1027ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 1028ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1029ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 11ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 111 dws SO: the, Input: [d]
1 2 2 2 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 115 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 119 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 121 dws SO: the, Input: [d]
1 2 2 2 7 122 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 123 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 125 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 127 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 128 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 129 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1210ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1212ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1214ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1216ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1217ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 1218ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 1219ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1220ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 1221ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 1222ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1223ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 1224ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1225ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 1226ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1227ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 1228ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1229ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 13ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 7 131 dws SO: the, Input: [d]
1 2 2 2 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 133 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 137 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1310ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1312ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 7 1316ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 1317ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 7 1318ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 1319ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1320ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 1321ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 1322ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1323ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 1324ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1325ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 1326ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1327ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 1328ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 7 1329ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 14ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 141 dws SO: the, Input: [d]
1 2 2 2 7 142 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 7 143 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 7 144 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 7 145 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 7 15ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 7 151 dws SO: the, Input: [d]
1 2 2 2 7 16ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 161 dws SO: the, Input: [d]
1 2 2 2 7 17ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 7 171 dws SO: the, Input: [d]
1 2 2 2 7 172 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 7 173 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 7 174 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 7 176 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 7 178 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 7 179 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 7 1710ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 7 1711ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 1712ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 7 1713ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 1714ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 7 1715ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 1716ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 7 1717ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 2 7 18ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 7 181 dws SO: the, Input: [d]
1 2 2 2 7 19ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 7 191 dws SO: the, Input: [d]
1 2 2 2 7 192 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 7 194 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 7 196 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 7 197 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 7 198 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 7 199 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 1910ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 7 1911ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 1912ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 7 1913ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 2 7 20ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 7 201 dws SO: the, Input: [d]
1 2 2 2 7 21ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 7 211 dws SO: the, Input: [d]
1 2 2 2 7 212 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 7 214 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 7 215 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 7 216 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 7 217 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 218 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 7 219 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 7 22ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 7 221 dws SO: the, Input: [d]
1 2 2 2 7 23ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 7 231 dws SO: the, Input: [d]
1 2 2 2 7 232 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 7 233 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 7 234 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 7 235 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 7 24ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 7 241 dws SO: the, Input: [d]
1 2 2 2 7 25ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 7 251 dws SO: the, Input: [d]
1 2 2 2 8 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 2 8 1 dws SO: the, Input: [d]
1 2 2 2 8 1 1 esm SO: {the,d}, Input: []
1 2 2 2 8 1 2 epm SO: <the,d>, Input: []
1 2 2 2 8 1 3 epm SO: <d,the>, Input: []
1 2 2 2 8 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 1 dws SO: the, Input: [d]
1 2 2 2 8 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 8 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 1 dws SO: the, Input: [d]
1 2 2 2 8 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 8 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 1 dws SO: the, Input: [d]
1 2 2 2 8 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 8 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 1 dws SO: the, Input: [d]
1 2 2 2 8 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 8 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 1 dws SO: the, Input: [d]
1 2 2 2 8 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 8 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 1 dws SO: the, Input: [d]
1 2 2 2 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 8 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 1 dws SO: the, Input: [d]
1 2 2 2 8 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 8 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 1 dws SO: the, Input: [d]
1 2 2 2 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 8 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 8 101 dws SO: the, Input: [d]
1 2 2 2 8 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 8 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 8 111 dws SO: the, Input: [d]
1 2 2 2 8 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 8 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 8 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 8 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 8 121 dws SO: the, Input: [d]
1 2 2 2 8 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 8 131 dws SO: the, Input: [d]
1 2 2 2 8 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 8 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 8 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 8 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 8 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 8 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 8 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 8 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 8 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 8 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 8 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 8 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 8 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 2 8 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 8 141 dws SO: the, Input: [d]
1 2 2 2 8 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 8 151 dws SO: the, Input: [d]
1 2 2 2 8 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 8 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 8 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 8 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 8 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 8 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 8 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 8 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 8 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 8 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 2 8 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 8 161 dws SO: the, Input: [d]
1 2 2 2 8 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 8 171 dws SO: the, Input: [d]
1 2 2 2 8 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 8 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 8 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 8 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 8 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 8 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 8 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 8 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 8 181 dws SO: the, Input: [d]
1 2 2 2 8 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 8 191 dws SO: the, Input: [d]
1 2 2 2 8 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 8 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 8 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 8 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 8 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 8 201 dws SO: the, Input: [d]
1 2 2 2 8 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 8 211 dws SO: the, Input: [d]
1 2 2 2 9 ism SO: {n!case,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 2 9 1 dws SO: the, Input: [d]
1 2 2 2 9 1 1 esm SO: {the,d}, Input: []
1 2 2 2 9 1 2 epm SO: <the,d>, Input: []
1 2 2 2 9 1 3 epm SO: <d,the>, Input: []
1 2 2 2 9 2 ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 1 dws SO: the, Input: [d]
1 2 2 2 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 10ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 12ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 2 14ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 2 15ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 9 2 16ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 2 17ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 2 18ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 2 19ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 2 20ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 2 21ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 2 22ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 2 23ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 2 24ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 2 25ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 3 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 1 dws SO: the, Input: [d]
1 2 2 2 9 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 11ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 12ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 9 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 4 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 1 dws SO: the, Input: [d]
1 2 2 2 9 4 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 4 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 4 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 9 4 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 4 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 4 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 4 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 4 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 4 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 4 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 4 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 4 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 4 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 5 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 1 dws SO: the, Input: [d]
1 2 2 2 9 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 9 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 12ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 5 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 5 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 5 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 5 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 5 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 5 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 5 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 5 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 9 5 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 5 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 5 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 5 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 5 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 5 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 5 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 5 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 5 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 5 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 6 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 1 dws SO: the, Input: [d]
1 2 2 2 9 6 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 6 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 6 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 9 6 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 6 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 6 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 6 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 6 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 6 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 6 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 6 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 6 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 6 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 7 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 1 dws SO: the, Input: [d]
1 2 2 2 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 7 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 12ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 8 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 1 dws SO: the, Input: [d]
1 2 2 2 9 8 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 8 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 8 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 9 8 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 8 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 8 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 8 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 8 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 8 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 8 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 8 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 8 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 8 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 9 ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 1 dws SO: the, Input: [d]
1 2 2 2 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 5 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 12ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 10ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 9 101 dws SO: the, Input: [d]
1 2 2 2 9 102 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 103 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 104 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 106 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 107 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 108 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 1010ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 1012ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 1013ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 1014ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 1015ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 9 1016ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 1017ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 1018ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 1019ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 1020ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 1021ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 1022ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 1023ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 1024ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 1025ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 11ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 2 9 111 dws SO: the, Input: [d]
1 2 2 2 9 112 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 113 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 114 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 116 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 118 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 1110ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 1112ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 1113ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 2 9 1114ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 1115ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 2 9 1116ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 1117ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 1118ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 1119ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 1120ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 1121ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 1122ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 1123ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 1124ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 2 9 1125ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 12ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 121 dws SO: the, Input: [d]
1 2 2 2 9 13ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 2 9 131 dws SO: the, Input: [d]
1 2 2 2 9 132 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 9 133 ism SO: {{book,{book,{book,n!case}}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 9 134 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 9 135 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 9 136 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 9 137 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 9 138 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 9 139 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 2 9 1310ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 9 1311ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 1312ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 9 1313ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 1314ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 9 1315ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 1316ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 2 9 1317ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 2 9 14ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 9 141 dws SO: the, Input: [d]
1 2 2 2 9 15ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 9 151 dws SO: the, Input: [d]
1 2 2 2 9 152 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 9 153 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 9 154 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 9 155 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 9 156 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 9 157 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 9 158 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 9 159 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 1510ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 9 1511ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 1512ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 9 1513ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 2 9 16ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 9 161 dws SO: the, Input: [d]
1 2 2 2 9 17ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 9 171 dws SO: the, Input: [d]
1 2 2 2 9 172 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 9 173 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 9 174 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 9 175 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 9 176 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 9 177 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 178 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 9 179 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 9 18ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 9 181 dws SO: the, Input: [d]
1 2 2 2 9 19ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 9 191 dws SO: the, Input: [d]
1 2 2 2 9 192 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 9 193 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 9 194 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 9 195 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 9 20ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 2 9 201 dws SO: the, Input: [d]
1 2 2 2 9 21ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 2 9 211 dws SO: the, Input: [d]
1 2 2 2 10ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 2 101 dws SO: the, Input: [d]
1 2 2 2 101 1 esm SO: {the,d}, Input: []
1 2 2 2 101 2 epm SO: <the,d>, Input: []
1 2 2 2 101 3 epm SO: <d,the>, Input: []
1 2 2 2 11ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 2 111 dws SO: the, Input: [d]
1 2 2 2 111 1 esm SO: {the,d}, Input: []
1 2 2 2 111 2 epm SO: <the,d>, Input: []
1 2 2 2 111 3 epm SO: <d,the>, Input: []
1 2 2 2 112 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 112 1 dws SO: the, Input: [d]
1 2 2 2 112 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 112 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 112 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 112 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 112 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 112 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 112 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 112 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 112 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 112 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 2 112 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 112 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 112 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 112 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 112 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 112 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 2 113 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 113 1 dws SO: the, Input: [d]
1 2 2 2 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 3 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 5 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 6 ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 7 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 8 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 10ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 12ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 13ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 113 14ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 113 15ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 113 16ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 113 17ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 113 18ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 2 113 19ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 2 113 20ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 113 21ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 113 22ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 113 23ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 113 24ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 113 25ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 2 114 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 114 1 dws SO: the, Input: [d]
1 2 2 2 114 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 114 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 114 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 114 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 114 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 114 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 114 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 114 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 114 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 114 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 2 114 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 114 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 114 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 114 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 114 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 114 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 2 115 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 115 1 dws SO: the, Input: [d]
1 2 2 2 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 115 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 115 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 115 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 115 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 115 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 115 10ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 115 11ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 115 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 115 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 115 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 2 115 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 2 115 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 115 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 115 18ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 115 19ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 115 20ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 115 21ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 2 116 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 116 1 dws SO: the, Input: [d]
1 2 2 2 116 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 116 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 116 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 116 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 116 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 116 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 116 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 116 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 116 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 116 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 2 116 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 116 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 116 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 116 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 116 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 116 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 2 117 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 2 117 1 dws SO: the, Input: [d]
1 2 2 2 117 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 117 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 117 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 117 5 ism SO: {{book,{book,n!case}},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 117 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 117 7 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 117 8 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 117 9 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 2 117 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 2 117 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 2 117 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 117 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 117 14ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 117 15ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 117 16ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 2 117 17ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 2 118 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 118 1 dws SO: the, Input: [d]
1 2 2 2 119 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 119 1 dws SO: the, Input: [d]
1 2 2 2 119 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 119 3 ism SO: {{book,n!case},<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 119 4 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 119 5 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 119 6 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 119 7 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 119 8 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 119 9 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 1110ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 11101 dws SO: the, Input: [d]
1 2 2 2 1111ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 11111 dws SO: the, Input: [d]
1 2 2 2 11112 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 2 11113 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 2 11114 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 11115 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 1112ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 2 11121 dws SO: the, Input: [d]
1 2 2 2 1113ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 2 11131 dws SO: the, Input: [d]
1 2 2 2 12ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 2 121 dws SO: the, Input: [d]
1 2 2 2 121 1 esm SO: {the,d}, Input: []
1 2 2 2 121 2 epm SO: <the,d>, Input: []
1 2 2 2 121 3 epm SO: <d,the>, Input: []
1 2 2 2 13ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 2 131 dws SO: the, Input: [d]
1 2 2 2 131 1 esm SO: {the,d}, Input: []
1 2 2 2 131 2 epm SO: <the,d>, Input: []
1 2 2 2 131 3 epm SO: <d,the>, Input: []
1 2 2 2 132 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 132 1 dws SO: the, Input: [d]
1 2 2 2 132 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 132 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 132 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 132 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 132 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 132 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 132 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 2 132 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 2 132 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 2 132 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 132 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 2 132 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 2 133 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 133 1 dws SO: the, Input: [d]
1 2 2 2 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 133 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 133 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 133 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 133 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 133 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 133 9 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 133 10ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 133 11ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 2 133 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 2 133 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 2 133 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 2 133 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 133 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 2 133 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 2 134 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 134 1 dws SO: the, Input: [d]
1 2 2 2 134 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 134 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 134 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 134 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 134 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 134 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 134 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 2 134 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 2 134 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 2 134 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 134 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 2 134 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 2 135 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 2 135 1 dws SO: the, Input: [d]
1 2 2 2 135 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 135 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 135 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 135 5 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 135 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 135 7 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 2 135 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 2 135 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 2 135 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 2 135 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 2 135 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 2 135 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 2 136 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 136 1 dws SO: the, Input: [d]
1 2 2 2 137 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 2 137 1 dws SO: the, Input: [d]
1 2 2 2 137 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 2 137 3 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 2 137 4 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 137 5 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 138 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 2 138 1 dws SO: the, Input: [d]
1 2 2 2 139 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 2 139 1 dws SO: the, Input: [d]
1 2 2 2 14ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 2 141 dws SO: the, Input: [d]
1 2 2 2 141 1 esm SO: {the,d}, Input: []
1 2 2 2 141 2 epm SO: <the,d>, Input: []
1 2 2 2 141 3 epm SO: <d,the>, Input: []
1 2 2 2 15ipm SO: <{book,{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 2 151 dws SO: the, Input: [d]
1 2 2 2 151 1 esm SO: {the,d}, Input: []
1 2 2 2 151 2 epm SO: <the,d>, Input: []
1 2 2 2 151 3 epm SO: <d,the>, Input: []
1 2 2 2 152 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 152 1 dws SO: the, Input: [d]
1 2 2 2 152 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 2 152 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 2 152 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 2 152 5 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 2 152 6 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 2 152 7 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 2 152 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 2 152 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 2 153 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 2 153 1 dws SO: the, Input: [d]
1 2 2 2 153 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 2 153 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 2 153 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 2 153 5 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 2 153 6 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 2 153 7 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 2 153 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 2 153 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 2 154 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 2 154 1 dws SO: the, Input: [d]
1 2 2 2 155 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 2 155 1 dws SO: the, Input: [d]
1 2 2 2 16ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 2 161 dws SO: the, Input: [d]
1 2 2 2 161 1 esm SO: {the,d}, Input: []
1 2 2 2 161 2 epm SO: <the,d>, Input: []
1 2 2 2 161 3 epm SO: <d,the>, Input: []
1 2 2 2 17ipm SO: <{book,{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 2 2 171 dws SO: the, Input: [d]
1 2 2 2 171 1 esm SO: {the,d}, Input: []
1 2 2 2 171 2 epm SO: <the,d>, Input: []
1 2 2 2 171 3 epm SO: <d,the>, Input: []
1 2 2 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 2 3 1 dws SO: the, Input: [d]
1 2 2 3 1 1 esm SO: {the,d}, Input: []
1 2 2 3 1 1 1 uws SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 3 1 2 epm SO: <the,d>, Input: []
1 2 2 3 1 2 1 uws SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 3 1 3 epm SO: <d,the>, Input: []
1 2 2 3 1 3 1 uws SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 3 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 2 1 dws SO: the, Input: [d]
1 2 2 3 2 1 1 esm SO: {the,d}, Input: []
1 2 2 3 2 1 2 epm SO: <the,d>, Input: []
1 2 2 3 2 1 3 epm SO: <d,the>, Input: []
1 2 2 3 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 1 dws SO: the, Input: [d]
1 2 2 3 2 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 13ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 2 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 2 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 2 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 2 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 1 dws SO: the, Input: [d]
1 2 2 3 2 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 3 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 3 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 3 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 3 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 1 dws SO: the, Input: [d]
1 2 2 3 2 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 5 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 12ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 17ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 23ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 4 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 4 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 4 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 4 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 1 dws SO: the, Input: [d]
1 2 2 3 2 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 5 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 5 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 5 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 5 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 1 dws SO: the, Input: [d]
1 2 2 3 2 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 10ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 15ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 17ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 19ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 20ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 21ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 6 38ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 6 39ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 6 40ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 6 41ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 1 dws SO: the, Input: [d]
1 2 2 3 2 7 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 15ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 16ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 17ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 18ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 20ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 21ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 22ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 23ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 24ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 25ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 26ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 27ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 30ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 31ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 32ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 33ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 7 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 7 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 7 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 7 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 7 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 7 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 7 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 7 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 7 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 7 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 7 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 7 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 7 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 7 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 7 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 7 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 58ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 7 59ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 7 60ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 61ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 7 62ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 63ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 7 64ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 7 65ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 1 dws SO: the, Input: [d]
1 2 2 3 2 8 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 13ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 8 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 8 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 8 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 8 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 8 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 8 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 8 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 8 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 8 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 8 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 8 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 8 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 8 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 8 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 8 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 8 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 8 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 8 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 8 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 8 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 8 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 8 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 8 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 8 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 1 dws SO: the, Input: [d]
1 2 2 3 2 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 9 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 9 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 9 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 9 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 101 dws SO: the, Input: [d]
1 2 2 3 2 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 105 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1011ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1012ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1013ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1017ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1018ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1019ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1020ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1021ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1022ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1023ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1024ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1025ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1042ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1043ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1044ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1045ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 111 dws SO: the, Input: [d]
1 2 2 3 2 112 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 113 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 115 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 117 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 118 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1110ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1111ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1113ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1114ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1115ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1116ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1117ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1118ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1119ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1120ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1121ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1122ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1123ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 1124ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1125ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1126ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1127ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1128ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1129ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 1130ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1131ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1132ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1133ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1134ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1135ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 1136ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1137ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1138ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1139ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1140ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1141ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 121 dws SO: the, Input: [d]
1 2 2 3 2 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 123 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 125 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 127 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 129 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1210ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1211ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1213ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1215ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1216ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1217ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1218ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1219ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1220ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1221ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1222ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1223ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 1224ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1225ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1226ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1227ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1228ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1229ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 1230ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1231ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1232ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1233ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1234ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1235ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 1236ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1237ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1238ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1239ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1240ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1241ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 131 dws SO: the, Input: [d]
1 2 2 3 2 132 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 133 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 134 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 135 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 136 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 137 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 138 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 139 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1310ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1311ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1312ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1313ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1314ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1315ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1316ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1317ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1318ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1319ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1320ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1321ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1322ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1323ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1324ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1325ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1326ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1327ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1328ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 1329ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1330ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1331ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1332ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1333ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1334ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1335ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 1336ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1337ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1338ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1339ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1340ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1341ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 1342ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1343ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1344ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1345ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1346ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1347ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 1348ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1349ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1350ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1351ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1352ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1353ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 141 dws SO: the, Input: [d]
1 2 2 3 2 142 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 143 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 145 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 147 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 148 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 149 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1410ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1411ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1412ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1413ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1414ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1415ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1416ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1417ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1418ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1419ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1420ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1421ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1422ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1423ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 1424ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1425ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1426ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1427ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1428ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1429ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 1430ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1431ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1432ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1433ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1434ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1435ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 1436ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1437ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1438ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1439ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1440ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1441ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 151 dws SO: the, Input: [d]
1 2 2 3 2 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 153 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 155 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 156 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 157 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 158 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 159 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1510ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1511ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1512ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1513ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1514ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1515ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1516ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1517ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1518ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1519ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1520ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1522ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1524ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1525ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1526ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1527ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1528ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1529ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1530ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1531ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 1532ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1533ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1534ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1535ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1536ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1537ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 1538ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1539ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1540ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1541ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1542ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1543ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 1544ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1545ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1546ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1547ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1548ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1549ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 161 dws SO: the, Input: [d]
1 2 2 3 2 162 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 163 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 165 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 167 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 168 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 169 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1610ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1611ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1612ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1613ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1614ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1615ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1616ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1617ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1618ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1619ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1620ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1621ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1622ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1623ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 1624ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1625ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1626ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1627ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1628ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1629ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 1630ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1631ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1632ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1633ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1634ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1635ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 1636ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1637ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1638ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1639ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1640ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1641ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 171 dws SO: the, Input: [d]
1 2 2 3 2 172 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 173 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 174 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 175 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 176 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 177 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 178 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 179 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1710ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1711ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1712ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1713ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1714ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1715ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1716ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1717ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1718ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1720ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1721ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1722ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1723ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1724ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1725ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1726ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1727ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 1728ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1729ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1730ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1731ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1732ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1733ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 1734ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1735ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1736ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1737ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1738ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1739ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 1740ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1741ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1742ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1743ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1744ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1745ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 181 dws SO: the, Input: [d]
1 2 2 3 2 182 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 183 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 184 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 185 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 186 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 187 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 188 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 189 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1810ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1811ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1812ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1813ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1814ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1815ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1816ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1817ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1818ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1819ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1820ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1821ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1822ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1823ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 1824ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1825ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1826ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1827ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1828ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1829ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 1830ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1831ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1832ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1833ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1834ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1835ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 1836ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1837ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1838ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1839ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1840ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1841ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 19ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 2 191 dws SO: the, Input: [d]
1 2 2 3 2 192 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 193 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 194 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 195 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 196 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 197 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 198 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 199 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1910ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1911ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1912ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1913ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1914ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1915ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1916ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1917ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1918ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1919ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1920ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1921ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 2 1922ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1923ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 2 1924ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1925ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1926ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1927ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1928ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1929ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 1930ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1931ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1932ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1933ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1934ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 1935ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 1936ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1937ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 1938ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1939ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 1940ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 2 1941ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 20ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 201 dws SO: the, Input: [d]
1 2 2 3 2 202 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 203 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 204 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 205 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 206 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 2 207 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 208 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 2 209 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 2 21ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 2 211 dws SO: the, Input: [d]
1 2 2 3 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 221 dws SO: the, Input: [d]
1 2 2 3 2 222 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 2 223 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 2 224 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 2 225 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 2 231 dws SO: the, Input: [d]
1 2 2 3 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 241 dws SO: the, Input: [d]
1 2 2 3 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 2 251 dws SO: the, Input: [d]
1 2 2 3 2 252 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 253 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 254 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 255 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 256 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 257 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 258 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 259 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 2510ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 2511ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 2512ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 2513ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 2 2514ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 2515ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 2 2516ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 2517ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 2 2518ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 2 2519ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 2520ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 2 2521ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 2522ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 2 2523ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 2524ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 2 2525ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 261 dws SO: the, Input: [d]
1 2 2 3 2 262 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 263 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 264 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 265 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 266 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 2 267 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 268 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 2 269 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 2 271 dws SO: the, Input: [d]
1 2 2 3 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 281 dws SO: the, Input: [d]
1 2 2 3 2 282 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 2 283 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 2 284 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 2 285 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 2 291 dws SO: the, Input: [d]
1 2 2 3 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 301 dws SO: the, Input: [d]
1 2 2 3 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 2 311 dws SO: the, Input: [d]
1 2 2 3 2 312 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 2 313 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 2 314 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 2 315 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 2 316 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 2 317 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 2 318 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 2 319 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 3110ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 2 3111ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 3112ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 2 3113ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 2 321 dws SO: the, Input: [d]
1 2 2 3 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 2 331 dws SO: the, Input: [d]
1 2 2 3 2 332 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 333 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 334 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 335 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 2 336 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 2 337 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 338 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 2 339 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 2 341 dws SO: the, Input: [d]
1 2 2 3 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 2 351 dws SO: the, Input: [d]
1 2 2 3 2 352 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 2 353 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 2 354 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 2 355 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 2 361 dws SO: the, Input: [d]
1 2 2 3 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 2 371 dws SO: the, Input: [d]
1 2 2 3 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 3 1 dws SO: the, Input: [d]
1 2 2 3 3 1 1 esm SO: {the,d}, Input: []
1 2 2 3 3 1 2 epm SO: <the,d>, Input: []
1 2 2 3 3 1 3 epm SO: <d,the>, Input: []
1 2 2 3 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 1 dws SO: the, Input: [d]
1 2 2 3 3 2 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 2 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 2 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 2 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 2 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 2 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 2 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 2 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 2 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 2 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 2 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 2 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 2 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 2 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 2 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 2 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 2 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 1 dws SO: the, Input: [d]
1 2 2 3 3 3 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 15ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 16ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 3 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 3 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 3 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 3 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 3 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 3 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 3 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 3 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 3 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 3 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 3 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 3 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 3 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 3 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 3 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 3 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 3 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 3 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 3 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 3 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 3 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 3 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 3 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 3 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 3 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 3 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 3 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 3 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 1 dws SO: the, Input: [d]
1 2 2 3 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 7 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 16ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 4 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 4 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 4 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 4 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 4 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 4 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 4 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 4 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 4 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 4 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 4 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 4 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 4 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 4 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 4 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 4 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 4 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 4 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 4 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 4 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 1 dws SO: the, Input: [d]
1 2 2 3 3 5 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 5 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 5 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 5 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 5 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 5 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 5 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 5 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 5 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 5 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 5 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 5 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 5 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 5 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 5 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 5 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 5 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 1 dws SO: the, Input: [d]
1 2 2 3 3 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 5 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 14ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 6 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 6 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 6 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 6 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 6 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 6 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 6 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 6 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 6 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 6 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 6 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 6 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 6 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 6 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 6 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 6 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 6 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 6 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 1 dws SO: the, Input: [d]
1 2 2 3 3 7 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 7 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 7 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 7 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 7 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 7 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 7 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 7 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 7 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 7 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 7 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 7 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 7 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 7 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 7 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 7 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 7 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 1 dws SO: the, Input: [d]
1 2 2 3 3 8 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 12ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 8 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 8 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 8 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 8 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 8 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 8 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 8 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 8 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 8 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 8 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 8 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 8 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 8 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 8 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 8 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 8 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 1 dws SO: the, Input: [d]
1 2 2 3 3 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 9 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 15ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 22ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 9 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 9 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 9 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 9 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 9 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 9 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 9 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 9 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 9 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 9 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 9 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 9 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 9 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 9 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 9 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 9 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 9 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 9 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 9 42ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 9 43ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 9 44ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 9 45ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 101 dws SO: the, Input: [d]
1 2 2 3 3 102 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 103 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 104 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 106 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 107 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 108 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 109 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1010ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1011ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1012ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1013ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1014ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1015ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1016ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1017ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1018ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1019ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 1020ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1021ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 1022ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1023ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1024ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1025ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1026ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 1027ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 1028ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1029ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1030ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1031ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1032ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1033ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 11ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 111 dws SO: the, Input: [d]
1 2 2 3 3 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 117 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1116ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 1127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 1128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 1130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 1135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 1136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 121 dws SO: the, Input: [d]
1 2 2 3 3 122 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 123 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 124 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 127 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 129 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1211ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1212ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1214ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1216ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1218ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1219ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 1220ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1221ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 1222ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1223ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1224ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1225ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1226ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 1227ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 1228ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1229ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1230ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1231ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1232ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1233ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 13ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 131 dws SO: the, Input: [d]
1 2 2 3 3 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 135 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1314ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 1323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 1324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 1326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 1331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 1332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 141 dws SO: the, Input: [d]
1 2 2 3 3 142 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 143 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 144 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 147 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 149 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1411ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1412ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1414ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1416ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1418ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1419ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 1420ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1421ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 1422ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1423ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1424ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1425ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1426ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 1427ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 1428ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1429ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1430ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1431ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1432ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1433ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 15ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 3 151 dws SO: the, Input: [d]
1 2 2 3 3 152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 153 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1512ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 3 1518ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 1519ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 3 1520ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1521ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 1522ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1523ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1524ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1525ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1526ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 1527ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 1528ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1529ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1530ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1531ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1532ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 3 1533ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 16ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 3 161 dws SO: the, Input: [d]
1 2 2 3 3 17ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 3 171 dws SO: the, Input: [d]
1 2 2 3 3 172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 173 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 175 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 176 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 177 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 178 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 1710ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 1711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 1712ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 1713ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 3 1714ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1715ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 3 1716ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1717ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 3 1718ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 3 1719ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 1720ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 3 1721ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 1722ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 3 1723ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 1724ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 3 1725ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 3 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 181 dws SO: the, Input: [d]
1 2 2 3 3 182 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 3 183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 3 184 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 3 185 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 3 186 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 3 187 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 188 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 3 189 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 3 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 3 191 dws SO: the, Input: [d]
1 2 2 3 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 201 dws SO: the, Input: [d]
1 2 2 3 3 202 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 3 203 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 3 204 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 3 205 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 3 211 dws SO: the, Input: [d]
1 2 2 3 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 221 dws SO: the, Input: [d]
1 2 2 3 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 3 231 dws SO: the, Input: [d]
1 2 2 3 3 232 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 3 233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 3 234 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 3 235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 3 236 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 3 237 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 3 238 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 3 239 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 2310ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 3 2311ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 2312ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 3 2313ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 3 241 dws SO: the, Input: [d]
1 2 2 3 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 3 251 dws SO: the, Input: [d]
1 2 2 3 3 252 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 3 253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 3 254 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 3 255 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 3 256 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 3 257 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 258 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 3 259 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 3 261 dws SO: the, Input: [d]
1 2 2 3 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 3 271 dws SO: the, Input: [d]
1 2 2 3 3 272 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 3 273 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 3 274 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 3 275 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 3 281 dws SO: the, Input: [d]
1 2 2 3 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 3 291 dws SO: the, Input: [d]
1 2 2 3 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 4 1 dws SO: the, Input: [d]
1 2 2 3 4 1 1 esm SO: {the,d}, Input: []
1 2 2 3 4 1 2 epm SO: <the,d>, Input: []
1 2 2 3 4 1 3 epm SO: <d,the>, Input: []
1 2 2 3 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 1 dws SO: the, Input: [d]
1 2 2 3 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 1 dws SO: the, Input: [d]
1 2 2 3 4 3 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 3 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 3 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 3 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 3 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 3 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 3 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 3 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 3 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 3 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 3 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 3 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 3 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 3 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 3 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 3 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 3 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 3 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 3 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 1 dws SO: the, Input: [d]
1 2 2 3 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 8 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 11ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 14ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 16ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 18ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 19ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 4 20ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 4 21ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 4 22ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 4 23ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 4 24ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 4 25ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 4 26ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 4 27ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 4 28ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 4 29ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 4 30ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 4 31ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 4 32ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 4 33ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 4 34ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 4 35ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 4 36ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 4 37ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 1 dws SO: the, Input: [d]
1 2 2 3 4 5 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 15ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 16ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 17ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 18ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 19ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 22ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 23ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 24ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 25ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 27ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 29ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 30ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 31ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 5 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 5 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 5 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 5 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 5 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 5 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 5 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 5 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 5 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 5 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 5 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 5 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 5 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 5 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 5 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 5 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 5 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 5 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 5 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 5 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 5 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 5 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 5 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 5 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 5 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 5 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 5 58ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 5 59ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 5 60ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 5 61ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 1 dws SO: the, Input: [d]
1 2 2 3 4 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 7 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 13ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 15ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 16ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 20ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 22ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 23ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 6 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 6 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 6 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 6 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 6 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 6 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 6 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 6 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 6 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 6 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 6 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 6 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 6 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 6 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 6 38ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 6 39ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 6 40ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 6 41ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 6 42ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 6 43ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 6 44ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 6 45ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 1 dws SO: the, Input: [d]
1 2 2 3 4 7 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 7 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 7 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 7 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 7 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 7 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 7 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 7 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 7 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 7 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 7 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 7 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 7 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 7 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 7 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 7 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 7 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 7 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 7 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 1 dws SO: the, Input: [d]
1 2 2 3 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 8 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 8 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 8 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 8 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 1 dws SO: the, Input: [d]
1 2 2 3 4 9 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 9 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 9 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 9 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 9 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 9 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 9 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 9 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 9 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 9 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 9 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 9 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 9 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 9 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 9 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 9 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 9 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 9 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 9 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 101 dws SO: the, Input: [d]
1 2 2 3 4 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 103 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 105 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 107 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 108 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 109 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1011ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1013ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1014ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1015ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1016ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1017ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1018ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1019ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1020ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1021ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 1022ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1023ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1024ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1025ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 1026ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1027ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1028ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1029ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1030ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1031ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 1032ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1033ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1034ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1035ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1036ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1037ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 111 dws SO: the, Input: [d]
1 2 2 3 4 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 119 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1110ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1112ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1113ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1114ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1115ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1116ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1117ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1118ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 121 dws SO: the, Input: [d]
1 2 2 3 4 122 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 123 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 125 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 126 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 127 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 128 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 129 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1210ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1211ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1212ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1214ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1215ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1216ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1217ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1218ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1219ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1220ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1221ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 1222ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1223ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1224ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1225ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 1226ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1227ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1228ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1229ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1230ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1231ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 1232ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1233ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1234ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1235ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1236ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1237ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 131 dws SO: the, Input: [d]
1 2 2 3 4 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 137 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1311ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1312ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1314ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1315ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1316ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1318ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 1330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 1334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 1340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 14ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 141 dws SO: the, Input: [d]
1 2 2 3 4 142 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 143 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 145 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 146 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 147 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 148 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 149 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1411ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1412ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1414ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1416ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1417ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1418ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1419ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1420ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1421ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 1422ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1423ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1424ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1425ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 1426ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1427ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1428ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1429ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1430ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1431ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 1432ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1433ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1434ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1435ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1436ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1437ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 15ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 151 dws SO: the, Input: [d]
1 2 2 3 4 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 155 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 159 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1510ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1511ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1513ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1514ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1516ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1518ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1520ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1522ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1523ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1524ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1525ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 1526ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1527ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1528ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1529ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 1530ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1531ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1532ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1533ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1534ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1535ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 1536ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1537ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1538ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1539ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1540ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1541ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 161 dws SO: the, Input: [d]
1 2 2 3 4 162 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 163 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 165 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 166 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 167 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 168 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 169 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1610ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1611ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1612ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1614ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1616ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1617ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1618ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1619ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1620ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1621ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 1622ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1623ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1624ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1625ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 1626ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1627ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1628ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1629ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1630ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1631ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 1632ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1633ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1634ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1635ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1636ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1637ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 17ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 4 171 dws SO: the, Input: [d]
1 2 2 3 4 172 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 173 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 175 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 176 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 177 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 178 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 179 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1710ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1711ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1712ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1714ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1716ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1718ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1719ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 4 1720ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1721ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 4 1722ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1723ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1724ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1725ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 1726ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1727ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1728ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1729ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1730ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 1731ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 1732ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1733ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 1734ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1735ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 1736ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 4 1737ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 18ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 181 dws SO: the, Input: [d]
1 2 2 3 4 182 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 4 183 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 4 184 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 4 185 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 4 19ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 4 191 dws SO: the, Input: [d]
1 2 2 3 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 201 dws SO: the, Input: [d]
1 2 2 3 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 4 211 dws SO: the, Input: [d]
1 2 2 3 4 212 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 213 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 214 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 215 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 216 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 217 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 218 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 2110ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 2111ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 2112ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 2113ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 4 2114ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 2115ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 4 2116ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 2117ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 4 2118ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 4 2119ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 2120ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 4 2121ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 2122ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 4 2123ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 2124ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 4 2125ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 221 dws SO: the, Input: [d]
1 2 2 3 4 222 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 4 223 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 4 224 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 4 225 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 4 226 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 4 227 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 228 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 4 229 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 4 231 dws SO: the, Input: [d]
1 2 2 3 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 241 dws SO: the, Input: [d]
1 2 2 3 4 242 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 4 243 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 4 244 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 4 245 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 4 251 dws SO: the, Input: [d]
1 2 2 3 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 261 dws SO: the, Input: [d]
1 2 2 3 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 4 271 dws SO: the, Input: [d]
1 2 2 3 4 272 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 4 273 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 4 274 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 4 275 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 4 276 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 4 277 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 4 278 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 4 279 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 2710ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 4 2711ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 2712ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 4 2713ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 4 281 dws SO: the, Input: [d]
1 2 2 3 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 4 291 dws SO: the, Input: [d]
1 2 2 3 4 292 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 4 293 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 4 294 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 4 295 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 4 296 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 4 297 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 298 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 4 299 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 4 301 dws SO: the, Input: [d]
1 2 2 3 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 4 311 dws SO: the, Input: [d]
1 2 2 3 4 312 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 4 313 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 4 314 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 4 315 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 4 321 dws SO: the, Input: [d]
1 2 2 3 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 4 331 dws SO: the, Input: [d]
1 2 2 3 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 5 1 dws SO: the, Input: [d]
1 2 2 3 5 1 1 esm SO: {the,d}, Input: []
1 2 2 3 5 1 2 epm SO: <the,d>, Input: []
1 2 2 3 5 1 3 epm SO: <d,the>, Input: []
1 2 2 3 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 1 dws SO: the, Input: [d]
1 2 2 3 5 2 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 2 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 2 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 2 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 2 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 2 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 2 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 2 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 2 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 2 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 2 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 2 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 2 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 2 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 2 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 2 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 2 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 1 dws SO: the, Input: [d]
1 2 2 3 5 3 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 15ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 16ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 3 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 3 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 3 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 3 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 3 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 3 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 3 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 3 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 3 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 3 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 3 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 3 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 3 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 3 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 3 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 3 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 3 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 3 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 3 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 3 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 3 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 3 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 3 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 3 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 3 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 3 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 3 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 3 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 1 dws SO: the, Input: [d]
1 2 2 3 5 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 7 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 16ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 4 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 4 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 4 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 4 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 4 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 4 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 4 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 4 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 4 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 4 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 4 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 4 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 4 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 4 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 4 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 4 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 4 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 4 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 4 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 4 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 1 dws SO: the, Input: [d]
1 2 2 3 5 5 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 5 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 5 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 5 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 5 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 5 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 5 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 5 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 5 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 5 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 5 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 5 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 5 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 5 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 5 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 5 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 5 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 1 dws SO: the, Input: [d]
1 2 2 3 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 5 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 14ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 6 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 6 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 6 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 6 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 6 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 6 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 6 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 6 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 6 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 6 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 6 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 6 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 6 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 6 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 6 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 6 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 6 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 6 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 1 dws SO: the, Input: [d]
1 2 2 3 5 7 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 7 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 7 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 7 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 7 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 7 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 7 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 7 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 7 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 7 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 7 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 7 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 7 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 7 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 7 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 7 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 7 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 1 dws SO: the, Input: [d]
1 2 2 3 5 8 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 12ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 8 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 8 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 8 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 8 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 8 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 8 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 8 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 8 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 8 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 8 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 8 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 8 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 8 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 8 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 8 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 8 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 1 dws SO: the, Input: [d]
1 2 2 3 5 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 9 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 15ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 22ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 9 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 9 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 9 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 9 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 9 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 9 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 9 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 9 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 9 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 9 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 9 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 9 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 9 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 9 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 9 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 9 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 9 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 9 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 9 42ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 9 43ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 9 44ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 9 45ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 101 dws SO: the, Input: [d]
1 2 2 3 5 102 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 103 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 104 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 106 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 107 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 108 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 109 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1010ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1011ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1012ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1013ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1014ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1015ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1016ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1017ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1018ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1019ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 1020ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1021ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 1022ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1023ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1024ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1025ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1026ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 1027ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 1028ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1029ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1030ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1031ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1032ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1033ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 11ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 111 dws SO: the, Input: [d]
1 2 2 3 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 117 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1116ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 1127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 1128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 1130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 1135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 1136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 121 dws SO: the, Input: [d]
1 2 2 3 5 122 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 123 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 124 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 127 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 129 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1211ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1212ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1214ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1216ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1218ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1219ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 1220ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1221ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 1222ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1223ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1224ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1225ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1226ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 1227ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 1228ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1229ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1230ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1231ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1232ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1233ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 13ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 131 dws SO: the, Input: [d]
1 2 2 3 5 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 135 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1314ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 1323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 1324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 1326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 1331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 1332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 141 dws SO: the, Input: [d]
1 2 2 3 5 142 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 143 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 144 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 147 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 149 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1411ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1412ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1414ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1416ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1418ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1419ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 1420ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1421ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 1422ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1423ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1424ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1425ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1426ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 1427ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 1428ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1429ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1430ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1431ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1432ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1433ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 15ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 5 151 dws SO: the, Input: [d]
1 2 2 3 5 152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 153 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1512ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 5 1518ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 1519ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 5 1520ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1521ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 1522ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1523ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1524ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1525ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1526ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 1527ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 1528ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1529ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1530ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1531ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1532ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 5 1533ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 16ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 5 161 dws SO: the, Input: [d]
1 2 2 3 5 17ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 5 171 dws SO: the, Input: [d]
1 2 2 3 5 172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 173 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 175 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 176 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 177 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 178 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 1710ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 1711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 1712ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 1713ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 5 1714ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1715ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 5 1716ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1717ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 5 1718ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 5 1719ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 1720ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 5 1721ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 1722ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 5 1723ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 1724ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 5 1725ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 5 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 181 dws SO: the, Input: [d]
1 2 2 3 5 182 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 5 183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 5 184 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 5 185 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 5 186 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 5 187 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 188 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 5 189 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 5 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 5 191 dws SO: the, Input: [d]
1 2 2 3 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 201 dws SO: the, Input: [d]
1 2 2 3 5 202 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 5 203 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 5 204 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 5 205 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 5 211 dws SO: the, Input: [d]
1 2 2 3 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 221 dws SO: the, Input: [d]
1 2 2 3 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 5 231 dws SO: the, Input: [d]
1 2 2 3 5 232 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 5 233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 5 234 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 5 235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 5 236 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 5 237 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 5 238 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 5 239 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 2310ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 5 2311ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 2312ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 5 2313ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 5 241 dws SO: the, Input: [d]
1 2 2 3 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 5 251 dws SO: the, Input: [d]
1 2 2 3 5 252 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 5 253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 5 254 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 5 255 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 5 256 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 5 257 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 258 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 5 259 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 5 261 dws SO: the, Input: [d]
1 2 2 3 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 5 271 dws SO: the, Input: [d]
1 2 2 3 5 272 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 5 273 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 5 274 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 5 275 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 5 281 dws SO: the, Input: [d]
1 2 2 3 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 5 291 dws SO: the, Input: [d]
1 2 2 3 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 6 1 dws SO: the, Input: [d]
1 2 2 3 6 1 1 esm SO: {the,d}, Input: []
1 2 2 3 6 1 2 epm SO: <the,d>, Input: []
1 2 2 3 6 1 3 epm SO: <d,the>, Input: []
1 2 2 3 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 1 dws SO: the, Input: [d]
1 2 2 3 6 2 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 11ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 12ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 2 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 2 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 2 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 2 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 2 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 2 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 2 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 2 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 2 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 2 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 2 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 2 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 2 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 2 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 2 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 2 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 1 dws SO: the, Input: [d]
1 2 2 3 6 3 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 15ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 16ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 3 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 3 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 3 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 3 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 3 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 3 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 3 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 3 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 3 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 3 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 3 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 3 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 3 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 3 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 3 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 3 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 3 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 3 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 3 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 3 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 3 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 3 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 3 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 3 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 3 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 3 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 3 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 3 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 1 dws SO: the, Input: [d]
1 2 2 3 6 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 7 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 13ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 20ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 21ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 4 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 4 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 4 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 4 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 4 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 4 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 4 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 4 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 4 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 4 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 4 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 4 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 4 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 4 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 4 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 4 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 4 38ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 4 39ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 4 40ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 4 41ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 1 dws SO: the, Input: [d]
1 2 2 3 6 5 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 11ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 12ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 5 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 5 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 5 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 5 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 5 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 5 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 5 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 5 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 5 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 5 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 5 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 5 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 5 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 5 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 5 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 5 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 1 dws SO: the, Input: [d]
1 2 2 3 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 3 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 5 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 9 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 11ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 14ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 16ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 18ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 19ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 6 20ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 6 21ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 6 22ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 6 23ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 6 24ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 6 25ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 6 26ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 6 27ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 6 28ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 6 29ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 6 30ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 6 31ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 6 32ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 6 33ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 6 34ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 6 35ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 6 36ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 6 37ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 1 dws SO: the, Input: [d]
1 2 2 3 6 7 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 11ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 12ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 7 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 7 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 7 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 7 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 7 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 7 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 7 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 7 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 7 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 7 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 7 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 7 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 7 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 7 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 7 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 7 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 1 dws SO: the, Input: [d]
1 2 2 3 6 8 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 12ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 8 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 8 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 8 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 8 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 8 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 8 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 8 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 8 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 8 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 8 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 8 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 8 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 8 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 8 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 8 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 8 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 1 dws SO: the, Input: [d]
1 2 2 3 6 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 9 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 13ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 15ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 20ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 22ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 9 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 9 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 9 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 9 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 9 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 9 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 9 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 9 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 9 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 9 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 9 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 9 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 9 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 9 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 9 38ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 9 39ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 9 40ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 9 41ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 9 42ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 9 43ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 9 44ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 9 45ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 101 dws SO: the, Input: [d]
1 2 2 3 6 102 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 103 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 104 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 106 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 107 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 108 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 109 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1010ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1011ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1012ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1013ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1014ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1015ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1016ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1017ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1018ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1019ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 1020ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1021ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 1022ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1023ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1024ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1025ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1026ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1027ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 1028ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1029ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1030ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1031ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1032ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1033ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 11ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 111 dws SO: the, Input: [d]
1 2 2 3 6 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 117 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1112ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1113ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1114ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1116ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1122ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1123ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1124ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1125ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1126ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1127ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 1128ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1129ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 1130ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1131ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1132ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1133ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1134ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1135ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 1136ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1137ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1138ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1139ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1140ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1141ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 12ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 121 dws SO: the, Input: [d]
1 2 2 3 6 122 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 123 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 124 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 126 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 127 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 128 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 129 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1210ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1211ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1212ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1214ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1215ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1216ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1217ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1218ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1219ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 1220ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1221ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 1222ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1223ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1224ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1225ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1226ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1227ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 1228ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1229ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1230ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1231ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1232ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1233ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 13ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 131 dws SO: the, Input: [d]
1 2 2 3 6 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 133 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 135 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 138 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 139 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1311ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1312ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1314ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1316ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1318ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1320ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1321ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1322ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1323ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 1324ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1325ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 1326ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1327ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1328ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1329ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1330ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1331ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 1332ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1333ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1334ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1335ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1336ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1337ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 141 dws SO: the, Input: [d]
1 2 2 3 6 142 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 143 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 144 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 146 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 147 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 148 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 149 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1410ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1411ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1412ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1414ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1415ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1416ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1417ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1418ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1419ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 1420ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1421ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 1422ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1423ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1424ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1425ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1426ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1427ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 1428ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1429ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1430ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1431ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1432ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1433ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 15ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 6 151 dws SO: the, Input: [d]
1 2 2 3 6 152 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 153 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 154 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 156 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 157 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 158 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 159 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1510ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1512ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1514ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1516ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1517ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 6 1518ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1519ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 6 1520ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1521ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 1522ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1523ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1524ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1525ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1526ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 1527ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 1528ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1529ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1530ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1531ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1532ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 6 1533ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 16ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 161 dws SO: the, Input: [d]
1 2 2 3 6 17ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 6 171 dws SO: the, Input: [d]
1 2 2 3 6 172 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 173 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 174 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 175 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 176 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 177 ism SO: {{book,{book,{book,n!case}}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 178 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 179 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 1710ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 1711ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 1712ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 1713ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 6 1714ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1715ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 6 1716ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1717ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 6 1718ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 6 1719ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 1720ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 6 1721ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 1722ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 6 1723ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 1724ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 6 1725ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 6 18ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 181 dws SO: the, Input: [d]
1 2 2 3 6 182 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 6 183 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 6 184 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 6 185 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 6 186 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 6 187 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 188 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 6 189 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 6 19ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 6 191 dws SO: the, Input: [d]
1 2 2 3 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 201 dws SO: the, Input: [d]
1 2 2 3 6 202 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 6 203 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 6 204 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 6 205 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 6 211 dws SO: the, Input: [d]
1 2 2 3 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 221 dws SO: the, Input: [d]
1 2 2 3 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 6 231 dws SO: the, Input: [d]
1 2 2 3 6 232 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 6 233 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 6 234 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 6 235 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 6 236 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 6 237 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 6 238 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 6 239 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 2310ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 6 2311ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 2312ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 6 2313ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 6 241 dws SO: the, Input: [d]
1 2 2 3 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 6 251 dws SO: the, Input: [d]
1 2 2 3 6 252 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 6 253 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 6 254 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 6 255 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 6 256 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 6 257 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 258 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 6 259 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 6 261 dws SO: the, Input: [d]
1 2 2 3 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 6 271 dws SO: the, Input: [d]
1 2 2 3 6 272 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 6 273 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 6 274 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 6 275 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 6 281 dws SO: the, Input: [d]
1 2 2 3 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 6 291 dws SO: the, Input: [d]
1 2 2 3 7 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 7 1 dws SO: the, Input: [d]
1 2 2 3 7 1 1 esm SO: {the,d}, Input: []
1 2 2 3 7 1 2 epm SO: <the,d>, Input: []
1 2 2 3 7 1 3 epm SO: <d,the>, Input: []
1 2 2 3 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 1 dws SO: the, Input: [d]
1 2 2 3 7 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 9 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 18ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 19ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 20ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 21ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 22ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 23ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 25ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 26ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 27ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 28ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 29ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2 50ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 2 51ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 2 52ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2 53ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2 54ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2 55ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2 56ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2 57ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 1 dws SO: the, Input: [d]
1 2 2 3 7 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 3 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 12ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 14ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 15ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 16ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 17ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 19ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 21ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 22ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 23ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 3 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 3 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 3 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 3 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 3 42ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 3 43ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 3 44ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 3 45ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 1 dws SO: the, Input: [d]
1 2 2 3 7 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 7 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 15ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 16ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 17ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 18ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 19ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 20ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 21ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 24ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 25ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 26ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 27ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 4 46ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 4 47ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 4 48ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 4 49ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 4 50ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 4 51ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 4 52ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 4 53ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 1 dws SO: the, Input: [d]
1 2 2 3 7 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 3 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 12ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 14ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 15ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 16ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 17ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 19ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 21ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 22ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 23ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 5 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 5 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 5 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 5 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 5 42ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 5 43ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 5 44ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 5 45ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 1 dws SO: the, Input: [d]
1 2 2 3 7 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 5 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 13ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 14ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 15ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 16ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 17ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 18ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 19ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 21ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 22ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 23ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 24ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 25ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 6 42ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 6 43ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 6 44ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 6 45ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 6 46ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 6 47ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 6 48ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 6 49ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 1 dws SO: the, Input: [d]
1 2 2 3 7 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 3 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 12ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 14ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 15ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 16ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 17ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 19ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 21ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 22ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 23ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 7 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 7 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 7 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 7 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 7 42ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 7 43ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 7 44ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 7 45ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 1 dws SO: the, Input: [d]
1 2 2 3 7 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 3 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 12ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 13ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 14ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 15ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 16ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 17ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 19ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 20ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 21ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 22ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 23ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 8 38ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 8 39ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 8 40ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 8 41ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 8 42ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 8 43ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 8 44ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 8 45ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 1 dws SO: the, Input: [d]
1 2 2 3 7 9 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 15ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 16ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 17ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 23ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 24ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 25ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 26ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 27ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 28ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 29ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 30ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 31ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 32ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 33ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 34ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 35ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 9 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 9 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 9 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 9 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 9 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 9 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 9 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 9 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 9 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 9 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 9 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 9 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 9 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 9 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 9 58ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 9 59ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 60ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 9 61ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 62ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 9 63ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 9 64ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 65ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 9 66ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 67ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 9 68ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 9 69ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 10ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 101 dws SO: the, Input: [d]
1 2 2 3 7 102 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 103 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 104 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 105 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 106 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 107 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 108 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 109 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1010ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1011ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1012ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1013ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1014ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1015ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1016ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1017ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1018ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1019ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1020ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1021ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1022ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1023ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1024ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1025ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1026ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1027ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1028ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1029ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1030ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1031ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1032ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1033ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 1034ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1035ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1036ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1037ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1038ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1039ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1040ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1041ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 1042ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1043ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1044ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1045ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1046ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1047ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1048ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1049ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1050ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1051ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1052ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1053ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 111 dws SO: the, Input: [d]
1 2 2 3 7 112 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 113 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 114 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 115 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 116 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 117 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 118 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 119 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1110ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1111ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1112ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1113ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1114ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1115ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1116ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1117ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1118ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1119ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1120ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1121ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1122ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1123ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1124ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1125ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 1126ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1127ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1128ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1129ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1130ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1131ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1132ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1133ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 1134ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1135ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1136ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1137ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1138ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1139ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1140ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1141ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1142ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1143ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1144ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1145ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 121 dws SO: the, Input: [d]
1 2 2 3 7 122 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 123 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 124 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 125 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 126 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 127 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 128 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 129 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1210ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1211ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1212ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1213ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1214ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1215ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1216ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1217ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1218ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1219ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1220ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1221ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1222ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1223ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1224ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1225ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1226ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1227ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1228ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1229ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 1230ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1231ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1232ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1233ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1234ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1235ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1236ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1237ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 1238ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1239ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1240ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1241ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1242ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1243ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1244ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1245ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1246ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1247ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1248ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1249ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 131 dws SO: the, Input: [d]
1 2 2 3 7 132 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 133 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 134 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 135 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 136 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 137 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 138 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 139 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1310ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1311ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1312ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1313ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1314ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1315ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1316ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1317ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1318ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1319ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1320ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1321ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1322ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1323ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1324ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1325ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 1326ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1327ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1328ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1329ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1330ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1331ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1332ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1333ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 1334ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1335ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1336ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1337ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1338ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1339ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1340ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1341ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1342ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1343ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1344ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1345ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 141 dws SO: the, Input: [d]
1 2 2 3 7 142 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 143 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 144 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 145 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 146 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 147 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 148 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 149 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1410ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1411ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1412ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1413ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1414ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1415ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1416ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1417ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1418ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1419ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1420ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1421ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1422ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1423ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1424ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1425ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 1426ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1427ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1428ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1429ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1430ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1431ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1432ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1433ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 1434ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1435ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1436ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1437ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1438ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1439ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1440ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1441ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1442ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1443ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1444ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1445ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 151 dws SO: the, Input: [d]
1 2 2 3 7 152 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 153 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 154 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 155 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 156 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 157 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 158 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 159 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1510ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1511ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1512ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1513ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1514ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1515ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1516ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1517ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1518ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1519ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1520ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1521ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1522ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1523ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1524ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1525ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1526ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1527ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1528ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1529ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1530ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1531ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1532ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1533ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1534ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1535ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1536ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1537ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 1538ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1539ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1540ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1541ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1542ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1543ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1544ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1545ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 1546ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1547ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1548ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1549ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1550ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1551ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1552ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1553ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1554ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1555ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1556ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1557ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 161 dws SO: the, Input: [d]
1 2 2 3 7 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 163 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1611ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1612ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1613ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1614ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1615ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1616ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1617ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1619ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1620ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1621ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1622ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1623ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1638ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1639ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1640ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1641ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1642ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1643ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1644ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1645ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 171 dws SO: the, Input: [d]
1 2 2 3 7 172 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 173 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 174 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 175 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 176 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 177 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 178 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 179 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1710ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1711ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1712ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1713ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1714ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1715ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1716ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1717ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1718ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1719ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1720ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1721ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1722ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1723ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1724ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1725ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1726ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1727ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1728ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1729ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1730ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1731ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1732ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1733ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 1734ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1735ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1736ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1737ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1738ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1739ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1740ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1741ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 1742ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1743ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1744ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1745ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1746ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1747ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1748ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1749ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1750ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1751ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1752ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1753ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 181 dws SO: the, Input: [d]
1 2 2 3 7 182 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 183 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 184 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 185 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 186 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 187 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 188 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 189 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1810ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1811ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1812ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1813ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1814ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1815ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1816ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1817ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1818ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1819ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1820ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1821ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1822ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1823ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1824ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1825ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 1826ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1827ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1828ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1829ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1830ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1831ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1832ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1833ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 1834ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1835ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1836ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1837ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1838ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1839ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1840ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1841ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1842ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1843ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1844ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1845ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 191 dws SO: the, Input: [d]
1 2 2 3 7 192 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 193 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 194 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 195 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 196 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 197 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 198 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 199 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1910ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1911ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1912ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1913ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1914ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1915ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1916ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1917ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1918ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1919ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1920ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1921ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1922ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1923ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1924ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1925ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 1926ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1927ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1928ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1929ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 1930ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1931ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1932ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1933ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1934ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1935ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1936ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1937ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 1938ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1939ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1940ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1941ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1942ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 1943ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 1944ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1945ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 1946ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1947ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 1948ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 1949ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 201 dws SO: the, Input: [d]
1 2 2 3 7 202 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 203 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 204 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 205 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 206 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 207 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 208 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 209 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2010ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2011ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2012ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2013ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2014ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2015ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2016ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2017ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2018ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2019ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2020ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2021ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2022ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2023ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2024ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2025ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 2026ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 2027ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2028ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2029ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2030ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2031ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2032ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 2033ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 2034ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2035ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2036ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2037ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2038ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 2039ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 2040ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2041ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2042ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2043ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2044ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2045ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 7 211 dws SO: the, Input: [d]
1 2 2 3 7 212 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 213 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 214 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 215 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 216 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 217 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 218 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 219 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2110ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2111ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2112ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2113ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2114ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2115ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2116ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2117ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2118ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2119ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2120ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2121ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2122ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2123ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 7 2124ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 2125ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 7 2126ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 2127ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2128ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2129ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2130ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2131ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2132ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 2133ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 2134ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2135ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2136ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2137ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2138ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 2139ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 2140ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2141ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2142ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2143ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2144ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 7 2145ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 22ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 221 dws SO: the, Input: [d]
1 2 2 3 7 222 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 223 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 224 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 225 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 226 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 227 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 228 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 7 229 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2210ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 7 2211ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2212ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 7 2213ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 7 23ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 7 231 dws SO: the, Input: [d]
1 2 2 3 7 24ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 241 dws SO: the, Input: [d]
1 2 2 3 7 242 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 243 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 244 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 245 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 246 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 7 247 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 248 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 7 249 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 7 25ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 7 251 dws SO: the, Input: [d]
1 2 2 3 7 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 261 dws SO: the, Input: [d]
1 2 2 3 7 262 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 7 263 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 7 264 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 7 265 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 7 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 7 271 dws SO: the, Input: [d]
1 2 2 3 7 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 281 dws SO: the, Input: [d]
1 2 2 3 7 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 7 291 dws SO: the, Input: [d]
1 2 2 3 7 292 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 293 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 294 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 295 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 296 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 297 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 298 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 299 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 2910ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 2911ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 2912ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 2913ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 7 2914ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2915ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 7 2916ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2917ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 7 2918ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 7 2919ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 2920ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 7 2921ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 2922ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 7 2923ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 2924ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 7 2925ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 7 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 301 dws SO: the, Input: [d]
1 2 2 3 7 302 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 303 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 304 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 305 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 306 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 7 307 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 308 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 7 309 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 7 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 7 311 dws SO: the, Input: [d]
1 2 2 3 7 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 321 dws SO: the, Input: [d]
1 2 2 3 7 322 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 7 323 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 7 324 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 7 325 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 7 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 7 331 dws SO: the, Input: [d]
1 2 2 3 7 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 341 dws SO: the, Input: [d]
1 2 2 3 7 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 7 351 dws SO: the, Input: [d]
1 2 2 3 7 352 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 353 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 354 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 355 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 356 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 357 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 7 358 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 7 359 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 3510ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 7 3511ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 3512ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 7 3513ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 7 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 7 361 dws SO: the, Input: [d]
1 2 2 3 7 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 7 371 dws SO: the, Input: [d]
1 2 2 3 7 372 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 373 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 374 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 375 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 7 376 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 7 377 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 378 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 7 379 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 7 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 7 381 dws SO: the, Input: [d]
1 2 2 3 7 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 7 391 dws SO: the, Input: [d]
1 2 2 3 7 392 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 7 393 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 7 394 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 7 395 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 7 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 7 401 dws SO: the, Input: [d]
1 2 2 3 7 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 7 411 dws SO: the, Input: [d]
1 2 2 3 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 8 1 dws SO: the, Input: [d]
1 2 2 3 8 1 1 esm SO: {the,d}, Input: []
1 2 2 3 8 1 2 epm SO: <the,d>, Input: []
1 2 2 3 8 1 3 epm SO: <d,the>, Input: []
1 2 2 3 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 1 dws SO: the, Input: [d]
1 2 2 3 8 2 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 2 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 2 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 2 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 2 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 2 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 2 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 2 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 2 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 2 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 2 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 2 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 2 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 2 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 2 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 2 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 2 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 1 dws SO: the, Input: [d]
1 2 2 3 8 3 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 15ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 16ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 3 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 3 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 3 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 3 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 3 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 3 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 3 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 3 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 3 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 3 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 3 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 3 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 3 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 3 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 3 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 3 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 3 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 3 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 3 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 3 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 3 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 3 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 3 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 3 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 3 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 3 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 3 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 3 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 1 dws SO: the, Input: [d]
1 2 2 3 8 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 7 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 16ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 4 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 4 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 4 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 4 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 4 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 4 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 4 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 4 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 4 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 4 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 4 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 4 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 4 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 4 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 4 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 4 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 4 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 4 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 4 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 4 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 1 dws SO: the, Input: [d]
1 2 2 3 8 5 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 5 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 5 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 5 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 5 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 5 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 5 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 5 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 5 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 5 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 5 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 5 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 5 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 5 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 5 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 5 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 5 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 1 dws SO: the, Input: [d]
1 2 2 3 8 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 5 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 14ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 6 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 6 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 6 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 6 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 6 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 6 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 6 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 6 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 6 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 6 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 6 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 6 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 6 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 6 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 6 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 6 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 6 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 6 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 1 dws SO: the, Input: [d]
1 2 2 3 8 7 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 7 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 7 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 7 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 7 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 7 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 7 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 7 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 7 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 7 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 7 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 7 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 7 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 7 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 7 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 7 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 7 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 1 dws SO: the, Input: [d]
1 2 2 3 8 8 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 12ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 8 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 8 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 8 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 8 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 8 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 8 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 8 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 8 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 8 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 8 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 8 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 8 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 8 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 8 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 8 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 8 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 1 dws SO: the, Input: [d]
1 2 2 3 8 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 9 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 15ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 22ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 9 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 9 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 9 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 9 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 9 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 9 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 9 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 9 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 9 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 9 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 9 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 9 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 9 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 9 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 9 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 9 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 9 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 9 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 9 42ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 9 43ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 9 44ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 9 45ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 101 dws SO: the, Input: [d]
1 2 2 3 8 102 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 103 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 104 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 106 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 107 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 108 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 109 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1010ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1011ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1012ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1013ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1014ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1015ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1016ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1017ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1018ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1019ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 1020ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1021ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 1022ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1023ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1024ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1025ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1026ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 1027ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 1028ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1029ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1030ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1031ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1032ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1033ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 11ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 111 dws SO: the, Input: [d]
1 2 2 3 8 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 117 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1116ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 1127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 1128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 1130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 1135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 1136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 121 dws SO: the, Input: [d]
1 2 2 3 8 122 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 123 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 124 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 127 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 129 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1211ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1212ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1214ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1216ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1218ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1219ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 1220ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1221ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 1222ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1223ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1224ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1225ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1226ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 1227ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 1228ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1229ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1230ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1231ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1232ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1233ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 13ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 131 dws SO: the, Input: [d]
1 2 2 3 8 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 135 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1314ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 1323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 1324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 1326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 1331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 1332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 141 dws SO: the, Input: [d]
1 2 2 3 8 142 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 143 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 144 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 147 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 149 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1411ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1412ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1414ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1416ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1418ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1419ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 1420ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1421ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 1422ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1423ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1424ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1425ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1426ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 1427ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 1428ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1429ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1430ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1431ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1432ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1433ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 15ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 8 151 dws SO: the, Input: [d]
1 2 2 3 8 152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 153 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1512ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 8 1518ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 1519ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 8 1520ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1521ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 1522ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1523ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1524ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1525ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1526ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 1527ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 1528ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1529ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1530ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1531ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1532ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 8 1533ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 16ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 8 161 dws SO: the, Input: [d]
1 2 2 3 8 17ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 8 171 dws SO: the, Input: [d]
1 2 2 3 8 172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 173 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 175 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 176 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 177 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 178 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 1710ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 1711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 1712ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 1713ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 8 1714ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1715ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 8 1716ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1717ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 8 1718ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 8 1719ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 1720ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 8 1721ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 1722ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 8 1723ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 1724ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 8 1725ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 8 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 181 dws SO: the, Input: [d]
1 2 2 3 8 182 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 8 183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 8 184 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 8 185 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 8 186 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 8 187 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 188 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 8 189 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 8 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 8 191 dws SO: the, Input: [d]
1 2 2 3 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 201 dws SO: the, Input: [d]
1 2 2 3 8 202 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 8 203 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 8 204 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 8 205 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 8 211 dws SO: the, Input: [d]
1 2 2 3 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 221 dws SO: the, Input: [d]
1 2 2 3 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 8 231 dws SO: the, Input: [d]
1 2 2 3 8 232 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 8 233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 8 234 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 8 235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 8 236 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 8 237 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 8 238 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 8 239 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 2310ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 8 2311ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 2312ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 8 2313ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 8 241 dws SO: the, Input: [d]
1 2 2 3 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 8 251 dws SO: the, Input: [d]
1 2 2 3 8 252 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 8 253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 8 254 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 8 255 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 8 256 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 8 257 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 258 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 8 259 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 8 261 dws SO: the, Input: [d]
1 2 2 3 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 8 271 dws SO: the, Input: [d]
1 2 2 3 8 272 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 8 273 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 8 274 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 8 275 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 8 281 dws SO: the, Input: [d]
1 2 2 3 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 8 291 dws SO: the, Input: [d]
1 2 2 3 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 9 1 dws SO: the, Input: [d]
1 2 2 3 9 1 1 esm SO: {the,d}, Input: []
1 2 2 3 9 1 2 epm SO: <the,d>, Input: []
1 2 2 3 9 1 3 epm SO: <d,the>, Input: []
1 2 2 3 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 1 dws SO: the, Input: [d]
1 2 2 3 9 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 13ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 2 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 2 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 2 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 2 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 1 dws SO: the, Input: [d]
1 2 2 3 9 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 3 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 3 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 3 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 3 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 1 dws SO: the, Input: [d]
1 2 2 3 9 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 5 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 12ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 17ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 23ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 4 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 4 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 4 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 4 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 1 dws SO: the, Input: [d]
1 2 2 3 9 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 5 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 5 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 5 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 5 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 1 dws SO: the, Input: [d]
1 2 2 3 9 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 10ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 15ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 17ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 19ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 20ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 21ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 6 38ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 6 39ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 6 40ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 6 41ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 1 dws SO: the, Input: [d]
1 2 2 3 9 7 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 15ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 16ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 17ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 18ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 20ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 21ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 22ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 23ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 24ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 25ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 26ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 27ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 30ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 31ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 32ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 33ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 7 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 7 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 7 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 7 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 7 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 7 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 7 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 7 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 7 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 7 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 7 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 7 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 7 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 7 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 7 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 7 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 58ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 7 59ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 7 60ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 61ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 7 62ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 63ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 7 64ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 7 65ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 1 dws SO: the, Input: [d]
1 2 2 3 9 8 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 13ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 8 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 8 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 8 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 8 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 8 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 8 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 8 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 8 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 8 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 8 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 8 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 8 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 8 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 8 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 8 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 8 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 8 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 8 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 8 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 8 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 8 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 8 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 8 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 8 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 1 dws SO: the, Input: [d]
1 2 2 3 9 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 9 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 9 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 9 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 9 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 101 dws SO: the, Input: [d]
1 2 2 3 9 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 105 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1011ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1012ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1013ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1017ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1018ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1019ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1020ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1021ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1022ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1023ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1024ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1025ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1042ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1043ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1044ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1045ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 111 dws SO: the, Input: [d]
1 2 2 3 9 112 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 113 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 115 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 117 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 118 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1110ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1111ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1113ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1114ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1115ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1116ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1117ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1118ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1119ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1120ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1121ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1122ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1123ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 1124ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1125ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1126ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1127ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1128ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1129ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 1130ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1131ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1132ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1133ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1134ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1135ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 1136ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1137ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1138ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1139ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1140ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1141ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 121 dws SO: the, Input: [d]
1 2 2 3 9 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 123 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 125 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 127 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 129 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1210ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1211ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1213ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1215ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1216ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1217ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1218ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1219ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1220ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1221ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1222ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1223ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 1224ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1225ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1226ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1227ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1228ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1229ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 1230ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1231ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1232ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1233ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1234ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1235ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 1236ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1237ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1238ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1239ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1240ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1241ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 131 dws SO: the, Input: [d]
1 2 2 3 9 132 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 133 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 134 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 135 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 136 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 137 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 138 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 139 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1310ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1311ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1312ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1313ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1314ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1315ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1316ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1317ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1318ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1319ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1320ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1321ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1322ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1323ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1324ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1325ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1326ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1327ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1328ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 1329ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1330ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1331ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1332ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1333ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1334ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1335ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 1336ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1337ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1338ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1339ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1340ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1341ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 1342ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1343ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1344ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1345ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1346ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1347ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 1348ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1349ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1350ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1351ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1352ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1353ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 141 dws SO: the, Input: [d]
1 2 2 3 9 142 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 143 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 145 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 147 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 148 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 149 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1410ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1411ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1412ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1413ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1414ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1415ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1416ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1417ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1418ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1419ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1420ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1421ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1422ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1423ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 1424ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1425ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1426ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1427ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1428ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1429ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 1430ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1431ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1432ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1433ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1434ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1435ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 1436ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1437ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1438ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1439ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1440ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1441ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 151 dws SO: the, Input: [d]
1 2 2 3 9 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 153 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 155 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 156 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 157 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 158 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 159 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1510ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1511ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1512ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1513ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1514ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1515ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1516ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1517ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1518ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1519ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1520ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1522ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1524ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1525ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1526ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1527ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1528ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1529ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1530ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1531ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 1532ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1533ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1534ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1535ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1536ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1537ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 1538ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1539ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1540ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1541ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1542ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1543ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 1544ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1545ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1546ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1547ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1548ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1549ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 161 dws SO: the, Input: [d]
1 2 2 3 9 162 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 163 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 165 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 167 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 168 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 169 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1610ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1611ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1612ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1613ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1614ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1615ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1616ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1617ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1618ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1619ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1620ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1621ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1622ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1623ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 1624ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1625ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1626ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1627ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1628ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1629ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 1630ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1631ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1632ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1633ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1634ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1635ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 1636ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1637ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1638ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1639ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1640ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1641ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 171 dws SO: the, Input: [d]
1 2 2 3 9 172 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 173 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 174 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 175 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 176 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 177 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 178 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 179 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1710ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1711ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1712ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1713ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1714ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1715ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1716ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1717ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1718ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1720ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1721ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1722ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1723ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1724ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1725ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1726ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1727ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 1728ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1729ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1730ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1731ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1732ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1733ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 1734ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1735ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1736ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1737ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1738ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1739ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 1740ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1741ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1742ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1743ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1744ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1745ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 181 dws SO: the, Input: [d]
1 2 2 3 9 182 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 183 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 184 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 185 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 186 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 187 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 188 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 189 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1810ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1811ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1812ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1813ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1814ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1815ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1816ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1817ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1818ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1819ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1820ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1821ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1822ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1823ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 1824ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1825ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1826ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1827ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1828ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1829ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 1830ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1831ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1832ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1833ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1834ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1835ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 1836ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1837ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1838ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1839ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1840ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1841ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 9 191 dws SO: the, Input: [d]
1 2 2 3 9 192 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 193 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 194 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 195 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 196 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 197 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 198 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 199 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1910ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1911ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1912ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1913ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1914ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1915ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1916ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1917ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1918ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1919ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1920ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1921ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 9 1922ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1923ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 9 1924ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1925ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1926ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1927ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1928ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1929ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 1930ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1931ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1932ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1933ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1934ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 1935ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 1936ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1937ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 1938ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1939ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 1940ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 9 1941ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 20ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 201 dws SO: the, Input: [d]
1 2 2 3 9 202 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 203 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 204 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 205 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 206 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 9 207 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 208 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 9 209 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 9 21ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 9 211 dws SO: the, Input: [d]
1 2 2 3 9 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 221 dws SO: the, Input: [d]
1 2 2 3 9 222 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 9 223 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 9 224 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 9 225 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 9 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 9 231 dws SO: the, Input: [d]
1 2 2 3 9 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 241 dws SO: the, Input: [d]
1 2 2 3 9 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 9 251 dws SO: the, Input: [d]
1 2 2 3 9 252 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 253 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 254 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 255 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 256 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 257 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 258 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 259 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 2510ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 2511ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 2512ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 2513ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 9 2514ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 2515ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 9 2516ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 2517ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 9 2518ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 9 2519ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 2520ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 9 2521ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 2522ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 9 2523ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 2524ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 9 2525ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 9 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 261 dws SO: the, Input: [d]
1 2 2 3 9 262 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 263 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 264 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 265 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 266 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 9 267 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 268 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 9 269 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 9 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 9 271 dws SO: the, Input: [d]
1 2 2 3 9 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 281 dws SO: the, Input: [d]
1 2 2 3 9 282 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 9 283 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 9 284 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 9 285 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 9 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 9 291 dws SO: the, Input: [d]
1 2 2 3 9 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 301 dws SO: the, Input: [d]
1 2 2 3 9 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 9 311 dws SO: the, Input: [d]
1 2 2 3 9 312 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 9 313 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 9 314 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 9 315 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 9 316 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 9 317 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 9 318 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 9 319 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 3110ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 9 3111ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 3112ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 9 3113ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 9 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 9 321 dws SO: the, Input: [d]
1 2 2 3 9 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 9 331 dws SO: the, Input: [d]
1 2 2 3 9 332 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 333 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 334 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 335 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 9 336 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 9 337 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 338 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 9 339 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 9 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 9 341 dws SO: the, Input: [d]
1 2 2 3 9 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 9 351 dws SO: the, Input: [d]
1 2 2 3 9 352 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 9 353 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 9 354 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 9 355 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 9 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 9 361 dws SO: the, Input: [d]
1 2 2 3 9 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 9 371 dws SO: the, Input: [d]
1 2 2 3 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 101 dws SO: the, Input: [d]
1 2 2 3 101 1 esm SO: {the,d}, Input: []
1 2 2 3 101 2 epm SO: <the,d>, Input: []
1 2 2 3 101 3 epm SO: <d,the>, Input: []
1 2 2 3 102 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 102 1 dws SO: the, Input: [d]
1 2 2 3 102 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 102 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 102 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 102 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 102 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 102 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 102 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 102 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 102 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 102 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 102 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 102 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 102 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 102 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 102 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 102 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 102 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 103 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 103 1 dws SO: the, Input: [d]
1 2 2 3 103 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 15ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 16ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 103 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 103 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 103 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 103 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 103 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 103 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 103 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 103 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 103 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 103 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 103 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 103 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 103 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 103 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 103 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 103 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 103 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 103 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 103 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 103 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 103 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 103 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 103 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 103 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 103 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 103 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 103 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 103 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 104 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 104 1 dws SO: the, Input: [d]
1 2 2 3 104 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 7 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 16ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 104 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 104 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 104 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 104 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 104 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 104 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 104 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 104 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 104 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 104 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 104 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 104 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 104 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 104 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 104 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 104 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 104 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 104 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 104 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 104 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 105 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 105 1 dws SO: the, Input: [d]
1 2 2 3 105 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 105 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 105 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 105 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 105 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 105 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 105 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 105 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 105 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 105 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 105 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 105 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 105 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 105 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 105 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 105 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 105 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 106 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 106 1 dws SO: the, Input: [d]
1 2 2 3 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 5 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 14ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 106 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 106 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 106 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 106 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 106 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 106 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 106 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 106 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 106 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 106 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 106 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 106 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 106 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 106 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 106 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 106 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 106 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 106 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 107 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 107 1 dws SO: the, Input: [d]
1 2 2 3 107 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 107 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 107 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 107 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 107 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 107 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 107 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 107 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 107 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 107 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 107 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 107 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 107 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 107 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 107 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 107 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 107 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 108 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 108 1 dws SO: the, Input: [d]
1 2 2 3 108 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 11ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 12ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 108 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 108 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 108 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 108 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 108 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 108 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 108 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 108 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 108 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 108 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 108 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 108 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 108 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 108 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 108 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 108 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 109 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 109 1 dws SO: the, Input: [d]
1 2 2 3 109 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 9 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 15ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 16ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 22ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 23ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 109 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 109 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 109 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 109 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 109 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 109 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 109 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 109 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 109 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 109 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 109 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 109 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 109 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 109 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 109 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 109 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 109 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 109 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 109 42ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 109 43ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 109 44ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 109 45ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1010ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 10101 dws SO: the, Input: [d]
1 2 2 3 10102 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10103 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10104 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10106 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10107 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10108 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10109 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101010ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101011ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101012ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101013ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101014ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101015ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101016ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101017ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101018ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101019ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 101020ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101021ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 101022ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101023ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101024ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101025ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101026ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 101027ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 101028ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101029ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101030ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101031ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101032ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101033ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1011ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 10111 dws SO: the, Input: [d]
1 2 2 3 10112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10117 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101116ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 101127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 101128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 101130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 101135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 101136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1012ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 10121 dws SO: the, Input: [d]
1 2 2 3 10122 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10123 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10124 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10127 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10129 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101211ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101212ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101214ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101216ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101218ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101219ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 101220ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101221ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 101222ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101223ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101224ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101225ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101226ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 101227ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 101228ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101229ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101230ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101231ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101232ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101233ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1013ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 10131 dws SO: the, Input: [d]
1 2 2 3 10132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10135 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101314ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 101323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 101324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 101326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 101331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 101332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1014ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 10141 dws SO: the, Input: [d]
1 2 2 3 10142 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10143 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10144 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10147 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10149 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101411ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101412ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101414ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101416ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101418ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101419ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 101420ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101421ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 101422ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101423ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101424ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101425ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101426ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 101427ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 101428ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101429ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101430ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101431ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101432ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101433ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1015ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 10151 dws SO: the, Input: [d]
1 2 2 3 10152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10153 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 10159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101511ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101512ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 101518ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 101519ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 101520ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101521ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 101522ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101523ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101524ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101525ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101526ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 101527ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 101528ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101529ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101530ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101531ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 101532ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 101533ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1016ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 10161 dws SO: the, Input: [d]
1 2 2 3 1017ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 10171 dws SO: the, Input: [d]
1 2 2 3 10172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 10173 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 10174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 10175 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 10176 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 10177 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 10178 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 10179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 101710ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 101711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 101712ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 101713ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 101714ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101715ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 101716ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 101717ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 101718ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 101719ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 101720ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 101721ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 101722ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 101723ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 101724ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 101725ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 1018ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 10181 dws SO: the, Input: [d]
1 2 2 3 10182 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 10183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 10184 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 10185 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 10186 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 10187 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 10188 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 10189 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 1019ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 10191 dws SO: the, Input: [d]
1 2 2 3 1020ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 10201 dws SO: the, Input: [d]
1 2 2 3 10202 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 10203 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 10204 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 10205 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 1021ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 10211 dws SO: the, Input: [d]
1 2 2 3 1022ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 10221 dws SO: the, Input: [d]
1 2 2 3 1023ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 10231 dws SO: the, Input: [d]
1 2 2 3 10232 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 10233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 10234 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 10235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 10236 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 10237 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 10238 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 10239 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 102310ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 102311ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 102312ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 102313ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 1024ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 10241 dws SO: the, Input: [d]
1 2 2 3 1025ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 10251 dws SO: the, Input: [d]
1 2 2 3 10252 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 10253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 10254 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 10255 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 10256 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 10257 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 10258 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 10259 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 1026ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 10261 dws SO: the, Input: [d]
1 2 2 3 1027ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 10271 dws SO: the, Input: [d]
1 2 2 3 10272 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 10273 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 10274 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 10275 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 1028ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 10281 dws SO: the, Input: [d]
1 2 2 3 1029ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 10291 dws SO: the, Input: [d]
1 2 2 3 11ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 111 dws SO: the, Input: [d]
1 2 2 3 111 1 esm SO: {the,d}, Input: []
1 2 2 3 111 2 epm SO: <the,d>, Input: []
1 2 2 3 111 3 epm SO: <d,the>, Input: []
1 2 2 3 112 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 112 1 dws SO: the, Input: [d]
1 2 2 3 112 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 112 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 112 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 112 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 112 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 112 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 112 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 112 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 112 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 112 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 112 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 112 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 112 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 112 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 112 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 112 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 112 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 112 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 112 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 112 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 112 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 113 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 113 1 dws SO: the, Input: [d]
1 2 2 3 113 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 113 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 113 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 113 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 113 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 113 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 113 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 113 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 113 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 113 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 113 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 113 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 113 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 113 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 113 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 113 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 113 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 113 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 113 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 114 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 114 1 dws SO: the, Input: [d]
1 2 2 3 114 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 5 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 8 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 9 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 11ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 12ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 14ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 16ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 18ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 19ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 114 20ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 114 21ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 114 22ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 114 23ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 114 24ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 114 25ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 114 26ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 114 27ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 114 28ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 114 29ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 114 30ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 114 31ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 114 32ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 114 33ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 114 34ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 114 35ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 114 36ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 114 37ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 115 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 115 1 dws SO: the, Input: [d]
1 2 2 3 115 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 15ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 16ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 17ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 18ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 19ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 22ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 23ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 24ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 25ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 27ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 29ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 30ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 31ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 115 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 115 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 115 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 115 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 115 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 115 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 115 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 115 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 115 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 115 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 115 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 115 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 115 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 115 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 115 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 115 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 115 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 115 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 115 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 115 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 115 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 115 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 115 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 115 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 115 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 115 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 115 58ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 115 59ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 115 60ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 115 61ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 116 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 116 1 dws SO: the, Input: [d]
1 2 2 3 116 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 7 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 13ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 15ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 16ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 20ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 22ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 23ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 116 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 116 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 116 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 116 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 116 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 116 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 116 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 116 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 116 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 116 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 116 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 116 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 116 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 116 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 116 38ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 116 39ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 116 40ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 116 41ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 116 42ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 116 43ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 116 44ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 116 45ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 117 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 117 1 dws SO: the, Input: [d]
1 2 2 3 117 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 117 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 117 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 117 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 117 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 117 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 117 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 117 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 117 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 117 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 117 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 117 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 117 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 117 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 117 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 117 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 117 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 117 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 117 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 118 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 118 1 dws SO: the, Input: [d]
1 2 2 3 118 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 118 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 118 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 118 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 118 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 118 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 118 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 118 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 118 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 118 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 118 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 118 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 118 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 118 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 118 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 118 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 118 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 118 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 118 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 118 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 118 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 119 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 119 1 dws SO: the, Input: [d]
1 2 2 3 119 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 119 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 119 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 119 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 119 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 119 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 119 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 119 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 119 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 119 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 119 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 119 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 119 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 119 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 119 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 119 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 119 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 119 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 119 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1110ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 11101 dws SO: the, Input: [d]
1 2 2 3 11102 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11103 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11105 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11106 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11107 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11108 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11109 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111010ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111011ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111012ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111013ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111014ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111015ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111016ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111017ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111018ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111019ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111020ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111021ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 111022ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111023ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111024ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111025ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 111026ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111027ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111028ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111029ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111030ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111031ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 111032ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111033ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111034ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111035ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111036ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111037ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 11111 dws SO: the, Input: [d]
1 2 2 3 11112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11119 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111110ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111111ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111112ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111113ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111114ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111115ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111116ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111117ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111118ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111120ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111122ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111124ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111126ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 111127ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111128ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111129ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111130ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111131ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111132ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111133ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 111134ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111135ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111136ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111137ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 111138ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111139ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111140ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111141ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111142ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111143ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 111144ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111145ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111146ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111147ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111148ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111149ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1112ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 11121 dws SO: the, Input: [d]
1 2 2 3 11122 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11123 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11125 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11126 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11127 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11128 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11129 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111210ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111211ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111212ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111213ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111214ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111215ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111216ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111217ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111218ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111219ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111220ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111221ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 111222ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111223ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111224ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111225ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 111226ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111227ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111228ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111229ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111230ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111231ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 111232ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111233ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111234ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111235ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111236ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111237ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 11131 dws SO: the, Input: [d]
1 2 2 3 11132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11137 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111311ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111312ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111314ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111315ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111316ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111318ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 111330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 111334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 111340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1114ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 11141 dws SO: the, Input: [d]
1 2 2 3 11142 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11143 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11145 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11146 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11147 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11148 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11149 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111410ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111411ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111412ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111413ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111414ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111416ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111417ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111418ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111419ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111420ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111421ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 111422ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111423ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111424ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111425ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 111426ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111427ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111428ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111429ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111430ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111431ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 111432ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111433ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111434ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111435ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111436ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111437ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1115ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 11151 dws SO: the, Input: [d]
1 2 2 3 11152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11155 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11159 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111510ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111511ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111513ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111514ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111516ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111518ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111520ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111522ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111523ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111524ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111525ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 111526ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111527ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111528ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111529ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 111530ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111531ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111532ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111533ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111534ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111535ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 111536ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111537ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111538ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111539ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111540ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111541ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1116ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 11161 dws SO: the, Input: [d]
1 2 2 3 11162 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11163 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11165 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11166 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11167 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11168 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11169 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111610ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111611ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111612ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111613ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111614ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111616ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111617ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111618ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111619ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111620ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111621ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 111622ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111623ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111624ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111625ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 111626ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111627ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111628ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111629ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111630ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111631ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 111632ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111633ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111634ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111635ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111636ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111637ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1117ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 11171 dws SO: the, Input: [d]
1 2 2 3 11172 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11173 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11175 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11176 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11177 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11178 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 11179 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111710ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111711ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111712ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111714ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111716ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111718ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111719ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 111720ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111721ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 111722ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111723ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111724ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111725ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 111726ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111727ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111728ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111729ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111730ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 111731ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 111732ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111733ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 111734ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111735ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 111736ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 111737ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1118ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 11181 dws SO: the, Input: [d]
1 2 2 3 11182 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 11183 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 11184 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 11185 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 1119ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 11191 dws SO: the, Input: [d]
1 2 2 3 1120ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 11201 dws SO: the, Input: [d]
1 2 2 3 1121ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 11211 dws SO: the, Input: [d]
1 2 2 3 11212 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 11213 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 11214 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 11215 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 11216 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 11217 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 11218 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 11219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 112110ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 112111ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 112112ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 112113ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 112114ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 112115ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 112116ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 112117ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 112118ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 112119ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 112120ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 112121ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 112122ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 112123ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 112124ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 112125ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 1122ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 11221 dws SO: the, Input: [d]
1 2 2 3 11222 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 11223 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 11224 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 11225 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 11226 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 11227 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 11228 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 11229 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 1123ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 11231 dws SO: the, Input: [d]
1 2 2 3 1124ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 11241 dws SO: the, Input: [d]
1 2 2 3 11242 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 11243 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 11244 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 11245 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 1125ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 11251 dws SO: the, Input: [d]
1 2 2 3 1126ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 11261 dws SO: the, Input: [d]
1 2 2 3 1127ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 11271 dws SO: the, Input: [d]
1 2 2 3 11272 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 11273 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 11274 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 11275 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 11276 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 11277 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 11278 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 11279 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 112710ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 112711ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 112712ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 112713ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 1128ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 11281 dws SO: the, Input: [d]
1 2 2 3 1129ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 11291 dws SO: the, Input: [d]
1 2 2 3 11292 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 11293 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 11294 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 11295 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 11296 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 11297 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 11298 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 11299 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 1130ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 11301 dws SO: the, Input: [d]
1 2 2 3 1131ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 11311 dws SO: the, Input: [d]
1 2 2 3 11312 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 11313 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 11314 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 11315 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 1132ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 11321 dws SO: the, Input: [d]
1 2 2 3 1133ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 11331 dws SO: the, Input: [d]
1 2 2 3 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 121 dws SO: the, Input: [d]
1 2 2 3 121 1 esm SO: {the,d}, Input: []
1 2 2 3 121 2 epm SO: <the,d>, Input: []
1 2 2 3 121 3 epm SO: <d,the>, Input: []
1 2 2 3 122 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 122 1 dws SO: the, Input: [d]
1 2 2 3 122 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 122 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 122 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 122 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 122 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 122 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 122 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 122 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 122 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 122 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 122 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 122 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 122 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 122 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 122 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 122 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 122 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 123 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 123 1 dws SO: the, Input: [d]
1 2 2 3 123 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 15ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 16ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 123 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 123 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 123 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 123 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 123 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 123 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 123 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 123 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 123 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 123 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 123 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 123 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 123 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 123 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 123 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 123 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 123 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 123 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 123 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 123 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 123 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 123 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 123 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 123 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 123 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 123 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 123 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 123 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 124 1 dws SO: the, Input: [d]
1 2 2 3 124 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 7 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 16ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 124 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 124 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 124 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 124 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 124 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 124 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 124 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 124 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 124 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 124 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 124 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 124 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 124 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 124 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 124 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 124 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 124 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 124 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 124 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 124 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 125 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 125 1 dws SO: the, Input: [d]
1 2 2 3 125 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 125 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 125 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 125 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 125 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 125 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 125 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 125 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 125 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 125 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 125 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 125 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 125 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 125 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 125 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 125 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 125 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 126 1 dws SO: the, Input: [d]
1 2 2 3 126 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 5 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 14ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 126 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 126 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 126 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 126 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 126 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 126 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 126 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 126 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 126 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 126 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 126 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 126 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 126 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 126 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 126 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 126 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 126 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 126 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 127 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 127 1 dws SO: the, Input: [d]
1 2 2 3 127 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 127 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 127 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 127 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 127 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 127 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 127 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 127 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 127 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 127 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 127 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 127 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 127 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 127 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 127 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 127 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 127 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 128 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 128 1 dws SO: the, Input: [d]
1 2 2 3 128 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 11ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 12ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 128 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 128 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 128 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 128 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 128 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 128 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 128 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 128 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 128 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 128 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 128 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 128 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 128 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 128 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 128 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 128 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 129 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 129 1 dws SO: the, Input: [d]
1 2 2 3 129 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 9 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 15ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 16ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 22ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 23ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 129 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 129 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 129 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 129 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 129 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 129 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 129 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 129 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 129 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 129 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 129 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 129 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 129 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 129 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 129 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 129 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 129 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 129 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 129 42ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 129 43ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 129 44ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 129 45ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1210ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 12101 dws SO: the, Input: [d]
1 2 2 3 12102 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12103 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12104 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12106 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12107 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12108 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12109 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121010ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121011ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121012ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121013ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121014ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121015ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121016ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121017ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121018ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121019ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 121020ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121021ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 121022ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121023ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121024ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121025ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121026ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 121027ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 121028ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121029ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121030ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121031ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121032ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121033ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1211ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 12111 dws SO: the, Input: [d]
1 2 2 3 12112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12117 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121116ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 121127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 121128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 121130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 121135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 121136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1212ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 12121 dws SO: the, Input: [d]
1 2 2 3 12122 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12123 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12124 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12127 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12129 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121211ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121212ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121214ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121216ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121218ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121219ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 121220ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121221ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 121222ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121223ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121224ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121225ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121226ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 121227ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 121228ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121229ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121230ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121231ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121232ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121233ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1213ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 12131 dws SO: the, Input: [d]
1 2 2 3 12132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12135 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121314ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 121323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 121324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 121326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 121331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 121332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1214ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 12141 dws SO: the, Input: [d]
1 2 2 3 12142 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12143 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12144 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12147 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12149 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121411ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121412ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121414ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121416ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121418ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121419ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 121420ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121421ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 121422ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121423ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121424ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121425ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121426ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 121427ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 121428ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121429ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121430ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121431ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121432ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121433ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1215ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 12151 dws SO: the, Input: [d]
1 2 2 3 12152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12153 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 12159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121511ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121512ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 121518ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 121519ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 121520ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121521ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 121522ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121523ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121524ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121525ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121526ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 121527ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 121528ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121529ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121530ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121531ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 121532ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 121533ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1216ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 12161 dws SO: the, Input: [d]
1 2 2 3 1217ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 12171 dws SO: the, Input: [d]
1 2 2 3 12172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 12173 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 12174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 12175 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 12176 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 12177 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 12178 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 12179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 121710ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 121711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 121712ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 121713ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 121714ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121715ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 121716ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 121717ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 121718ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 121719ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 121720ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 121721ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 121722ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 121723ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 121724ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 121725ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 1218ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 12181 dws SO: the, Input: [d]
1 2 2 3 12182 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 12183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 12184 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 12185 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 12186 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 12187 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 12188 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 12189 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 1219ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 12191 dws SO: the, Input: [d]
1 2 2 3 1220ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 12201 dws SO: the, Input: [d]
1 2 2 3 12202 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 12203 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 12204 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 12205 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 1221ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 12211 dws SO: the, Input: [d]
1 2 2 3 1222ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 12221 dws SO: the, Input: [d]
1 2 2 3 1223ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 12231 dws SO: the, Input: [d]
1 2 2 3 12232 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 12233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 12234 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 12235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 12236 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 12237 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 12238 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 12239 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 122310ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 122311ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 122312ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 122313ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 1224ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 12241 dws SO: the, Input: [d]
1 2 2 3 1225ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 12251 dws SO: the, Input: [d]
1 2 2 3 12252 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 12253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 12254 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 12255 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 12256 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 12257 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 12258 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 12259 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 1226ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 12261 dws SO: the, Input: [d]
1 2 2 3 1227ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 12271 dws SO: the, Input: [d]
1 2 2 3 12272 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 12273 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 12274 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 12275 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 1228ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 12281 dws SO: the, Input: [d]
1 2 2 3 1229ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 12291 dws SO: the, Input: [d]
1 2 2 3 13ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 3 131 dws SO: the, Input: [d]
1 2 2 3 131 1 esm SO: {the,d}, Input: []
1 2 2 3 131 2 epm SO: <the,d>, Input: []
1 2 2 3 131 3 epm SO: <d,the>, Input: []
1 2 2 3 132 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 132 1 dws SO: the, Input: [d]
1 2 2 3 132 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 11ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 12ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 132 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 132 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 132 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 132 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 132 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 132 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 132 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 132 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 132 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 132 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 132 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 132 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 132 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 132 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 132 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 132 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 133 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 133 1 dws SO: the, Input: [d]
1 2 2 3 133 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 15ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 16ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 133 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 133 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 133 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 133 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 133 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 133 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 133 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 133 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 133 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 133 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 133 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 133 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 133 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 133 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 133 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 133 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 133 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 133 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 133 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 133 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 133 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 133 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 133 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 133 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 133 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 133 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 133 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 133 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 134 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 134 1 dws SO: the, Input: [d]
1 2 2 3 134 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 7 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 13ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 19ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 20ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 21ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 134 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 134 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 134 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 134 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 134 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 134 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 134 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 134 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 134 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 134 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 134 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 134 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 134 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 134 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 134 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 134 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 134 38ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 134 39ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 134 40ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 134 41ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 135 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 135 1 dws SO: the, Input: [d]
1 2 2 3 135 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 11ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 12ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 135 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 135 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 135 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 135 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 135 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 135 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 135 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 135 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 135 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 135 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 135 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 135 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 135 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 135 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 135 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 135 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 136 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 136 1 dws SO: the, Input: [d]
1 2 2 3 136 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 3 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 5 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 8 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 9 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 11ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 12ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 14ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 16ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 18ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 19ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 136 20ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 136 21ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 136 22ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 136 23ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 136 24ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 136 25ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 136 26ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 136 27ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 136 28ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 136 29ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 136 30ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 136 31ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 136 32ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 136 33ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 136 34ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 136 35ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 136 36ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 136 37ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 137 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 137 1 dws SO: the, Input: [d]
1 2 2 3 137 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 11ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 12ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 137 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 137 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 137 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 137 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 137 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 137 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 137 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 137 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 137 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 137 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 137 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 137 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 137 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 137 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 137 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 137 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 138 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 138 1 dws SO: the, Input: [d]
1 2 2 3 138 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 11ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 12ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 138 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 138 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 138 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 138 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 138 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 138 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 138 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 138 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 138 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 138 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 138 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 138 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 138 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 138 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 138 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 138 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 139 1 dws SO: the, Input: [d]
1 2 2 3 139 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 9 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 13ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 15ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 16ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 20ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 22ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 23ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 139 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 139 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 139 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 139 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 139 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 139 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 139 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 139 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 139 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 139 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 139 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 139 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 139 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 139 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 139 38ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 139 39ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 139 40ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 139 41ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 139 42ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 139 43ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 139 44ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 139 45ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1310ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 13101 dws SO: the, Input: [d]
1 2 2 3 13102 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13103 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13104 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13106 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13107 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13108 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13109 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131010ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131011ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131012ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131013ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131014ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131015ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131016ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131017ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131018ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131019ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 131020ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131021ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 131022ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131023ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131024ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131025ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131026ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131027ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 131028ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131029ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131030ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131031ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131032ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131033ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1311ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 13111 dws SO: the, Input: [d]
1 2 2 3 13112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13117 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131112ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131113ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131114ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131116ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131122ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131123ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131124ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131125ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131126ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131127ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 131128ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131129ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 131130ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131131ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131132ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131133ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131134ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131135ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 131136ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131137ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131138ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131139ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131140ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131141ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1312ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 13121 dws SO: the, Input: [d]
1 2 2 3 13122 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13123 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13124 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13126 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13127 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13128 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13129 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131210ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131211ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131212ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131214ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131215ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131216ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131217ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131218ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131219ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 131220ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131221ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 131222ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131223ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131224ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131225ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131226ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131227ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 131228ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131229ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131230ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131231ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131232ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131233ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1313ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 13131 dws SO: the, Input: [d]
1 2 2 3 13132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13133 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13134 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13135 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13136 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13138 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13139 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131310ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131311ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131312ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131314ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131316ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131318ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131319ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131320ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131321ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131322ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131323ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 131324ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131325ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 131326ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131327ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131328ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131329ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131330ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131331ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 131332ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131333ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131334ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131335ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131336ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131337ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1314ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 13141 dws SO: the, Input: [d]
1 2 2 3 13142 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13143 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13144 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13146 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13147 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13148 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13149 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131410ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131411ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131412ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131414ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131415ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131416ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131417ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131418ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131419ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 131420ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131421ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 131422ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131423ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131424ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131425ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131426ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131427ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 131428ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131429ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131430ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131431ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131432ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131433ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1315ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 3 13151 dws SO: the, Input: [d]
1 2 2 3 13152 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13153 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13154 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13156 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13157 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13158 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 13159 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131510ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131511ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131512ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131514ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131515ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131516ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131517ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 3 131518ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131519ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 3 131520ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131521ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 131522ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131523ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131524ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131525ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131526ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 131527ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 131528ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131529ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131530ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131531ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 131532ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 3 131533ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 3 1316ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 13161 dws SO: the, Input: [d]
1 2 2 3 1317ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 3 13171 dws SO: the, Input: [d]
1 2 2 3 13172 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 13173 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 13174 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 13175 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 13176 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 13177 ism SO: {{book,{book,{book,n!case}}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 13178 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 13179 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 131710ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 131711ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 131712ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 131713ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 3 131714ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131715ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 131716ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 131717ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 131718ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 131719ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 131720ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 131721ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 131722ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 131723ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 131724ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 3 131725ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 3 1318ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 13181 dws SO: the, Input: [d]
1 2 2 3 13182 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 13183 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 13184 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 13185 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 13186 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 13187 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 13188 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 13189 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 1319ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 13191 dws SO: the, Input: [d]
1 2 2 3 1320ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 13201 dws SO: the, Input: [d]
1 2 2 3 13202 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 13203 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 13204 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 13205 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 1321ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 13211 dws SO: the, Input: [d]
1 2 2 3 1322ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 13221 dws SO: the, Input: [d]
1 2 2 3 1323ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 13231 dws SO: the, Input: [d]
1 2 2 3 13232 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 13233 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 13234 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 13235 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 13236 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 13237 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 13238 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 13239 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 132310ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 132311ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 132312ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 132313ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 1324ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 13241 dws SO: the, Input: [d]
1 2 2 3 1325ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 13251 dws SO: the, Input: [d]
1 2 2 3 13252 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 13253 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 13254 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 13255 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 13256 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 13257 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 13258 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 13259 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 1326ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 13261 dws SO: the, Input: [d]
1 2 2 3 1327ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 13271 dws SO: the, Input: [d]
1 2 2 3 13272 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 13273 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 13274 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 13275 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 1328ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 3 13281 dws SO: the, Input: [d]
1 2 2 3 1329ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 3 13291 dws SO: the, Input: [d]
1 2 2 3 14ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 141 dws SO: the, Input: [d]
1 2 2 3 141 1 esm SO: {the,d}, Input: []
1 2 2 3 141 2 epm SO: <the,d>, Input: []
1 2 2 3 141 3 epm SO: <d,the>, Input: []
1 2 2 3 142 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 142 1 dws SO: the, Input: [d]
1 2 2 3 142 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 142 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 142 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 142 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 142 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 142 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 142 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 142 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 3 142 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 142 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 142 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 142 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 143 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 143 1 dws SO: the, Input: [d]
1 2 2 3 143 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 143 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 143 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 143 5 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 143 6 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 143 7 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 143 8 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 143 9 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 143 10ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 143 11ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 143 12ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 143 13ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 3 143 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 143 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 143 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 143 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 144 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 144 1 dws SO: the, Input: [d]
1 2 2 3 144 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 144 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 144 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 144 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 144 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 144 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 144 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 144 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 3 144 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 144 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 144 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 144 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 145 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 145 1 dws SO: the, Input: [d]
1 2 2 3 145 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 145 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 145 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 145 5 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 145 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 145 7 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 145 8 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 145 9 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 3 145 10ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 145 11ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 145 12ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 145 13ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 146 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 146 1 dws SO: the, Input: [d]
1 2 2 3 147 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 147 1 dws SO: the, Input: [d]
1 2 2 3 147 2 ism SO: {book,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 3 147 3 ism SO: {n!case,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 3 147 4 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 147 5 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 148 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 148 1 dws SO: the, Input: [d]
1 2 2 3 149 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 149 1 dws SO: the, Input: [d]
1 2 2 3 15ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 3 151 dws SO: the, Input: [d]
1 2 2 3 151 1 esm SO: {the,d}, Input: []
1 2 2 3 151 2 epm SO: <the,d>, Input: []
1 2 2 3 151 3 epm SO: <d,the>, Input: []
1 2 2 3 16ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 161 dws SO: the, Input: [d]
1 2 2 3 161 1 esm SO: {the,d}, Input: []
1 2 2 3 161 2 epm SO: <the,d>, Input: []
1 2 2 3 161 3 epm SO: <d,the>, Input: []
1 2 2 3 162 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 162 1 dws SO: the, Input: [d]
1 2 2 3 162 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 162 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 162 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 162 5 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 162 6 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 3 162 7 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 3 162 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 3 162 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 3 163 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 163 1 dws SO: the, Input: [d]
1 2 2 3 163 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 163 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 163 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 163 5 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 163 6 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 3 163 7 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 3 163 8 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 3 163 9 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 3 164 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 164 1 dws SO: the, Input: [d]
1 2 2 3 165 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 165 1 dws SO: the, Input: [d]
1 2 2 3 17ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 3 171 dws SO: the, Input: [d]
1 2 2 3 171 1 esm SO: {the,d}, Input: []
1 2 2 3 171 2 epm SO: <the,d>, Input: []
1 2 2 3 171 3 epm SO: <d,the>, Input: []
1 2 2 3 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 2 3 181 dws SO: the, Input: [d]
1 2 2 3 181 1 esm SO: {the,d}, Input: []
1 2 2 3 181 2 epm SO: <the,d>, Input: []
1 2 2 3 181 3 epm SO: <d,the>, Input: []
1 2 2 3 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 3 191 dws SO: the, Input: [d]
1 2 2 3 191 1 esm SO: {the,d}, Input: []
1 2 2 3 191 2 epm SO: <the,d>, Input: []
1 2 2 3 191 3 epm SO: <d,the>, Input: []
1 2 2 3 192 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 192 1 dws SO: the, Input: [d]
1 2 2 3 192 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 192 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 192 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 192 5 ism SO: {{book,{book,n!case}},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 192 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 192 7 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 192 8 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 192 9 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 192 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 192 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 3 192 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 192 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 192 14ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 192 15ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 192 16ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 192 17ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 3 193 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 193 1 dws SO: the, Input: [d]
1 2 2 3 193 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 3 ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 5 ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 6 ism SO: {n!case,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 7 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 8 ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 10ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 11ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 12ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 13ism SO: {n!case,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 193 14ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 193 15ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 193 16ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 193 17ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 193 18ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 3 193 19ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 3 193 20ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 193 21ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 193 22ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 193 23ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 193 24ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 193 25ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 3 194 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 194 1 dws SO: the, Input: [d]
1 2 2 3 194 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 194 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 194 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 194 5 ism SO: {{book,{book,n!case}},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 194 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 194 7 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 194 8 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 194 9 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 194 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 194 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 3 194 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 194 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 194 14ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 194 15ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 194 16ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 194 17ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 3 195 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 195 1 dws SO: the, Input: [d]
1 2 2 3 195 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 195 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 195 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 195 5 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 195 6 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 195 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 195 8 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 195 9 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 195 10ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 195 11ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 195 12ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 195 13ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 195 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 3 195 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 3 195 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 195 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 195 18ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 195 19ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 195 20ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 195 21ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 3 196 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 196 1 dws SO: the, Input: [d]
1 2 2 3 196 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 196 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 196 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 196 5 ism SO: {{book,{book,n!case}},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 196 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 196 7 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 196 8 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 196 9 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 196 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 196 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 3 196 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 196 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 196 14ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 196 15ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 196 16ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 196 17ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 3 197 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 3 197 1 dws SO: the, Input: [d]
1 2 2 3 197 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 197 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 197 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 197 5 ism SO: {{book,{book,n!case}},{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 197 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 197 7 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 197 8 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 197 9 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 3 197 10ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 3 197 11ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 3 197 12ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 197 13ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 197 14ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 197 15ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 197 16ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 3 197 17ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 3 198 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 198 1 dws SO: the, Input: [d]
1 2 2 3 199 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 199 1 dws SO: the, Input: [d]
1 2 2 3 199 2 ism SO: {book,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 199 3 ism SO: {{book,n!case},<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 199 4 ism SO: {book,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 199 5 ism SO: {n!case,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 199 6 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 199 7 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 199 8 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 199 9 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 1910ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 19101 dws SO: the, Input: [d]
1 2 2 3 1911ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 19111 dws SO: the, Input: [d]
1 2 2 3 19112 ism SO: {book,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 3 19113 ism SO: {n!case,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 3 19114 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 19115 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 1912ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 3 19121 dws SO: the, Input: [d]
1 2 2 3 1913ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 3 19131 dws SO: the, Input: [d]
1 2 2 3 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 3 201 dws SO: the, Input: [d]
1 2 2 3 201 1 esm SO: {the,d}, Input: []
1 2 2 3 201 2 epm SO: <the,d>, Input: []
1 2 2 3 201 3 epm SO: <d,the>, Input: []
1 2 2 3 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 3 211 dws SO: the, Input: [d]
1 2 2 3 211 1 esm SO: {the,d}, Input: []
1 2 2 3 211 2 epm SO: <the,d>, Input: []
1 2 2 3 211 3 epm SO: <d,the>, Input: []
1 2 2 3 212 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 212 1 dws SO: the, Input: [d]
1 2 2 3 212 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 212 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 212 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 212 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 212 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 212 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 212 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 212 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 3 212 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 212 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 212 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 212 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 213 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 213 1 dws SO: the, Input: [d]
1 2 2 3 213 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 213 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 213 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 213 5 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 213 6 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 213 7 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 213 8 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 213 9 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 213 10ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 213 11ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 213 12ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 213 13ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 3 213 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 213 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 213 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 213 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 214 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 214 1 dws SO: the, Input: [d]
1 2 2 3 214 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 214 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 214 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 214 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 214 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 214 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 214 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 214 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 3 214 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 214 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 214 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 214 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 215 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 3 215 1 dws SO: the, Input: [d]
1 2 2 3 215 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 215 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 215 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 215 5 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 215 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 215 7 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 3 215 8 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 215 9 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 3 215 10ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 215 11ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 3 215 12ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 3 215 13ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 3 216 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 216 1 dws SO: the, Input: [d]
1 2 2 3 217 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 3 217 1 dws SO: the, Input: [d]
1 2 2 3 217 2 ism SO: {book,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 3 217 3 ism SO: {n!case,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 3 217 4 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 217 5 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 218 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 3 218 1 dws SO: the, Input: [d]
1 2 2 3 219 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 3 219 1 dws SO: the, Input: [d]
1 2 2 3 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 3 221 dws SO: the, Input: [d]
1 2 2 3 221 1 esm SO: {the,d}, Input: []
1 2 2 3 221 2 epm SO: <the,d>, Input: []
1 2 2 3 221 3 epm SO: <d,the>, Input: []
1 2 2 3 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 3 231 dws SO: the, Input: [d]
1 2 2 3 231 1 esm SO: {the,d}, Input: []
1 2 2 3 231 2 epm SO: <the,d>, Input: []
1 2 2 3 231 3 epm SO: <d,the>, Input: []
1 2 2 3 232 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 232 1 dws SO: the, Input: [d]
1 2 2 3 232 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 232 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 232 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 232 5 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 232 6 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 3 232 7 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 3 232 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 3 232 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 3 233 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 3 233 1 dws SO: the, Input: [d]
1 2 2 3 233 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 233 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 233 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 233 5 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 3 233 6 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 3 233 7 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 3 233 8 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 3 233 9 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 3 234 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 3 234 1 dws SO: the, Input: [d]
1 2 2 3 235 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 3 235 1 dws SO: the, Input: [d]
1 2 2 3 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 3 241 dws SO: the, Input: [d]
1 2 2 3 241 1 esm SO: {the,d}, Input: []
1 2 2 3 241 2 epm SO: <the,d>, Input: []
1 2 2 3 241 3 epm SO: <d,the>, Input: []
1 2 2 3 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 2 3 251 dws SO: the, Input: [d]
1 2 2 3 251 1 esm SO: {the,d}, Input: []
1 2 2 3 251 2 epm SO: <the,d>, Input: []
1 2 2 3 251 3 epm SO: <d,the>, Input: []
1 2 2 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 2 4 1 dws SO: the, Input: [d]
1 2 2 4 1 1 esm SO: {the,d}, Input: []
1 2 2 4 1 1 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 4 1 2 epm SO: <the,d>, Input: []
1 2 2 4 1 2 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 4 1 3 epm SO: <d,the>, Input: []
1 2 2 4 1 3 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 4 2 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 4 2 1 dws SO: the, Input: [d]
1 2 2 4 2 1 1 esm SO: {the,d}, Input: []
1 2 2 4 2 1 2 epm SO: <the,d>, Input: []
1 2 2 4 2 1 3 epm SO: <d,the>, Input: []
1 2 2 4 2 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 1 dws SO: the, Input: [d]
1 2 2 4 2 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 2 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 1 dws SO: the, Input: [d]
1 2 2 4 2 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 2 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 1 dws SO: the, Input: [d]
1 2 2 4 2 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 2 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 1 dws SO: the, Input: [d]
1 2 2 4 2 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 2 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 1 dws SO: the, Input: [d]
1 2 2 4 2 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 2 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 1 dws SO: the, Input: [d]
1 2 2 4 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 2 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 1 dws SO: the, Input: [d]
1 2 2 4 2 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 2 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 1 dws SO: the, Input: [d]
1 2 2 4 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 2 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 2 101 dws SO: the, Input: [d]
1 2 2 4 2 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 2 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 2 111 dws SO: the, Input: [d]
1 2 2 4 2 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 2 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 2 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 2 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 2 121 dws SO: the, Input: [d]
1 2 2 4 2 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 2 131 dws SO: the, Input: [d]
1 2 2 4 2 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 2 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 2 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 2 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 2 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 2 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 2 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 2 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 2 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 2 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 2 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 2 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 2 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 4 2 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 2 141 dws SO: the, Input: [d]
1 2 2 4 2 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 2 151 dws SO: the, Input: [d]
1 2 2 4 2 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 2 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 2 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 2 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 2 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 2 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 2 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 2 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 2 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 2 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 4 2 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 2 161 dws SO: the, Input: [d]
1 2 2 4 2 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 2 171 dws SO: the, Input: [d]
1 2 2 4 2 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 2 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 2 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 2 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 2 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 2 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 2 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 2 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 2 181 dws SO: the, Input: [d]
1 2 2 4 2 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 2 191 dws SO: the, Input: [d]
1 2 2 4 2 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 2 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 2 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 2 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 2 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 2 201 dws SO: the, Input: [d]
1 2 2 4 2 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 2 211 dws SO: the, Input: [d]
1 2 2 4 3 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 4 3 1 dws SO: the, Input: [d]
1 2 2 4 3 1 1 esm SO: {the,d}, Input: []
1 2 2 4 3 1 2 epm SO: <the,d>, Input: []
1 2 2 4 3 1 3 epm SO: <d,the>, Input: []
1 2 2 4 3 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 1 dws SO: the, Input: [d]
1 2 2 4 3 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 9 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 21ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 23ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 25ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 2 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 2 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 2 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 2 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 1 dws SO: the, Input: [d]
1 2 2 4 3 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 3 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 3 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 3 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 3 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 1 dws SO: the, Input: [d]
1 2 2 4 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 7 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 16ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 18ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 20ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 4 24ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 4 25ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 4 26ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 4 27ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 1 dws SO: the, Input: [d]
1 2 2 4 3 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 5 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 5 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 5 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 5 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 1 dws SO: the, Input: [d]
1 2 2 4 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 5 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 14ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 16ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 18ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 21ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 6 22ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 6 23ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 6 24ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 6 25ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 1 dws SO: the, Input: [d]
1 2 2 4 3 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 7 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 7 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 7 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 7 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 1 dws SO: the, Input: [d]
1 2 2 4 3 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 11ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 12ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 14ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 16ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 17ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 19ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 8 20ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 8 21ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 8 22ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 8 23ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 1 dws SO: the, Input: [d]
1 2 2 4 3 9 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 11ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 12ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 14ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 16ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 17ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 18ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 19ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 21ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 23ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 25ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 26ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 27ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 9 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 9 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 9 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 9 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 9 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 9 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 9 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 9 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 9 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 9 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 9 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 9 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 9 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 9 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 9 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 9 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 9 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 9 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 9 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 9 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 9 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 9 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 9 50ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 9 51ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 9 52ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 9 53ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 101 dws SO: the, Input: [d]
1 2 2 4 3 102 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 103 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 104 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 105 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 106 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 107 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 108 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 109 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1010ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1011ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1012ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1013ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1014ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1015ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1016ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1017ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1018ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1019ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1020ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1021ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 1022ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1023ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1024ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1025ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1026ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1027ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1028ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1029ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 1030ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1031ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1032ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1033ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1034ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1035ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1036ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1037ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 111 dws SO: the, Input: [d]
1 2 2 4 3 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 119 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1110ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1112ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1113ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1114ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1115ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1116ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1117ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1118ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 121 dws SO: the, Input: [d]
1 2 2 4 3 122 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 123 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 124 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 125 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 126 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 127 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 128 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 129 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1210ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1211ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1212ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1214ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1215ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1216ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1217ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1218ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1219ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1220ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1221ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 1222ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1223ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1224ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1225ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1226ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1227ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1228ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1229ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 1230ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1231ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1232ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1233ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1234ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1235ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1236ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1237ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 13ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 131 dws SO: the, Input: [d]
1 2 2 4 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 137 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 138 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1313ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1314ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1315ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1316ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1318ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1324ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1325ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1326ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1327ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1328ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1329ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 1330ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1331ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1332ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1333ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1334ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1335ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1336ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1337ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 1338ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1339ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1340ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1341ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1342ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1343ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1344ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1345ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 141 dws SO: the, Input: [d]
1 2 2 4 3 142 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 143 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 144 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 145 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 146 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 147 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 148 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 149 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1410ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1411ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1412ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1414ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1416ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1417ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1418ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1419ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1420ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1421ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 1422ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1423ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1424ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1425ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1426ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1427ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1428ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1429ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 1430ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1431ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1432ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1433ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1434ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1435ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1436ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1437ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 15ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 151 dws SO: the, Input: [d]
1 2 2 4 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 153 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 154 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 155 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 156 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 157 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 159 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1511ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1512ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1513ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1514ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1516ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1518ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1520ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1521ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1522ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1523ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1524ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1525ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 1526ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1527ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1528ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1529ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1530ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1531ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1532ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1533ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 1534ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1535ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1536ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1537ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1538ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1539ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1540ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1541ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 161 dws SO: the, Input: [d]
1 2 2 4 3 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 163 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1611ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1612ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1614ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1616ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1617ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1619ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1620ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1621ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 1622ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1623ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 17ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 3 171 dws SO: the, Input: [d]
1 2 2 4 3 172 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 173 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 174 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 175 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 176 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 177 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 178 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 179 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1710ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1711ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1712ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1714ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1716ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1717ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1718ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1719ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 3 1720ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1721ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 3 1722ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1723ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1724ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1725ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1726ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1727ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1728ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 1729ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 1730ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1731ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 1732ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1733ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1734ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1735ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1736ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 3 1737ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 18ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 181 dws SO: the, Input: [d]
1 2 2 4 3 182 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 183 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 184 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 185 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 186 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 187 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 188 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 3 189 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 1810ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 3 1811ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 1812ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 3 1813ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 4 3 19ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 3 191 dws SO: the, Input: [d]
1 2 2 4 3 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 201 dws SO: the, Input: [d]
1 2 2 4 3 202 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 3 203 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 3 204 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 3 205 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 3 206 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 3 207 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 208 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 3 209 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 3 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 3 211 dws SO: the, Input: [d]
1 2 2 4 3 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 221 dws SO: the, Input: [d]
1 2 2 4 3 222 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 3 223 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 3 224 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 3 225 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 3 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 3 231 dws SO: the, Input: [d]
1 2 2 4 3 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 241 dws SO: the, Input: [d]
1 2 2 4 3 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 3 251 dws SO: the, Input: [d]
1 2 2 4 3 252 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 3 253 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 3 254 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 3 255 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 3 256 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 3 257 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 3 258 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 3 259 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 3 2510ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 3 2511ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 2512ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 3 2513ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 2514ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 3 2515ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 2516ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 3 2517ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 4 3 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 3 261 dws SO: the, Input: [d]
1 2 2 4 3 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 3 271 dws SO: the, Input: [d]
1 2 2 4 3 272 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 273 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 274 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 275 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 276 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 277 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 3 278 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 3 279 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 2710ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 3 2711ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 2712ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 3 2713ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 4 3 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 3 281 dws SO: the, Input: [d]
1 2 2 4 3 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 3 291 dws SO: the, Input: [d]
1 2 2 4 3 292 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 3 293 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 3 294 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 3 295 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 3 296 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 3 297 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 298 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 3 299 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 3 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 3 301 dws SO: the, Input: [d]
1 2 2 4 3 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 3 311 dws SO: the, Input: [d]
1 2 2 4 3 312 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 3 313 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 3 314 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 3 315 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 3 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 3 321 dws SO: the, Input: [d]
1 2 2 4 3 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 3 331 dws SO: the, Input: [d]
1 2 2 4 4 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 4 4 1 dws SO: the, Input: [d]
1 2 2 4 4 1 1 esm SO: {the,d}, Input: []
1 2 2 4 4 1 2 epm SO: <the,d>, Input: []
1 2 2 4 4 1 3 epm SO: <d,the>, Input: []
1 2 2 4 4 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 1 dws SO: the, Input: [d]
1 2 2 4 4 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 4 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 1 dws SO: the, Input: [d]
1 2 2 4 4 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 4 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 1 dws SO: the, Input: [d]
1 2 2 4 4 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 4 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 1 dws SO: the, Input: [d]
1 2 2 4 4 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 4 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 1 dws SO: the, Input: [d]
1 2 2 4 4 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 4 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 1 dws SO: the, Input: [d]
1 2 2 4 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 4 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 1 dws SO: the, Input: [d]
1 2 2 4 4 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 4 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 1 dws SO: the, Input: [d]
1 2 2 4 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 4 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 4 101 dws SO: the, Input: [d]
1 2 2 4 4 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 4 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 4 111 dws SO: the, Input: [d]
1 2 2 4 4 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 4 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 4 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 4 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 4 121 dws SO: the, Input: [d]
1 2 2 4 4 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 4 131 dws SO: the, Input: [d]
1 2 2 4 4 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 4 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 4 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 4 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 4 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 4 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 4 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 4 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 4 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 4 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 4 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 4 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 4 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 4 4 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 4 141 dws SO: the, Input: [d]
1 2 2 4 4 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 4 151 dws SO: the, Input: [d]
1 2 2 4 4 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 4 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 4 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 4 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 4 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 4 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 4 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 4 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 4 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 4 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 4 4 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 4 161 dws SO: the, Input: [d]
1 2 2 4 4 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 4 171 dws SO: the, Input: [d]
1 2 2 4 4 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 4 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 4 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 4 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 4 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 4 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 4 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 4 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 4 181 dws SO: the, Input: [d]
1 2 2 4 4 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 4 191 dws SO: the, Input: [d]
1 2 2 4 4 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 4 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 4 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 4 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 4 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 4 201 dws SO: the, Input: [d]
1 2 2 4 4 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 4 211 dws SO: the, Input: [d]
1 2 2 4 5 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 4 5 1 dws SO: the, Input: [d]
1 2 2 4 5 1 1 esm SO: {the,d}, Input: []
1 2 2 4 5 1 2 epm SO: <the,d>, Input: []
1 2 2 4 5 1 3 epm SO: <d,the>, Input: []
1 2 2 4 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 1 dws SO: the, Input: [d]
1 2 2 4 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 1 dws SO: the, Input: [d]
1 2 2 4 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 3 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 3 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 3 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 3 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 3 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 3 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 1 dws SO: the, Input: [d]
1 2 2 4 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 14ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 1 dws SO: the, Input: [d]
1 2 2 4 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 5 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 5 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 5 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 5 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 5 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 5 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 1 dws SO: the, Input: [d]
1 2 2 4 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 9 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 12ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 1 dws SO: the, Input: [d]
1 2 2 4 5 7 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 11ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 12ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 14ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 16ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 21ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 23ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 25ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 7 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 7 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 7 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 7 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 7 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 7 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 7 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 7 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 7 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 7 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 7 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 7 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 7 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 7 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 7 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 7 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 7 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 7 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 7 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 7 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 7 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 7 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 7 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 7 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 1 dws SO: the, Input: [d]
1 2 2 4 5 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 8 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 8 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 8 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 8 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 8 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 8 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 9 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 1 dws SO: the, Input: [d]
1 2 2 4 5 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 10ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 101 dws SO: the, Input: [d]
1 2 2 4 5 102 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 103 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 104 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 105 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 106 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 107 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 108 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 109 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1010ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1012ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1013ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1014ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1015ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1016ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1017ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1018ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1019ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 1020ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1021ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1022ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1023ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1024ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 1025ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 1026ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1027ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 1028ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1029ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1030ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1031ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1032ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1033ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 111 dws SO: the, Input: [d]
1 2 2 4 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 117 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1113ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1114ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1116ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 121 dws SO: the, Input: [d]
1 2 2 4 5 122 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 123 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 125 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 127 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 129 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1210ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1212ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1214ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1216ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1218ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1219ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 1220ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1221ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1222ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1223ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1224ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 1225ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 1226ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1227ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 1228ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1229ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1230ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1231ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1232ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1233ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 131 dws SO: the, Input: [d]
1 2 2 4 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 135 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1311ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1312ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1314ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 141 dws SO: the, Input: [d]
1 2 2 4 5 142 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 143 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 145 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 147 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 149 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1410ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1412ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1414ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1416ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1418ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1419ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 1420ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1421ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1422ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1423ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1424ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 1425ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 1426ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1427ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 1428ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1429ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1430ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1431ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1432ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1433ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 15ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 5 151 dws SO: the, Input: [d]
1 2 2 4 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 153 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 159 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1510ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1512ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 16ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 161 dws SO: the, Input: [d]
1 2 2 4 5 162 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 5 164 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 5 165 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 5 166 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 5 167 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 168 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 5 169 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 5 17ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 5 171 dws SO: the, Input: [d]
1 2 2 4 5 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 181 dws SO: the, Input: [d]
1 2 2 4 5 182 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 5 183 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 5 184 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 5 185 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 5 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 5 191 dws SO: the, Input: [d]
1 2 2 4 5 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 201 dws SO: the, Input: [d]
1 2 2 4 5 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 5 211 dws SO: the, Input: [d]
1 2 2 4 5 212 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 5 213 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 5 214 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 5 216 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 5 218 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 5 219 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 5 2110ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 5 2111ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 2112ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 5 2113ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 2114ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 5 2115ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 2116ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 5 2117ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 4 5 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 5 221 dws SO: the, Input: [d]
1 2 2 4 5 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 5 231 dws SO: the, Input: [d]
1 2 2 4 5 232 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 5 234 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 5 236 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 5 237 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 5 238 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 5 239 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 2310ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 5 2311ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 2312ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 5 2313ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 4 5 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 5 241 dws SO: the, Input: [d]
1 2 2 4 5 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 5 251 dws SO: the, Input: [d]
1 2 2 4 5 252 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 5 254 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 5 255 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 5 256 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 5 257 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 258 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 5 259 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 5 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 5 261 dws SO: the, Input: [d]
1 2 2 4 5 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 5 271 dws SO: the, Input: [d]
1 2 2 4 5 272 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 5 273 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 5 274 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 5 275 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 5 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 5 281 dws SO: the, Input: [d]
1 2 2 4 5 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 5 291 dws SO: the, Input: [d]
1 2 2 4 6 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 4 6 1 dws SO: the, Input: [d]
1 2 2 4 6 1 1 esm SO: {the,d}, Input: []
1 2 2 4 6 1 2 epm SO: <the,d>, Input: []
1 2 2 4 6 1 3 epm SO: <d,the>, Input: []
1 2 2 4 6 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 1 dws SO: the, Input: [d]
1 2 2 4 6 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 6 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 1 dws SO: the, Input: [d]
1 2 2 4 6 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 6 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 1 dws SO: the, Input: [d]
1 2 2 4 6 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 6 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 1 dws SO: the, Input: [d]
1 2 2 4 6 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 6 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 1 dws SO: the, Input: [d]
1 2 2 4 6 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 6 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 1 dws SO: the, Input: [d]
1 2 2 4 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 6 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 1 dws SO: the, Input: [d]
1 2 2 4 6 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 6 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 1 dws SO: the, Input: [d]
1 2 2 4 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 6 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 6 101 dws SO: the, Input: [d]
1 2 2 4 6 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 6 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 6 111 dws SO: the, Input: [d]
1 2 2 4 6 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 6 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 6 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 6 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 6 121 dws SO: the, Input: [d]
1 2 2 4 6 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 6 131 dws SO: the, Input: [d]
1 2 2 4 6 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 6 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 6 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 6 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 6 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 6 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 6 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 6 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 6 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 6 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 6 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 6 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 6 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 4 6 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 6 141 dws SO: the, Input: [d]
1 2 2 4 6 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 6 151 dws SO: the, Input: [d]
1 2 2 4 6 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 6 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 6 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 6 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 6 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 6 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 6 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 6 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 6 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 6 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 4 6 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 6 161 dws SO: the, Input: [d]
1 2 2 4 6 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 6 171 dws SO: the, Input: [d]
1 2 2 4 6 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 6 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 6 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 6 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 6 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 6 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 6 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 6 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 6 181 dws SO: the, Input: [d]
1 2 2 4 6 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 6 191 dws SO: the, Input: [d]
1 2 2 4 6 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 6 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 6 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 6 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 6 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 6 201 dws SO: the, Input: [d]
1 2 2 4 6 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 6 211 dws SO: the, Input: [d]
1 2 2 4 7 ism SO: {{book,n!case},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 4 7 1 dws SO: the, Input: [d]
1 2 2 4 7 1 1 esm SO: {the,d}, Input: []
1 2 2 4 7 1 2 epm SO: <the,d>, Input: []
1 2 2 4 7 1 3 epm SO: <d,the>, Input: []
1 2 2 4 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 1 dws SO: the, Input: [d]
1 2 2 4 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 5 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 1 dws SO: the, Input: [d]
1 2 2 4 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 3 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 3 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 3 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 3 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 3 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 3 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 3 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 3 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 3 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 3 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 3 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 3 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 3 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 3 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 1 dws SO: the, Input: [d]
1 2 2 4 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 7 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 10ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 12ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 5 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 1 dws SO: the, Input: [d]
1 2 2 4 7 5 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 11ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 12ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 14ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 19ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 21ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 23ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 5 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 5 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 5 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 5 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 5 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 5 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 5 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 5 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 5 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 5 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 5 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 5 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 5 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 5 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 5 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 5 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 5 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 5 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 5 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 5 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 5 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 5 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 1 dws SO: the, Input: [d]
1 2 2 4 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 6 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 6 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 6 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 6 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 6 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 6 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 6 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 6 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 6 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 6 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 6 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 6 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 6 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 6 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 7 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 1 dws SO: the, Input: [d]
1 2 2 4 7 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 9 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 14ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 7 22ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 7 23ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 7 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 7 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 7 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 7 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 7 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 7 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 7 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 7 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 7 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 7 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 7 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 7 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 7 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 7 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 7 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 7 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 7 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 7 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 1 dws SO: the, Input: [d]
1 2 2 4 7 8 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 8 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 8 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 8 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 8 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 8 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 8 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 8 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 8 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 8 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 8 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 8 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 8 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 8 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 8 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 1 dws SO: the, Input: [d]
1 2 2 4 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 7 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 12ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 101 dws SO: the, Input: [d]
1 2 2 4 7 102 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 103 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 105 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 106 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 107 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 108 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 109 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1010ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1012ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1014ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1015ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1016ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1017ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 1018ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 1019ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1020ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 1021ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 1022ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1023ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 1024ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1025ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 1026ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1027ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 1028ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1029ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 11ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 111 dws SO: the, Input: [d]
1 2 2 4 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 115 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 119 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 121 dws SO: the, Input: [d]
1 2 2 4 7 122 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 123 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 125 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 127 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 128 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 129 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1210ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1212ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1214ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1216ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1217ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 1218ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 1219ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1220ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 1221ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 1222ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1223ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 1224ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1225ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 1226ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1227ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 1228ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1229ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 13ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 7 131 dws SO: the, Input: [d]
1 2 2 4 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 133 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 137 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1310ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1312ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 7 1316ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 1317ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 7 1318ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 1319ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1320ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 1321ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 1322ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1323ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 1324ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1325ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 1326ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1327ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 1328ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 7 1329ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 14ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 141 dws SO: the, Input: [d]
1 2 2 4 7 142 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 7 143 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 7 144 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 7 145 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 7 15ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 7 151 dws SO: the, Input: [d]
1 2 2 4 7 16ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 161 dws SO: the, Input: [d]
1 2 2 4 7 17ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 7 171 dws SO: the, Input: [d]
1 2 2 4 7 172 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 7 173 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 7 174 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 7 176 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 7 178 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 7 179 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 7 1710ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 7 1711ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 1712ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 7 1713ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 1714ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 7 1715ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 1716ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 7 1717ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 4 7 18ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 7 181 dws SO: the, Input: [d]
1 2 2 4 7 19ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 7 191 dws SO: the, Input: [d]
1 2 2 4 7 192 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 7 194 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 7 196 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 7 197 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 7 198 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 7 199 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 1910ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 7 1911ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 1912ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 7 1913ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 4 7 20ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 7 201 dws SO: the, Input: [d]
1 2 2 4 7 21ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 7 211 dws SO: the, Input: [d]
1 2 2 4 7 212 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 7 214 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 7 215 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 7 216 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 7 217 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 218 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 7 219 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 7 22ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 7 221 dws SO: the, Input: [d]
1 2 2 4 7 23ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 7 231 dws SO: the, Input: [d]
1 2 2 4 7 232 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 7 233 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 7 234 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 7 235 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 7 24ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 7 241 dws SO: the, Input: [d]
1 2 2 4 7 25ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 7 251 dws SO: the, Input: [d]
1 2 2 4 8 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 4 8 1 dws SO: the, Input: [d]
1 2 2 4 8 1 1 esm SO: {the,d}, Input: []
1 2 2 4 8 1 2 epm SO: <the,d>, Input: []
1 2 2 4 8 1 3 epm SO: <d,the>, Input: []
1 2 2 4 8 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 1 dws SO: the, Input: [d]
1 2 2 4 8 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 8 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 1 dws SO: the, Input: [d]
1 2 2 4 8 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 8 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 1 dws SO: the, Input: [d]
1 2 2 4 8 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 8 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 1 dws SO: the, Input: [d]
1 2 2 4 8 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 8 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 1 dws SO: the, Input: [d]
1 2 2 4 8 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 8 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 1 dws SO: the, Input: [d]
1 2 2 4 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 8 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 1 dws SO: the, Input: [d]
1 2 2 4 8 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 8 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 1 dws SO: the, Input: [d]
1 2 2 4 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 8 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 8 101 dws SO: the, Input: [d]
1 2 2 4 8 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 8 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 8 111 dws SO: the, Input: [d]
1 2 2 4 8 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 8 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 8 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 8 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 8 121 dws SO: the, Input: [d]
1 2 2 4 8 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 8 131 dws SO: the, Input: [d]
1 2 2 4 8 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 8 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 8 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 8 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 8 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 8 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 8 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 8 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 8 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 8 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 8 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 8 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 8 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 4 8 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 8 141 dws SO: the, Input: [d]
1 2 2 4 8 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 8 151 dws SO: the, Input: [d]
1 2 2 4 8 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 8 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 8 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 8 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 8 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 8 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 8 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 8 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 8 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 8 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 4 8 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 8 161 dws SO: the, Input: [d]
1 2 2 4 8 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 8 171 dws SO: the, Input: [d]
1 2 2 4 8 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 8 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 8 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 8 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 8 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 8 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 8 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 8 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 8 181 dws SO: the, Input: [d]
1 2 2 4 8 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 8 191 dws SO: the, Input: [d]
1 2 2 4 8 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 8 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 8 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 8 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 8 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 8 201 dws SO: the, Input: [d]
1 2 2 4 8 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 8 211 dws SO: the, Input: [d]
1 2 2 4 9 ism SO: {n!case,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 4 9 1 dws SO: the, Input: [d]
1 2 2 4 9 1 1 esm SO: {the,d}, Input: []
1 2 2 4 9 1 2 epm SO: <the,d>, Input: []
1 2 2 4 9 1 3 epm SO: <d,the>, Input: []
1 2 2 4 9 2 ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 1 dws SO: the, Input: [d]
1 2 2 4 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 10ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 12ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 2 14ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 2 15ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 9 2 16ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 2 17ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 2 18ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 2 19ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 2 20ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 2 21ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 2 22ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 2 23ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 2 24ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 2 25ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 3 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 1 dws SO: the, Input: [d]
1 2 2 4 9 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 11ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 12ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 9 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 4 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 1 dws SO: the, Input: [d]
1 2 2 4 9 4 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 4 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 4 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 9 4 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 4 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 4 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 4 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 4 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 4 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 4 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 4 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 4 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 4 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 5 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 1 dws SO: the, Input: [d]
1 2 2 4 9 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 9 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 12ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 5 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 5 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 5 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 5 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 5 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 5 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 5 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 5 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 9 5 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 5 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 5 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 5 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 5 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 5 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 5 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 5 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 5 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 5 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 6 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 1 dws SO: the, Input: [d]
1 2 2 4 9 6 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 6 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 6 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 9 6 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 6 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 6 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 6 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 6 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 6 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 6 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 6 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 6 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 6 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 7 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 1 dws SO: the, Input: [d]
1 2 2 4 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 7 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 12ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 8 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 1 dws SO: the, Input: [d]
1 2 2 4 9 8 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 8 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 8 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 9 8 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 8 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 8 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 8 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 8 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 8 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 8 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 8 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 8 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 8 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 9 ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 1 dws SO: the, Input: [d]
1 2 2 4 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 5 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 12ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 10ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 9 101 dws SO: the, Input: [d]
1 2 2 4 9 102 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 103 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 104 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 106 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 107 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 108 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 1010ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 1012ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 1013ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 1014ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 1015ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 9 1016ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 1017ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 1018ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 1019ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 1020ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 1021ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 1022ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 1023ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 1024ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 1025ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 11ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 4 9 111 dws SO: the, Input: [d]
1 2 2 4 9 112 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 113 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 114 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 116 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 118 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 1110ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 1112ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 1113ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 4 9 1114ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 1115ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 4 9 1116ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 1117ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 1118ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 1119ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 1120ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 1121ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 1122ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 1123ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 1124ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 4 9 1125ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 12ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 121 dws SO: the, Input: [d]
1 2 2 4 9 13ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 4 9 131 dws SO: the, Input: [d]
1 2 2 4 9 132 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 9 133 ism SO: {{book,{book,{book,n!case}}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 9 134 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 9 135 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 9 136 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 9 137 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 9 138 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 9 139 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 4 9 1310ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 9 1311ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 1312ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 9 1313ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 1314ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 9 1315ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 1316ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 4 9 1317ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 4 9 14ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 9 141 dws SO: the, Input: [d]
1 2 2 4 9 15ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 9 151 dws SO: the, Input: [d]
1 2 2 4 9 152 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 9 153 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 9 154 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 9 155 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 9 156 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 9 157 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 9 158 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 9 159 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 1510ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 9 1511ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 1512ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 9 1513ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 4 9 16ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 9 161 dws SO: the, Input: [d]
1 2 2 4 9 17ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 9 171 dws SO: the, Input: [d]
1 2 2 4 9 172 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 9 173 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 9 174 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 9 175 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 9 176 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 9 177 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 178 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 9 179 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 9 18ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 9 181 dws SO: the, Input: [d]
1 2 2 4 9 19ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 9 191 dws SO: the, Input: [d]
1 2 2 4 9 192 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 9 193 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 9 194 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 9 195 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 9 20ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 4 9 201 dws SO: the, Input: [d]
1 2 2 4 9 21ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 4 9 211 dws SO: the, Input: [d]
1 2 2 4 10ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 4 101 dws SO: the, Input: [d]
1 2 2 4 101 1 esm SO: {the,d}, Input: []
1 2 2 4 101 2 epm SO: <the,d>, Input: []
1 2 2 4 101 3 epm SO: <d,the>, Input: []
1 2 2 4 11ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 4 111 dws SO: the, Input: [d]
1 2 2 4 111 1 esm SO: {the,d}, Input: []
1 2 2 4 111 2 epm SO: <the,d>, Input: []
1 2 2 4 111 3 epm SO: <d,the>, Input: []
1 2 2 4 112 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 112 1 dws SO: the, Input: [d]
1 2 2 4 112 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 112 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 112 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 112 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 112 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 112 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 112 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 112 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 112 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 112 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 4 112 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 112 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 112 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 112 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 112 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 112 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 4 113 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 113 1 dws SO: the, Input: [d]
1 2 2 4 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 3 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 5 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 6 ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 7 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 8 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 10ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 12ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 13ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 113 14ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 113 15ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 113 16ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 113 17ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 113 18ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 4 113 19ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 4 113 20ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 113 21ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 113 22ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 113 23ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 113 24ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 113 25ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 4 114 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 114 1 dws SO: the, Input: [d]
1 2 2 4 114 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 114 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 114 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 114 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 114 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 114 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 114 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 114 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 114 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 114 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 4 114 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 114 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 114 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 114 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 114 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 114 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 4 115 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 115 1 dws SO: the, Input: [d]
1 2 2 4 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 115 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 115 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 115 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 115 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 115 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 115 10ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 115 11ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 115 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 115 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 115 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 4 115 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 4 115 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 115 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 115 18ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 115 19ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 115 20ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 115 21ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 4 116 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 116 1 dws SO: the, Input: [d]
1 2 2 4 116 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 116 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 116 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 116 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 116 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 116 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 116 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 116 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 116 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 116 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 4 116 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 116 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 116 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 116 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 116 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 116 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 4 117 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 4 117 1 dws SO: the, Input: [d]
1 2 2 4 117 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 117 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 117 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 117 5 ism SO: {{book,{book,n!case}},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 117 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 117 7 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 117 8 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 117 9 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 4 117 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 4 117 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 4 117 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 117 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 117 14ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 117 15ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 117 16ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 4 117 17ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 4 118 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 118 1 dws SO: the, Input: [d]
1 2 2 4 119 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 119 1 dws SO: the, Input: [d]
1 2 2 4 119 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 119 3 ism SO: {{book,n!case},<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 119 4 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 119 5 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 119 6 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 119 7 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 119 8 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 119 9 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 1110ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 11101 dws SO: the, Input: [d]
1 2 2 4 1111ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 11111 dws SO: the, Input: [d]
1 2 2 4 11112 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 4 11113 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 4 11114 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 11115 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 1112ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 4 11121 dws SO: the, Input: [d]
1 2 2 4 1113ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 4 11131 dws SO: the, Input: [d]
1 2 2 4 12ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 4 121 dws SO: the, Input: [d]
1 2 2 4 121 1 esm SO: {the,d}, Input: []
1 2 2 4 121 2 epm SO: <the,d>, Input: []
1 2 2 4 121 3 epm SO: <d,the>, Input: []
1 2 2 4 13ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 4 131 dws SO: the, Input: [d]
1 2 2 4 131 1 esm SO: {the,d}, Input: []
1 2 2 4 131 2 epm SO: <the,d>, Input: []
1 2 2 4 131 3 epm SO: <d,the>, Input: []
1 2 2 4 132 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 132 1 dws SO: the, Input: [d]
1 2 2 4 132 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 132 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 132 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 132 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 132 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 132 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 132 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 4 132 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 4 132 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 4 132 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 132 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 4 132 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 4 133 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 133 1 dws SO: the, Input: [d]
1 2 2 4 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 133 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 133 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 133 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 133 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 133 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 133 9 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 133 10ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 133 11ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 4 133 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 4 133 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 4 133 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 4 133 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 133 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 4 133 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 4 134 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 134 1 dws SO: the, Input: [d]
1 2 2 4 134 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 134 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 134 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 134 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 134 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 134 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 134 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 4 134 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 4 134 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 4 134 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 134 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 4 134 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 4 135 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 4 135 1 dws SO: the, Input: [d]
1 2 2 4 135 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 135 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 135 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 135 5 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 135 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 135 7 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 4 135 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 4 135 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 4 135 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 4 135 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 4 135 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 4 135 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 4 136 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 136 1 dws SO: the, Input: [d]
1 2 2 4 137 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 4 137 1 dws SO: the, Input: [d]
1 2 2 4 137 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 4 137 3 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 4 137 4 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 137 5 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 138 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 4 138 1 dws SO: the, Input: [d]
1 2 2 4 139 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 4 139 1 dws SO: the, Input: [d]
1 2 2 4 14ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 4 141 dws SO: the, Input: [d]
1 2 2 4 141 1 esm SO: {the,d}, Input: []
1 2 2 4 141 2 epm SO: <the,d>, Input: []
1 2 2 4 141 3 epm SO: <d,the>, Input: []
1 2 2 4 15ipm SO: <{book,{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 4 151 dws SO: the, Input: [d]
1 2 2 4 151 1 esm SO: {the,d}, Input: []
1 2 2 4 151 2 epm SO: <the,d>, Input: []
1 2 2 4 151 3 epm SO: <d,the>, Input: []
1 2 2 4 152 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 152 1 dws SO: the, Input: [d]
1 2 2 4 152 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 4 152 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 4 152 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 4 152 5 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 4 152 6 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 4 152 7 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 4 152 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 4 152 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 4 153 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 4 153 1 dws SO: the, Input: [d]
1 2 2 4 153 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 4 153 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 4 153 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 4 153 5 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 4 153 6 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 4 153 7 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 4 153 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 4 153 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 4 154 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 4 154 1 dws SO: the, Input: [d]
1 2 2 4 155 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 4 155 1 dws SO: the, Input: [d]
1 2 2 4 16ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 4 161 dws SO: the, Input: [d]
1 2 2 4 161 1 esm SO: {the,d}, Input: []
1 2 2 4 161 2 epm SO: <the,d>, Input: []
1 2 2 4 161 3 epm SO: <d,the>, Input: []
1 2 2 4 17ipm SO: <{book,{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 2 4 171 dws SO: the, Input: [d]
1 2 2 4 171 1 esm SO: {the,d}, Input: []
1 2 2 4 171 2 epm SO: <the,d>, Input: []
1 2 2 4 171 3 epm SO: <d,the>, Input: []
1 2 2 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 2 5 1 dws SO: the, Input: [d]
1 2 2 5 1 1 esm SO: {the,d}, Input: []
1 2 2 5 1 1 1 uws SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 5 1 2 epm SO: <the,d>, Input: []
1 2 2 5 1 2 1 uws SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 5 1 3 epm SO: <d,the>, Input: []
1 2 2 5 1 3 1 uws SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 5 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 5 2 1 dws SO: the, Input: [d]
1 2 2 5 2 1 1 esm SO: {the,d}, Input: []
1 2 2 5 2 1 2 epm SO: <the,d>, Input: []
1 2 2 5 2 1 3 epm SO: <d,the>, Input: []
1 2 2 5 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 1 dws SO: the, Input: [d]
1 2 2 5 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 1 dws SO: the, Input: [d]
1 2 2 5 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 1 dws SO: the, Input: [d]
1 2 2 5 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 1 dws SO: the, Input: [d]
1 2 2 5 2 5 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 15ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 16ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 17ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 19ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 20ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 21ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 26ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 27ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 5 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 5 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 5 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 5 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 5 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 5 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 5 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 5 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 5 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 5 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 5 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 5 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 5 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 5 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 5 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 5 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 5 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 5 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 5 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 5 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 5 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 5 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 5 50ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 5 51ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 5 52ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 5 53ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 1 dws SO: the, Input: [d]
1 2 2 5 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 1 dws SO: the, Input: [d]
1 2 2 5 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 1 dws SO: the, Input: [d]
1 2 2 5 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 1 dws SO: the, Input: [d]
1 2 2 5 2 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 13ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 101 dws SO: the, Input: [d]
1 2 2 5 2 102 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 103 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 104 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 105 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 106 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 107 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 108 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 109 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1010ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1012ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1013ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1014ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1015ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1016ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1017ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1018ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1019ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 1020ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1021ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1022ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1023ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 1024ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1025ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1026ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1027ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 1028ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1029ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 1030ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1031ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1032ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1033ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 11ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 111 dws SO: the, Input: [d]
1 2 2 5 2 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 117 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1111ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1112ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1113ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1114ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1116ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 121 dws SO: the, Input: [d]
1 2 2 5 2 122 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 123 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 125 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 126 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 127 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 128 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 129 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1210ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1212ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1214ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1215ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1216ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1217ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1218ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1219ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 1220ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1221ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1222ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1223ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 1224ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1225ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1226ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1227ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 1228ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1229ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 1230ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1231ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1232ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1233ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 131 dws SO: the, Input: [d]
1 2 2 5 2 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 135 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 139 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1314ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1316ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 141 dws SO: the, Input: [d]
1 2 2 5 2 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 143 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 147 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1412ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1414ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 15ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 2 151 dws SO: the, Input: [d]
1 2 2 5 2 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 153 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 157 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1512ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1514ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 2 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 2 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 2 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 16ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 161 dws SO: the, Input: [d]
1 2 2 5 2 162 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 2 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 2 164 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 2 165 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 2 17ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 2 171 dws SO: the, Input: [d]
1 2 2 5 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 181 dws SO: the, Input: [d]
1 2 2 5 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 2 191 dws SO: the, Input: [d]
1 2 2 5 2 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 2 193 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 2 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 2 195 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 2 196 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 2 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 2 198 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 2 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 2 1910ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 2 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 2 1912ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1913ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 2 1914ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 2 1915ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 1916ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 2 1917ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 1918ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 2 1919ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 1920ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 2 1921ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 201 dws SO: the, Input: [d]
1 2 2 5 2 202 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 2 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 2 204 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 2 205 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 2 211 dws SO: the, Input: [d]
1 2 2 5 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 221 dws SO: the, Input: [d]
1 2 2 5 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 2 231 dws SO: the, Input: [d]
1 2 2 5 2 232 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 2 233 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 2 234 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 2 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 2 236 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 2 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 2 238 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 2 239 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 2310ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 2 2311ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 2312ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 2 2313ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 2 241 dws SO: the, Input: [d]
1 2 2 5 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 2 251 dws SO: the, Input: [d]
1 2 2 5 2 252 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 2 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 2 254 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 2 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 2 256 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 2 257 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 258 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 2 259 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 2 261 dws SO: the, Input: [d]
1 2 2 5 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 2 271 dws SO: the, Input: [d]
1 2 2 5 2 272 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 2 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 2 274 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 2 275 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 2 281 dws SO: the, Input: [d]
1 2 2 5 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 2 291 dws SO: the, Input: [d]
1 2 2 5 3 ism SO: {book,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 5 3 1 dws SO: the, Input: [d]
1 2 2 5 3 1 1 esm SO: {the,d}, Input: []
1 2 2 5 3 1 2 epm SO: <the,d>, Input: []
1 2 2 5 3 1 3 epm SO: <d,the>, Input: []
1 2 2 5 3 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 1 dws SO: the, Input: [d]
1 2 2 5 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 2 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 2 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 2 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 2 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 2 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 2 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 2 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 2 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 2 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 2 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 2 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 2 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 2 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 2 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 3 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 1 dws SO: the, Input: [d]
1 2 2 5 3 3 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 13ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 14ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 3 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 3 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 3 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 3 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 3 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 3 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 3 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 3 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 3 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 3 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 3 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 3 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 3 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 3 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 3 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 3 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 3 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 3 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 3 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 3 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 3 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 3 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 3 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 3 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 1 dws SO: the, Input: [d]
1 2 2 5 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 5 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 1 dws SO: the, Input: [d]
1 2 2 5 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 5 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 5 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 5 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 5 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 5 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 5 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 5 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 5 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 5 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 5 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 5 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 5 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 5 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 5 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 1 dws SO: the, Input: [d]
1 2 2 5 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 12ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 14ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 6 16ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 6 17ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 6 26ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 6 27ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 6 28ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 6 29ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 7 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 1 dws SO: the, Input: [d]
1 2 2 5 3 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 9 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 7 22ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 7 23ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 7 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 7 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 7 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 7 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 7 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 7 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 7 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 7 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 7 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 7 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 7 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 7 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 7 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 7 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 7 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 7 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 7 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 7 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 1 dws SO: the, Input: [d]
1 2 2 5 3 8 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 8 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 8 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 8 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 8 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 8 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 8 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 8 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 8 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 8 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 8 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 8 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 8 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 8 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 8 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 9 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 1 dws SO: the, Input: [d]
1 2 2 5 3 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 7 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 14ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 18ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 9 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 9 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 9 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 9 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 9 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 9 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 9 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 9 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 9 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 9 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 9 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 9 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 9 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 9 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 9 34ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 9 35ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 9 36ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 9 37ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 101 dws SO: the, Input: [d]
1 2 2 5 3 102 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 103 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 104 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 107 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 108 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 109 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1010ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1011ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1012ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1013ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1014ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1015ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1016ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1017ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 1018ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1019ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 1020ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1021ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1022ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 1023ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 1024ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1025ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 1026ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1027ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1028ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1029ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 11ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 111 dws SO: the, Input: [d]
1 2 2 5 3 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 115 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1112ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1114ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 121 dws SO: the, Input: [d]
1 2 2 5 3 122 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 123 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 124 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 127 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 128 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 129 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1210ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1211ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1212ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1214ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1215ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1216ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1217ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 1218ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1219ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 1220ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1221ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1222ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 1223ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 1224ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1225ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 1226ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1227ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1228ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1229ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 13ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 3 131 dws SO: the, Input: [d]
1 2 2 5 3 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 133 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 134 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 137 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1310ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1311ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1312ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1314ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 3 1316ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 1317ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 3 1318ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1319ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 1320ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1321ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1322ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 1323ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 1324ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1325ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 1326ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1327ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1328ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 3 1329ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 14ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 3 141 dws SO: the, Input: [d]
1 2 2 5 3 15ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 3 151 dws SO: the, Input: [d]
1 2 2 5 3 152 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 3 153 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 3 154 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 3 155 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 3 156 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 3 157 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 3 158 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 3 159 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 3 1510ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 3 1511ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 3 1512ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1513ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 3 1514ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 3 1515ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 1516ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 3 1517ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 1518ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 3 1519ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1520ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 3 1521ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 3 16ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 161 dws SO: the, Input: [d]
1 2 2 5 3 162 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 3 163 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 3 164 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 3 165 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 3 17ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 3 171 dws SO: the, Input: [d]
1 2 2 5 3 18ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 181 dws SO: the, Input: [d]
1 2 2 5 3 19ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 3 191 dws SO: the, Input: [d]
1 2 2 5 3 192 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 3 193 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 3 194 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 3 195 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 3 196 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 3 197 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 3 198 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 3 199 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 1910ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 3 1911ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 1912ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 3 1913ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 3 20ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 3 201 dws SO: the, Input: [d]
1 2 2 5 3 21ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 3 211 dws SO: the, Input: [d]
1 2 2 5 3 212 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 3 213 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 3 214 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 3 215 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 3 216 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 3 217 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 218 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 3 219 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 3 22ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 3 221 dws SO: the, Input: [d]
1 2 2 5 3 23ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 3 231 dws SO: the, Input: [d]
1 2 2 5 3 232 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 3 233 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 3 234 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 3 235 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 3 24ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 3 241 dws SO: the, Input: [d]
1 2 2 5 3 25ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 3 251 dws SO: the, Input: [d]
1 2 2 5 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 5 4 1 dws SO: the, Input: [d]
1 2 2 5 4 1 1 esm SO: {the,d}, Input: []
1 2 2 5 4 1 2 epm SO: <the,d>, Input: []
1 2 2 5 4 1 3 epm SO: <d,the>, Input: []
1 2 2 5 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 1 dws SO: the, Input: [d]
1 2 2 5 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 3 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 1 dws SO: the, Input: [d]
1 2 2 5 4 3 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 13ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 14ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 3 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 3 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 3 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 3 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 3 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 3 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 3 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 3 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 3 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 3 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 3 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 3 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 3 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 3 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 3 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 3 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 3 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 3 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 3 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 3 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 3 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 3 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 3 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 3 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 1 dws SO: the, Input: [d]
1 2 2 5 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 12ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 1 dws SO: the, Input: [d]
1 2 2 5 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 9 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 11ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 5 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 5 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 5 26ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 5 27ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 5 28ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 5 29ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 1 dws SO: the, Input: [d]
1 2 2 5 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 1 dws SO: the, Input: [d]
1 2 2 5 4 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 9 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 13ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 20ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 7 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 7 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 7 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 7 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 7 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 7 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 7 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 7 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 7 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 7 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 7 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 7 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 7 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 7 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 7 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 7 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 7 38ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 7 39ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 7 40ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 7 41ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 1 dws SO: the, Input: [d]
1 2 2 5 4 8 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 11ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 8 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 8 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 8 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 8 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 8 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 8 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 8 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 8 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 8 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 8 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 8 26ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 8 27ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 8 28ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 8 29ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 9 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 1 dws SO: the, Input: [d]
1 2 2 5 4 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 7 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 14ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 9 20ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 9 21ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 9 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 9 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 9 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 9 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 9 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 9 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 9 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 9 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 9 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 9 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 9 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 9 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 9 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 9 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 9 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 9 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 10ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 101 dws SO: the, Input: [d]
1 2 2 5 4 102 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 103 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 104 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 107 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 108 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 109 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1010ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1011ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1012ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1013ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1014ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1015ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1016ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1017ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 1018ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 1019ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 1020ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1021ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1022ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 1023ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 1024ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1025ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 1026ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1027ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1028ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1029ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 11ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 111 dws SO: the, Input: [d]
1 2 2 5 4 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 115 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1112ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1114ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 12ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 121 dws SO: the, Input: [d]
1 2 2 5 4 122 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 123 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 127 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 129 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1210ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1211ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1212ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1214ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1216ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1217ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 1218ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 1219ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 1220ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1221ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1222ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 1223ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 1224ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1225ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 1226ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1227ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1228ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1229ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 13ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 4 131 dws SO: the, Input: [d]
1 2 2 5 4 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 133 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1310ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1311ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1312ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 4 1316ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 1317ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 4 1318ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 1319ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 1320ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1321ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1322ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 1323ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 1324ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1325ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 1326ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1327ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1328ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 4 1329ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 14ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 141 dws SO: the, Input: [d]
1 2 2 5 4 15ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 4 151 dws SO: the, Input: [d]
1 2 2 5 4 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 4 153 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 4 154 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 4 155 ism SO: {{book,{book,{book,n!case}}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 4 156 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 4 157 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 4 158 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 4 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 4 1510ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 4 1511ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 4 1512ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1513ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 4 1514ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 4 1515ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 1516ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 4 1517ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 1518ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 4 1519ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1520ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 4 1521ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 4 16ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 161 dws SO: the, Input: [d]
1 2 2 5 4 162 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 4 163 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 4 164 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 4 165 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 4 17ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 4 171 dws SO: the, Input: [d]
1 2 2 5 4 18ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 181 dws SO: the, Input: [d]
1 2 2 5 4 19ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 4 191 dws SO: the, Input: [d]
1 2 2 5 4 192 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 4 193 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 4 194 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 4 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 4 196 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 4 197 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 4 198 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 4 199 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 1910ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 4 1911ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 1912ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 4 1913ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 4 20ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 4 201 dws SO: the, Input: [d]
1 2 2 5 4 21ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 4 211 dws SO: the, Input: [d]
1 2 2 5 4 212 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 4 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 4 214 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 4 215 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 4 216 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 4 217 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 218 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 4 219 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 4 22ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 4 221 dws SO: the, Input: [d]
1 2 2 5 4 23ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 4 231 dws SO: the, Input: [d]
1 2 2 5 4 232 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 4 233 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 4 234 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 4 235 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 4 24ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 4 241 dws SO: the, Input: [d]
1 2 2 5 4 25ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 4 251 dws SO: the, Input: [d]
1 2 2 5 5 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 5 5 1 dws SO: the, Input: [d]
1 2 2 5 5 1 1 esm SO: {the,d}, Input: []
1 2 2 5 5 1 2 epm SO: <the,d>, Input: []
1 2 2 5 5 1 3 epm SO: <d,the>, Input: []
1 2 2 5 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 1 dws SO: the, Input: [d]
1 2 2 5 5 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 9 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 17ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 18ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 19ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 20ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 21ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 23ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 25ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 26ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 27ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 2 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 2 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 2 50ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 2 51ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 2 52ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 2 53ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 1 dws SO: the, Input: [d]
1 2 2 5 5 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 3 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 12ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 14ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 17ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 19ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 21ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 3 22ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 3 23ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 3 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 3 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 3 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 3 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 1 dws SO: the, Input: [d]
1 2 2 5 5 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 7 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 17ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 20ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 24ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 4 26ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 4 27ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 4 46ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 4 47ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 4 48ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 4 49ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 1 dws SO: the, Input: [d]
1 2 2 5 5 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 3 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 12ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 14ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 17ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 19ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 21ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 5 22ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 5 23ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 5 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 5 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 5 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 5 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 1 dws SO: the, Input: [d]
1 2 2 5 5 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 5 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 13ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 15ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 16ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 17ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 18ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 22ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 23ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 6 24ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 6 25ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 6 42ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 6 43ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 6 44ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 6 45ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 1 dws SO: the, Input: [d]
1 2 2 5 5 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 3 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 12ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 14ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 17ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 19ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 21ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 7 22ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 7 23ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 7 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 7 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 7 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 7 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 1 dws SO: the, Input: [d]
1 2 2 5 5 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 3 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 12ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 13ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 14ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 15ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 16ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 17ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 19ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 20ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 21ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 8 22ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 8 23ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 8 38ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 8 39ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 8 40ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 8 41ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 1 dws SO: the, Input: [d]
1 2 2 5 5 9 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 13ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 14ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 15ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 16ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 19ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 20ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 21ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 22ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 23ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 24ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 25ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 26ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 27ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 28ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 29ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 30ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 31ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 9 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 9 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 9 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 9 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 9 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 9 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 9 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 9 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 9 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 9 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 9 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 9 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 9 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 9 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 9 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 9 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 9 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 9 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 9 50ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 9 51ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 9 52ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 9 53ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 9 54ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 9 55ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 9 56ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 9 57ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 9 58ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 9 59ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 9 60ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 9 61ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 101 dws SO: the, Input: [d]
1 2 2 5 5 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 103 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 104 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 105 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 106 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 107 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 108 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 109 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1010ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1011ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1012ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1013ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1015ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1016ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1017ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1018ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1019ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1020ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1021ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1022ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1023ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1024ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1025ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1026ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1027ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 1028ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1029ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1030ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1031ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1032ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1033ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1034ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1035ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 1036ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1037ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1038ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1039ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1040ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1041ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1042ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1043ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1044ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1045ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 111 dws SO: the, Input: [d]
1 2 2 5 5 112 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 113 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 114 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 115 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 116 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 117 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 118 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 119 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1110ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1111ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1112ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1113ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1114ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1115ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1116ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1117ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1118ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1119ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1120ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1121ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1122ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1123ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 1124ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1125ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1126ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1127ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1128ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1129ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1130ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1131ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 1132ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1133ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1134ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1135ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1136ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1137ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1138ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1139ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1140ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1141ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 121 dws SO: the, Input: [d]
1 2 2 5 5 122 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 123 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 124 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 125 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 126 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 127 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 128 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 129 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1210ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1211ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1212ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1213ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1214ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1215ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1216ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1217ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1218ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1219ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1220ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1221ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1222ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1223ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 1224ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1225ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1226ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1227ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1228ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1229ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1230ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1231ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 1232ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1233ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1234ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1235ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1236ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1237ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1238ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1239ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1240ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1241ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 131 dws SO: the, Input: [d]
1 2 2 5 5 132 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 133 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 134 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 135 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 136 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 137 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 138 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 139 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1310ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1311ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1312ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1313ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1314ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1315ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1316ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1317ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1318ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1319ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1320ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1321ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1322ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1323ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1324ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1325ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1326ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1327ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1328ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1329ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1330ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1331ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1332ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1333ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1334ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1335ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 1336ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1337ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1338ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1339ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1340ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1341ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1342ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1343ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 1344ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1345ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1346ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1347ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1348ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1349ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1350ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1351ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1352ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1353ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 14ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 141 dws SO: the, Input: [d]
1 2 2 5 5 142 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 143 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 144 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 145 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 146 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 147 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 148 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 149 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1410ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1411ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1412ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1413ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1414ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1415ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1416ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1417ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1418ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1419ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1420ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1421ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1422ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1423ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 1424ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1425ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1426ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1427ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1428ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1429ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1430ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1431ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 1432ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1433ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1434ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1435ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1436ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1437ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1438ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1439ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1440ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1441ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 151 dws SO: the, Input: [d]
1 2 2 5 5 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 153 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 155 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 156 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 157 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 158 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 159 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1510ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1511ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1512ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1513ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1514ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1515ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1516ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1517ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1518ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1519ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1520ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1522ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1524ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1525ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1526ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1527ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1528ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1529ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1530ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1531ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 1532ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1533ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1534ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1535ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1536ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1537ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1538ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1539ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 1540ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1541ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1542ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1543ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1544ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1545ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1546ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1547ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1548ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1549ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 161 dws SO: the, Input: [d]
1 2 2 5 5 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 163 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1611ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1612ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1613ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1614ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1615ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1616ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1617ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1619ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1620ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1621ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1622ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1623ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1638ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1639ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1640ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1641ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 171 dws SO: the, Input: [d]
1 2 2 5 5 172 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 173 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 174 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 175 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 176 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 177 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 178 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 179 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1710ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1711ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1712ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1713ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1714ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1715ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1716ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1717ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1718ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1720ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1721ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1722ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1723ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1724ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1725ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1726ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1727ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 1728ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1729ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1730ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1731ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1732ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1733ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1734ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1735ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 1736ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1737ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1738ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1739ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1740ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1741ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1742ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1743ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1744ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1745ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 181 dws SO: the, Input: [d]
1 2 2 5 5 182 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 183 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 184 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 185 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 186 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 187 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 188 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 189 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1810ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1811ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1812ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1813ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1814ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1815ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1816ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1817ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1818ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1819ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1820ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1821ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1822ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1823ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 1824ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1825ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1826ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1827ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1828ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1829ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1830ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1831ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 1832ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1833ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1834ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1835ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1836ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1837ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1838ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1839ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1840ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1841ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 5 191 dws SO: the, Input: [d]
1 2 2 5 5 192 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 193 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 194 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 195 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 196 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 197 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 198 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 199 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1910ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1911ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1912ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1913ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1914ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1915ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1916ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1917ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1918ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1919ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1920ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1921ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 5 1922ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1923ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 5 1924ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1925ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1926ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1927ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1928ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1929ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1930ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1931ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 1932ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1933ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1934ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 1935ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 1936ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1937ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 1938ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1939ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 1940ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 5 1941ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 20ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 201 dws SO: the, Input: [d]
1 2 2 5 5 202 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 203 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 204 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 205 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 206 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 207 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 208 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 5 209 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 2010ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 5 2011ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 2012ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 5 2013ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 5 21ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 5 211 dws SO: the, Input: [d]
1 2 2 5 5 22ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 221 dws SO: the, Input: [d]
1 2 2 5 5 222 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 5 223 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 5 224 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 5 225 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 5 226 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 5 227 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 228 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 5 229 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 5 23ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 5 231 dws SO: the, Input: [d]
1 2 2 5 5 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 241 dws SO: the, Input: [d]
1 2 2 5 5 242 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 5 243 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 5 244 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 5 245 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 5 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 5 251 dws SO: the, Input: [d]
1 2 2 5 5 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 261 dws SO: the, Input: [d]
1 2 2 5 5 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 5 271 dws SO: the, Input: [d]
1 2 2 5 5 272 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 5 273 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 5 274 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 5 275 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 5 276 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 5 277 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 5 278 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 5 279 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 5 2710ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 5 2711ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 5 2712ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 2713ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 5 2714ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 5 2715ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 2716ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 5 2717ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 2718ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 5 2719ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 2720ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 5 2721ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 5 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 281 dws SO: the, Input: [d]
1 2 2 5 5 282 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 5 283 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 5 284 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 5 285 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 5 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 5 291 dws SO: the, Input: [d]
1 2 2 5 5 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 301 dws SO: the, Input: [d]
1 2 2 5 5 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 5 311 dws SO: the, Input: [d]
1 2 2 5 5 312 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 313 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 314 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 315 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 316 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 317 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 5 318 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 5 319 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 3110ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 5 3111ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 3112ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 5 3113ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 5 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 5 321 dws SO: the, Input: [d]
1 2 2 5 5 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 5 331 dws SO: the, Input: [d]
1 2 2 5 5 332 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 5 333 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 5 334 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 5 335 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 5 336 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 5 337 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 338 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 5 339 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 5 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 5 341 dws SO: the, Input: [d]
1 2 2 5 5 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 5 351 dws SO: the, Input: [d]
1 2 2 5 5 352 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 5 353 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 5 354 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 5 355 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 5 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 5 361 dws SO: the, Input: [d]
1 2 2 5 5 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 5 371 dws SO: the, Input: [d]
1 2 2 5 6 ism SO: {book,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 5 6 1 dws SO: the, Input: [d]
1 2 2 5 6 1 1 esm SO: {the,d}, Input: []
1 2 2 5 6 1 2 epm SO: <the,d>, Input: []
1 2 2 5 6 1 3 epm SO: <d,the>, Input: []
1 2 2 5 6 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 1 dws SO: the, Input: [d]
1 2 2 5 6 2 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 2 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 2 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 2 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 2 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 2 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 2 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 2 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 2 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 2 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 2 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 2 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 2 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 2 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 2 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 3 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 1 dws SO: the, Input: [d]
1 2 2 5 6 3 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 13ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 14ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 3 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 3 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 3 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 3 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 3 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 3 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 3 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 3 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 3 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 3 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 3 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 3 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 3 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 3 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 3 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 3 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 3 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 3 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 3 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 3 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 3 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 3 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 3 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 3 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 1 dws SO: the, Input: [d]
1 2 2 5 6 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 5 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 1 dws SO: the, Input: [d]
1 2 2 5 6 5 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 5 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 5 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 5 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 5 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 5 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 5 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 5 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 5 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 5 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 5 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 5 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 5 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 5 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 5 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 1 dws SO: the, Input: [d]
1 2 2 5 6 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 12ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 14ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 6 16ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 6 17ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 6 18ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 6 19ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 6 20ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 6 21ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 6 22ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 6 23ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 6 24ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 6 25ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 6 26ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 6 27ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 6 28ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 6 29ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 1 dws SO: the, Input: [d]
1 2 2 5 6 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 9 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 7 22ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 7 23ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 7 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 7 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 7 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 7 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 7 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 7 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 7 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 7 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 7 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 7 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 7 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 7 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 7 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 7 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 7 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 7 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 7 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 7 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 1 dws SO: the, Input: [d]
1 2 2 5 6 8 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 8 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 8 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 8 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 8 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 8 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 8 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 8 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 8 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 8 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 8 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 8 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 8 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 8 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 8 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 9 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 1 dws SO: the, Input: [d]
1 2 2 5 6 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 7 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 14ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 18ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 9 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 9 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 9 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 9 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 9 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 9 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 9 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 9 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 9 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 9 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 9 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 9 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 9 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 9 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 9 34ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 9 35ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 9 36ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 9 37ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 101 dws SO: the, Input: [d]
1 2 2 5 6 102 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 103 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 104 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 107 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 108 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 109 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1010ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1011ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1012ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1013ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1014ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1015ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1016ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1017ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 1018ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1019ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 1020ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1021ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1022ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 1023ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 1024ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1025ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 1026ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1027ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1028ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1029ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 11ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 111 dws SO: the, Input: [d]
1 2 2 5 6 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 115 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1112ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1114ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 121 dws SO: the, Input: [d]
1 2 2 5 6 122 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 123 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 124 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 127 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 128 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 129 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1210ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1211ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1212ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1214ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1215ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1216ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1217ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 1218ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1219ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 1220ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1221ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1222ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 1223ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 1224ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1225ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 1226ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1227ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1228ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1229ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 13ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 6 131 dws SO: the, Input: [d]
1 2 2 5 6 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 133 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 134 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 137 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1310ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1311ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1312ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1314ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 6 1316ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 1317ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 6 1318ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1319ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 1320ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1321ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1322ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 1323ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 1324ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1325ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 1326ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1327ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1328ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 6 1329ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 14ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 6 141 dws SO: the, Input: [d]
1 2 2 5 6 15ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 6 151 dws SO: the, Input: [d]
1 2 2 5 6 152 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 6 153 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 6 154 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 6 155 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 6 156 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 6 157 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 6 158 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 6 159 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 6 1510ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 6 1511ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 6 1512ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1513ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 6 1514ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 6 1515ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 1516ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 6 1517ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 1518ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 6 1519ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1520ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 6 1521ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 6 16ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 161 dws SO: the, Input: [d]
1 2 2 5 6 162 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 6 163 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 6 164 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 6 165 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 6 17ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 6 171 dws SO: the, Input: [d]
1 2 2 5 6 18ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 181 dws SO: the, Input: [d]
1 2 2 5 6 19ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 6 191 dws SO: the, Input: [d]
1 2 2 5 6 192 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 6 193 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 6 194 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 6 195 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 6 196 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 6 197 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 6 198 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 6 199 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 1910ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 6 1911ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 1912ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 6 1913ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 6 20ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 6 201 dws SO: the, Input: [d]
1 2 2 5 6 21ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 6 211 dws SO: the, Input: [d]
1 2 2 5 6 212 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 6 213 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 6 214 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 6 215 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 6 216 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 6 217 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 218 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 6 219 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 6 22ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 6 221 dws SO: the, Input: [d]
1 2 2 5 6 23ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 6 231 dws SO: the, Input: [d]
1 2 2 5 6 232 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 6 233 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 6 234 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 6 235 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 6 24ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 6 241 dws SO: the, Input: [d]
1 2 2 5 6 25ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 6 251 dws SO: the, Input: [d]
1 2 2 5 7 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 5 7 1 dws SO: the, Input: [d]
1 2 2 5 7 1 1 esm SO: {the,d}, Input: []
1 2 2 5 7 1 2 epm SO: <the,d>, Input: []
1 2 2 5 7 1 3 epm SO: <d,the>, Input: []
1 2 2 5 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 1 dws SO: the, Input: [d]
1 2 2 5 7 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 13ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 1 dws SO: the, Input: [d]
1 2 2 5 7 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 14ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 19ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 3 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 3 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 1 dws SO: the, Input: [d]
1 2 2 5 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 21ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 1 dws SO: the, Input: [d]
1 2 2 5 7 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 14ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 19ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 5 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 5 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 1 dws SO: the, Input: [d]
1 2 2 5 7 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 10ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 17ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 19ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 6 20ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 6 21ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 1 dws SO: the, Input: [d]
1 2 2 5 7 7 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 14ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 15ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 19ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 21ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 22ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 23ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 25ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 26ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 27ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 28ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 29ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 7 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 7 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 7 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 7 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 7 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 7 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 7 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 7 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 7 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 7 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 7 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 7 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 7 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 7 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 7 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 7 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 7 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 7 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 7 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 7 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 7 50ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 7 51ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 7 52ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 7 53ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 7 54ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 7 55ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 7 56ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 7 57ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 1 dws SO: the, Input: [d]
1 2 2 5 7 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 21ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 8 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 8 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 8 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 8 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 8 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 8 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 8 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 8 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 8 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 8 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 8 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 8 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 8 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 8 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 8 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 8 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 8 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 8 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 8 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 8 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 1 dws SO: the, Input: [d]
1 2 2 5 7 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 14ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 19ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 9 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 9 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 101 dws SO: the, Input: [d]
1 2 2 5 7 102 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 103 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 104 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 105 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 106 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 107 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 108 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 109 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1010ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1011ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1012ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1013ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1014ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1015ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1016ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1017ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1018ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1019ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1020ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1021ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 1022ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1023ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1024ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1025ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1026ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1027ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 1028ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1029ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1030ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1031ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 1032ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1033ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1034ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1035ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1036ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1037ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 111 dws SO: the, Input: [d]
1 2 2 5 7 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 119 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1110ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1112ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1113ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1114ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1115ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1116ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1117ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1118ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 12ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 121 dws SO: the, Input: [d]
1 2 2 5 7 122 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 123 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 125 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 127 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 128 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 129 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1210ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1211ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1212ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1214ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1215ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1216ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1217ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1218ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1219ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1220ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1221ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 1222ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1223ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1224ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1225ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1226ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1227ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 1228ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1229ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1230ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1231ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 1232ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1233ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1234ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1235ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1236ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1237ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 131 dws SO: the, Input: [d]
1 2 2 5 7 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 137 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 138 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1310ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1312ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1313ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1314ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1315ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1316ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1318ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1324ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1325ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1326ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1327ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1328ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1329ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 1330ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1331ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1332ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1333ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1334ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1335ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 1336ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1337ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1338ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1339ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 1340ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1341ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1342ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1343ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1344ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1345ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 141 dws SO: the, Input: [d]
1 2 2 5 7 142 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 143 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 145 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 147 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 148 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 149 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1410ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1411ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1412ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1414ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1416ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1417ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1418ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1419ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1420ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1421ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 1422ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1423ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1424ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1425ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1426ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1427ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 1428ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1429ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1430ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1431ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 1432ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1433ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1434ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1435ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1436ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1437ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 151 dws SO: the, Input: [d]
1 2 2 5 7 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 153 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 154 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 155 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 156 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 157 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 158 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 159 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1510ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1511ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1512ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1513ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1514ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1516ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1518ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1520ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1521ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1522ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1523ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1524ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1525ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 1526ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1527ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1528ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1529ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1530ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1531ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 1532ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1533ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1534ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1535ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 1536ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1537ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1538ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1539ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1540ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1541ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 161 dws SO: the, Input: [d]
1 2 2 5 7 162 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 163 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 165 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 167 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 168 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 169 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1610ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1611ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1612ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1614ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1616ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1617ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1618ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1619ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1620ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1621ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 1622ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1623ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1624ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1625ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1626ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1627ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 1628ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1629ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1630ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1631ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 1632ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1633ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1634ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1635ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1636ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1637ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 17ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 7 171 dws SO: the, Input: [d]
1 2 2 5 7 172 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 173 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 174 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 175 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 176 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 177 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 178 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 179 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1710ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1711ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1712ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1714ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1716ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1717ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1718ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1719ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 7 1720ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1721ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 7 1722ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1723ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1724ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1725ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1726ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1727ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 1728ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1729ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1730ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 1731ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 1732ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1733ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 1734ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1735ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 1736ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 7 1737ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 18ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 181 dws SO: the, Input: [d]
1 2 2 5 7 182 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 7 183 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 7 184 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 7 185 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 7 186 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 7 187 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 188 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 7 189 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 7 19ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 7 191 dws SO: the, Input: [d]
1 2 2 5 7 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 201 dws SO: the, Input: [d]
1 2 2 5 7 202 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 7 203 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 7 204 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 7 205 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 7 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 7 211 dws SO: the, Input: [d]
1 2 2 5 7 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 221 dws SO: the, Input: [d]
1 2 2 5 7 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 7 231 dws SO: the, Input: [d]
1 2 2 5 7 232 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 7 233 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 7 234 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 7 235 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 7 236 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 7 237 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 7 238 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 7 239 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 7 2310ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 7 2311ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 7 2312ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 2313ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 7 2314ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 7 2315ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 2316ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 7 2317ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 2318ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 7 2319ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 2320ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 7 2321ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 7 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 241 dws SO: the, Input: [d]
1 2 2 5 7 242 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 7 243 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 7 244 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 7 245 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 7 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 7 251 dws SO: the, Input: [d]
1 2 2 5 7 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 261 dws SO: the, Input: [d]
1 2 2 5 7 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 7 271 dws SO: the, Input: [d]
1 2 2 5 7 272 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 7 273 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 7 274 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 7 275 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 7 276 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 7 277 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 7 278 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 7 279 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 2710ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 7 2711ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 2712ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 7 2713ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 7 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 7 281 dws SO: the, Input: [d]
1 2 2 5 7 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 7 291 dws SO: the, Input: [d]
1 2 2 5 7 292 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 7 293 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 7 294 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 7 295 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 7 296 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 7 297 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 298 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 7 299 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 7 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 7 301 dws SO: the, Input: [d]
1 2 2 5 7 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 7 311 dws SO: the, Input: [d]
1 2 2 5 7 312 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 7 313 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 7 314 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 7 315 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 7 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 7 321 dws SO: the, Input: [d]
1 2 2 5 7 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 7 331 dws SO: the, Input: [d]
1 2 2 5 8 ism SO: {book,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 5 8 1 dws SO: the, Input: [d]
1 2 2 5 8 1 1 esm SO: {the,d}, Input: []
1 2 2 5 8 1 2 epm SO: <the,d>, Input: []
1 2 2 5 8 1 3 epm SO: <d,the>, Input: []
1 2 2 5 8 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 1 dws SO: the, Input: [d]
1 2 2 5 8 2 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 2 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 2 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 2 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 2 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 2 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 2 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 2 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 2 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 2 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 2 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 2 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 2 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 2 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 2 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 3 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 1 dws SO: the, Input: [d]
1 2 2 5 8 3 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 13ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 14ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 3 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 3 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 3 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 3 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 3 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 3 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 3 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 3 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 3 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 3 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 3 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 3 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 3 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 3 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 3 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 3 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 3 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 3 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 3 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 3 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 3 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 3 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 3 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 3 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 1 dws SO: the, Input: [d]
1 2 2 5 8 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 5 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 1 dws SO: the, Input: [d]
1 2 2 5 8 5 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 5 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 5 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 5 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 5 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 5 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 5 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 5 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 5 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 5 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 5 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 5 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 5 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 5 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 5 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 1 dws SO: the, Input: [d]
1 2 2 5 8 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 12ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 14ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 6 16ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 6 17ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 6 18ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 6 19ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 6 20ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 6 21ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 6 22ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 6 23ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 6 24ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 6 25ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 6 26ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 6 27ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 6 28ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 6 29ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 1 dws SO: the, Input: [d]
1 2 2 5 8 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 9 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 7 22ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 7 23ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 7 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 7 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 7 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 7 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 7 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 7 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 7 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 7 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 7 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 7 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 7 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 7 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 7 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 7 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 7 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 7 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 7 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 7 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 1 dws SO: the, Input: [d]
1 2 2 5 8 8 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 8 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 8 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 8 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 8 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 8 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 8 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 8 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 8 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 8 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 8 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 8 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 8 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 8 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 8 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 9 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 1 dws SO: the, Input: [d]
1 2 2 5 8 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 7 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 14ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 18ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 9 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 9 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 9 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 9 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 9 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 9 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 9 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 9 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 9 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 9 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 9 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 9 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 9 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 9 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 9 34ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 9 35ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 9 36ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 9 37ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 101 dws SO: the, Input: [d]
1 2 2 5 8 102 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 103 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 104 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 107 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 108 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 109 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1010ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1011ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1012ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1013ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1014ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1015ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1016ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1017ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 1018ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1019ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 1020ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1021ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1022ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 1023ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 1024ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1025ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 1026ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1027ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1028ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1029ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 11ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 111 dws SO: the, Input: [d]
1 2 2 5 8 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 115 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1112ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1114ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 121 dws SO: the, Input: [d]
1 2 2 5 8 122 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 123 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 124 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 127 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 128 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 129 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1210ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1211ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1212ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1214ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1215ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1216ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1217ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 1218ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1219ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 1220ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1221ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1222ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 1223ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 1224ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1225ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 1226ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1227ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1228ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1229ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 13ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 8 131 dws SO: the, Input: [d]
1 2 2 5 8 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 133 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 134 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 137 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1310ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1311ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1312ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1314ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 8 1316ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 1317ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 8 1318ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1319ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 1320ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1321ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1322ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 1323ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 1324ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1325ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 1326ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1327ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1328ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 8 1329ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 14ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 8 141 dws SO: the, Input: [d]
1 2 2 5 8 15ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 8 151 dws SO: the, Input: [d]
1 2 2 5 8 152 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 8 153 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 8 154 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 8 155 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 8 156 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 8 157 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 8 158 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 8 159 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 8 1510ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 8 1511ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 8 1512ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1513ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 8 1514ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 8 1515ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 1516ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 8 1517ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 1518ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 8 1519ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1520ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 8 1521ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 8 16ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 161 dws SO: the, Input: [d]
1 2 2 5 8 162 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 8 163 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 8 164 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 8 165 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 8 17ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 8 171 dws SO: the, Input: [d]
1 2 2 5 8 18ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 181 dws SO: the, Input: [d]
1 2 2 5 8 19ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 8 191 dws SO: the, Input: [d]
1 2 2 5 8 192 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 8 193 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 8 194 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 8 195 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 8 196 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 8 197 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 8 198 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 8 199 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 1910ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 8 1911ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 1912ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 8 1913ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 8 20ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 8 201 dws SO: the, Input: [d]
1 2 2 5 8 21ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 8 211 dws SO: the, Input: [d]
1 2 2 5 8 212 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 8 213 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 8 214 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 8 215 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 8 216 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 8 217 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 218 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 8 219 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 8 22ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 8 221 dws SO: the, Input: [d]
1 2 2 5 8 23ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 8 231 dws SO: the, Input: [d]
1 2 2 5 8 232 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 8 233 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 8 234 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 8 235 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 8 24ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 8 241 dws SO: the, Input: [d]
1 2 2 5 8 25ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 8 251 dws SO: the, Input: [d]
1 2 2 5 9 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 5 9 1 dws SO: the, Input: [d]
1 2 2 5 9 1 1 esm SO: {the,d}, Input: []
1 2 2 5 9 1 2 epm SO: <the,d>, Input: []
1 2 2 5 9 1 3 epm SO: <d,the>, Input: []
1 2 2 5 9 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 1 dws SO: the, Input: [d]
1 2 2 5 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 1 dws SO: the, Input: [d]
1 2 2 5 9 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 1 dws SO: the, Input: [d]
1 2 2 5 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 1 dws SO: the, Input: [d]
1 2 2 5 9 5 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 15ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 16ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 17ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 19ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 20ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 21ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 26ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 27ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 5 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 5 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 5 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 5 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 5 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 5 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 5 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 5 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 5 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 5 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 5 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 5 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 5 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 5 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 5 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 5 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 5 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 5 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 5 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 5 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 5 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 5 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 5 50ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 5 51ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 5 52ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 5 53ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 1 dws SO: the, Input: [d]
1 2 2 5 9 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 1 dws SO: the, Input: [d]
1 2 2 5 9 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 1 dws SO: the, Input: [d]
1 2 2 5 9 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 1 dws SO: the, Input: [d]
1 2 2 5 9 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 13ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 101 dws SO: the, Input: [d]
1 2 2 5 9 102 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 103 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 104 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 105 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 106 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 107 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 108 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 109 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1010ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1012ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1013ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1014ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1015ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1016ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1017ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1018ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1019ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 1020ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1021ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1022ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1023ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 1024ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1025ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1026ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1027ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 1028ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1029ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 1030ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1031ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1032ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1033ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 111 dws SO: the, Input: [d]
1 2 2 5 9 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 117 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1111ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1112ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1113ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1114ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1116ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 121 dws SO: the, Input: [d]
1 2 2 5 9 122 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 123 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 125 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 126 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 127 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 128 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 129 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1210ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1212ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1214ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1215ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1216ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1217ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1218ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1219ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 1220ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1221ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1222ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1223ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 1224ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1225ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1226ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1227ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 1228ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1229ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 1230ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1231ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1232ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1233ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 131 dws SO: the, Input: [d]
1 2 2 5 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 135 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 139 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1314ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1316ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 141 dws SO: the, Input: [d]
1 2 2 5 9 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 143 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 147 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1412ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1414ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 15ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 9 151 dws SO: the, Input: [d]
1 2 2 5 9 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 153 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 157 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1512ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1514ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 9 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 9 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 9 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 16ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 161 dws SO: the, Input: [d]
1 2 2 5 9 162 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 9 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 9 164 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 9 165 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 9 17ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 9 171 dws SO: the, Input: [d]
1 2 2 5 9 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 181 dws SO: the, Input: [d]
1 2 2 5 9 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 9 191 dws SO: the, Input: [d]
1 2 2 5 9 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 9 193 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 9 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 9 195 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 9 196 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 9 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 9 198 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 9 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 9 1910ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 9 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 9 1912ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1913ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 9 1914ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 9 1915ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 1916ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 9 1917ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 1918ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 9 1919ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 1920ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 9 1921ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 9 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 201 dws SO: the, Input: [d]
1 2 2 5 9 202 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 9 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 9 204 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 9 205 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 9 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 9 211 dws SO: the, Input: [d]
1 2 2 5 9 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 221 dws SO: the, Input: [d]
1 2 2 5 9 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 9 231 dws SO: the, Input: [d]
1 2 2 5 9 232 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 9 233 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 9 234 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 9 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 9 236 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 9 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 9 238 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 9 239 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 2310ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 9 2311ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 2312ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 9 2313ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 9 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 9 241 dws SO: the, Input: [d]
1 2 2 5 9 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 9 251 dws SO: the, Input: [d]
1 2 2 5 9 252 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 9 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 9 254 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 9 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 9 256 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 9 257 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 258 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 9 259 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 9 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 9 261 dws SO: the, Input: [d]
1 2 2 5 9 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 9 271 dws SO: the, Input: [d]
1 2 2 5 9 272 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 9 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 9 274 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 9 275 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 9 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 9 281 dws SO: the, Input: [d]
1 2 2 5 9 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 9 291 dws SO: the, Input: [d]
1 2 2 5 10ism SO: {book,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 5 101 dws SO: the, Input: [d]
1 2 2 5 101 1 esm SO: {the,d}, Input: []
1 2 2 5 101 2 epm SO: <the,d>, Input: []
1 2 2 5 101 3 epm SO: <d,the>, Input: []
1 2 2 5 102 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 102 1 dws SO: the, Input: [d]
1 2 2 5 102 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 102 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 102 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 102 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 102 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 102 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 102 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 102 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 102 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 102 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 102 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 102 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 102 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 102 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 102 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 103 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 103 1 dws SO: the, Input: [d]
1 2 2 5 103 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 13ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 14ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 103 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 103 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 103 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 103 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 103 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 103 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 103 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 103 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 103 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 103 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 103 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 103 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 103 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 103 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 103 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 103 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 103 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 103 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 103 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 103 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 103 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 103 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 103 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 103 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 104 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 104 1 dws SO: the, Input: [d]
1 2 2 5 104 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 5 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 104 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 104 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 104 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 104 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 104 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 104 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 104 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 104 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 104 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 104 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 104 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 104 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 104 30ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 104 31ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 104 32ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 104 33ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 105 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 105 1 dws SO: the, Input: [d]
1 2 2 5 105 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 105 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 105 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 105 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 105 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 105 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 105 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 105 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 105 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 105 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 105 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 105 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 105 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 105 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 105 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 106 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 106 1 dws SO: the, Input: [d]
1 2 2 5 106 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 12ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 14ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 15ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 106 16ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 106 17ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 106 18ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 106 19ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 106 20ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 106 21ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 106 22ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 106 23ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 106 24ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 106 25ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 106 26ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 106 27ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 106 28ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 106 29ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 107 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 107 1 dws SO: the, Input: [d]
1 2 2 5 107 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 9 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 14ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 21ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 107 22ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 107 23ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 107 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 107 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 107 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 107 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 107 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 107 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 107 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 107 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 107 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 107 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 107 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 107 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 107 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 107 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 107 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 107 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 107 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 107 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 108 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 108 1 dws SO: the, Input: [d]
1 2 2 5 108 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 108 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 108 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 108 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 108 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 108 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 108 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 108 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 108 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 108 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 108 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 108 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 108 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 108 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 108 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 109 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 109 1 dws SO: the, Input: [d]
1 2 2 5 109 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 7 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 14ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 18ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 19ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 109 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 109 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 109 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 109 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 109 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 109 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 109 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 109 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 109 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 109 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 109 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 109 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 109 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 109 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 109 34ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 109 35ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 109 36ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 109 37ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 1010ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 10101 dws SO: the, Input: [d]
1 2 2 5 10102 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10103 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10104 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10107 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10108 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10109 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101010ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101011ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101012ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101013ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101014ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101015ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101016ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101017ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 101018ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101019ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 101020ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 101021ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101022ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 101023ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 101024ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101025ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 101026ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101027ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 101028ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101029ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 1011ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 10111 dws SO: the, Input: [d]
1 2 2 5 10112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10115 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101112ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101114ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101116ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101118ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 101119ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101120ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 101121ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 101122ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101123ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 101124ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 101125ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101126ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 101127ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 101128ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101129ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 101130ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101131ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 101132ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101133ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 1012ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 10121 dws SO: the, Input: [d]
1 2 2 5 10122 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10123 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10124 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10127 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10128 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10129 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101210ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101211ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101212ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101213ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101214ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101215ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101216ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101217ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 101218ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101219ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 101220ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 101221ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101222ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 101223ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 101224ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101225ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 101226ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101227ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 101228ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101229ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 1013ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 10131 dws SO: the, Input: [d]
1 2 2 5 10132 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10133 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10134 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10137 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10138 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 10139 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101310ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101311ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101312ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101314ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101315ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 101316ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 101317ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 101318ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101319ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 101320ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 101321ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101322ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 101323ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 101324ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101325ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 101326ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101327ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 101328ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 101329ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 1014ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 10141 dws SO: the, Input: [d]
1 2 2 5 1015ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 10151 dws SO: the, Input: [d]
1 2 2 5 10152 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 10153 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 10154 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 10155 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 10156 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 10157 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 10158 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 10159 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 101510ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 101511ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 101512ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 101513ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 101514ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 101515ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 101516ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 101517ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 101518ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 101519ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 101520ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 101521ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 1016ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 10161 dws SO: the, Input: [d]
1 2 2 5 10162 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 10163 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 10164 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 10165 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 1017ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 10171 dws SO: the, Input: [d]
1 2 2 5 1018ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 10181 dws SO: the, Input: [d]
1 2 2 5 1019ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 10191 dws SO: the, Input: [d]
1 2 2 5 10192 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 10193 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 10194 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 10195 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 10196 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 10197 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 10198 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 10199 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 101910ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 101911ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 101912ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 101913ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 1020ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 10201 dws SO: the, Input: [d]
1 2 2 5 1021ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 10211 dws SO: the, Input: [d]
1 2 2 5 10212 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 10213 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 10214 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 10215 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 10216 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 10217 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 10218 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 10219 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 1022ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 10221 dws SO: the, Input: [d]
1 2 2 5 1023ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 10231 dws SO: the, Input: [d]
1 2 2 5 10232 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 10233 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 10234 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 10235 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 1024ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 10241 dws SO: the, Input: [d]
1 2 2 5 1025ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 10251 dws SO: the, Input: [d]
1 2 2 5 11ism SO: {n!case,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 5 111 dws SO: the, Input: [d]
1 2 2 5 111 1 esm SO: {the,d}, Input: []
1 2 2 5 111 2 epm SO: <the,d>, Input: []
1 2 2 5 111 3 epm SO: <d,the>, Input: []
1 2 2 5 112 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 112 1 dws SO: the, Input: [d]
1 2 2 5 112 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 112 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 112 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 112 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 112 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 112 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 112 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 112 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 112 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 112 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 112 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 112 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 112 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 112 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 112 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 113 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 113 1 dws SO: the, Input: [d]
1 2 2 5 113 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 13ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 14ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 113 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 113 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 113 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 113 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 113 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 113 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 113 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 113 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 113 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 113 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 113 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 113 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 113 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 113 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 113 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 113 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 113 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 113 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 113 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 113 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 113 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 113 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 113 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 113 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 114 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 114 1 dws SO: the, Input: [d]
1 2 2 5 114 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 5 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 12ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 114 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 114 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 114 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 114 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 114 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 114 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 114 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 114 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 114 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 114 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 114 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 114 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 114 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 114 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 114 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 114 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 115 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 115 1 dws SO: the, Input: [d]
1 2 2 5 115 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 9 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 11ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 115 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 115 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 115 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 115 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 115 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 115 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 115 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 115 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 115 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 115 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 115 26ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 115 27ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 115 28ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 115 29ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 116 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 116 1 dws SO: the, Input: [d]
1 2 2 5 116 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 116 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 116 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 116 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 116 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 116 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 116 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 116 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 116 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 116 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 116 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 116 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 116 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 116 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 116 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 117 1 dws SO: the, Input: [d]
1 2 2 5 117 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 9 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 13ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 14ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 20ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 21ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 117 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 117 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 117 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 117 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 117 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 117 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 117 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 117 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 117 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 117 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 117 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 117 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 117 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 117 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 117 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 117 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 117 38ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 117 39ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 117 40ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 117 41ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 118 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 118 1 dws SO: the, Input: [d]
1 2 2 5 118 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 9 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 11ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 118 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 118 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 118 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 118 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 118 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 118 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 118 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 118 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 118 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 118 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 118 26ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 118 27ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 118 28ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 118 29ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 119 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 119 1 dws SO: the, Input: [d]
1 2 2 5 119 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 7 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 10ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 14ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 119 20ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 119 21ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 119 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 119 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 119 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 119 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 119 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 119 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 119 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 119 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 119 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 119 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 119 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 119 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 119 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 119 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 119 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 119 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 1110ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 11101 dws SO: the, Input: [d]
1 2 2 5 11102 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11103 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11104 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11107 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11108 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11109 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111010ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111011ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111012ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111013ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111014ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111015ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111016ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111017ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 111018ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 111019ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 111020ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 111021ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111022ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 111023ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 111024ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111025ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 111026ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111027ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 111028ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111029ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 1111ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 11111 dws SO: the, Input: [d]
1 2 2 5 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11115 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111112ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111114ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 111119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 111121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 111122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 111123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 111124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 111125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 111127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 111128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 111130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 111132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 1112ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 11121 dws SO: the, Input: [d]
1 2 2 5 11122 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11123 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11124 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11127 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11128 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11129 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111210ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111211ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111212ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111214ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111215ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111216ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111217ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 111218ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 111219ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 111220ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 111221ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111222ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 111223ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 111224ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111225ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 111226ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111227ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 111228ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111229ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 1113ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 5 11131 dws SO: the, Input: [d]
1 2 2 5 11132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11133 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11137 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 11139 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111310ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111311ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111312ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111314ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 5 111316ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 111317ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 5 111318ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 111319ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 111320ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 111321ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111322ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 111323ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 111324ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111325ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 111326ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111327ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 111328ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 5 111329ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 5 1114ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 11141 dws SO: the, Input: [d]
1 2 2 5 1115ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 5 11151 dws SO: the, Input: [d]
1 2 2 5 11152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 11153 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 11154 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 11155 ism SO: {{book,{book,{book,n!case}}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 11156 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 11157 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 11158 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 11159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 111510ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 111511ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 5 111512ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 111513ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 111514ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 111515ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 111516ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 111517ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 111518ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 111519ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 111520ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 5 111521ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 5 1116ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 11161 dws SO: the, Input: [d]
1 2 2 5 11162 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 11163 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 11164 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 11165 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 1117ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 11171 dws SO: the, Input: [d]
1 2 2 5 1118ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 11181 dws SO: the, Input: [d]
1 2 2 5 1119ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 11191 dws SO: the, Input: [d]
1 2 2 5 11192 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 11193 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 11194 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 11195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 11196 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 11197 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 11198 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 11199 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 111910ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 111911ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 111912ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 111913ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 1120ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 11201 dws SO: the, Input: [d]
1 2 2 5 1121ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 11211 dws SO: the, Input: [d]
1 2 2 5 11212 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 11213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 11214 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 11215 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 11216 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 11217 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 11218 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 11219 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 1122ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 11221 dws SO: the, Input: [d]
1 2 2 5 1123ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 11231 dws SO: the, Input: [d]
1 2 2 5 11232 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 11233 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 11234 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 11235 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 1124ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 5 11241 dws SO: the, Input: [d]
1 2 2 5 1125ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 5 11251 dws SO: the, Input: [d]
1 2 2 5 12ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 121 dws SO: the, Input: [d]
1 2 2 5 121 1 esm SO: {the,d}, Input: []
1 2 2 5 121 2 epm SO: <the,d>, Input: []
1 2 2 5 121 3 epm SO: <d,the>, Input: []
1 2 2 5 122 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 122 1 dws SO: the, Input: [d]
1 2 2 5 122 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 122 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 122 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 122 5 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 122 6 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 5 122 7 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 5 122 8 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 5 122 9 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 5 123 ism SO: {n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 123 1 dws SO: the, Input: [d]
1 2 2 5 123 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 123 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 123 4 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 123 5 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 123 6 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 5 123 7 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 5 123 8 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 5 123 9 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 5 124 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 124 1 dws SO: the, Input: [d]
1 2 2 5 125 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 125 1 dws SO: the, Input: [d]
1 2 2 5 13ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 5 131 dws SO: the, Input: [d]
1 2 2 5 131 1 esm SO: {the,d}, Input: []
1 2 2 5 131 2 epm SO: <the,d>, Input: []
1 2 2 5 131 3 epm SO: <d,the>, Input: []
1 2 2 5 14ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 2 5 141 dws SO: the, Input: [d]
1 2 2 5 141 1 esm SO: {the,d}, Input: []
1 2 2 5 141 2 epm SO: <the,d>, Input: []
1 2 2 5 141 3 epm SO: <d,the>, Input: []
1 2 2 5 15ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 5 151 dws SO: the, Input: [d]
1 2 2 5 151 1 esm SO: {the,d}, Input: []
1 2 2 5 151 2 epm SO: <the,d>, Input: []
1 2 2 5 151 3 epm SO: <d,the>, Input: []
1 2 2 5 152 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 152 1 dws SO: the, Input: [d]
1 2 2 5 152 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 152 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 152 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 152 5 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 152 6 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 152 7 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 152 8 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 152 9 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 152 10ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 152 11ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 5 152 12ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 152 13ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 152 14ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 152 15ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 152 16ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 152 17ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 5 153 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 153 1 dws SO: the, Input: [d]
1 2 2 5 153 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 3 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 5 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 6 ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 7 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 8 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 10ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 11ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 12ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 13ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 153 14ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 153 15ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 153 16ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 153 17ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 153 18ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 5 153 19ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 5 153 20ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 153 21ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 153 22ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 153 23ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 153 24ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 153 25ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 5 154 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 154 1 dws SO: the, Input: [d]
1 2 2 5 154 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 154 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 154 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 154 5 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 154 6 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 154 7 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 154 8 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 154 9 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 154 10ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 154 11ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 5 154 12ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 154 13ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 154 14ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 154 15ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 154 16ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 154 17ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 5 155 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 155 1 dws SO: the, Input: [d]
1 2 2 5 155 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 155 3 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 155 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 155 5 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 155 6 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 155 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 155 8 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 155 9 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 155 10ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 155 11ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 155 12ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 155 13ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 155 14ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 5 155 15ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 5 155 16ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 155 17ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 155 18ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 155 19ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 155 20ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 155 21ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 5 156 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 156 1 dws SO: the, Input: [d]
1 2 2 5 156 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 156 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 156 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 156 5 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 156 6 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 156 7 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 156 8 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 156 9 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 156 10ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 156 11ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 5 156 12ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 156 13ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 156 14ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 156 15ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 156 16ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 156 17ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 5 157 ism SO: {n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 5 157 1 dws SO: the, Input: [d]
1 2 2 5 157 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 157 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 157 4 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 157 5 ism SO: {{book,{book,n!case}},{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 157 6 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 157 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 157 8 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 157 9 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 5 157 10ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 5 157 11ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 5 157 12ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 157 13ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 157 14ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 157 15ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 157 16ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 5 157 17ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 5 158 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 158 1 dws SO: the, Input: [d]
1 2 2 5 159 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 159 1 dws SO: the, Input: [d]
1 2 2 5 159 2 ism SO: {book,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 159 3 ism SO: {{book,n!case},<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 159 4 ism SO: {book,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 159 5 ism SO: {n!case,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 159 6 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 159 7 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 159 8 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 159 9 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 1510ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 15101 dws SO: the, Input: [d]
1 2 2 5 1511ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 15111 dws SO: the, Input: [d]
1 2 2 5 15112 ism SO: {book,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 5 15113 ism SO: {n!case,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 5 15114 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 15115 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 1512ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 5 15121 dws SO: the, Input: [d]
1 2 2 5 1513ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 5 15131 dws SO: the, Input: [d]
1 2 2 5 16ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 5 161 dws SO: the, Input: [d]
1 2 2 5 161 1 esm SO: {the,d}, Input: []
1 2 2 5 161 2 epm SO: <the,d>, Input: []
1 2 2 5 161 3 epm SO: <d,the>, Input: []
1 2 2 5 17ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 5 171 dws SO: the, Input: [d]
1 2 2 5 171 1 esm SO: {the,d}, Input: []
1 2 2 5 171 2 epm SO: <the,d>, Input: []
1 2 2 5 171 3 epm SO: <d,the>, Input: []
1 2 2 5 172 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 172 1 dws SO: the, Input: [d]
1 2 2 5 172 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 172 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 172 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 172 5 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 172 6 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 172 7 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 172 8 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 5 172 9 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 5 172 10ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 5 172 11ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 172 12ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 5 172 13ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 5 173 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 173 1 dws SO: the, Input: [d]
1 2 2 5 173 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 173 3 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 173 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 173 5 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 173 6 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 173 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 173 8 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 173 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 173 10ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 173 11ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 5 173 12ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 5 173 13ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 5 173 14ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 5 173 15ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 173 16ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 5 173 17ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 5 174 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 174 1 dws SO: the, Input: [d]
1 2 2 5 174 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 174 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 174 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 174 5 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 174 6 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 174 7 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 174 8 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 5 174 9 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 5 174 10ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 5 174 11ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 174 12ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 5 174 13ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 5 175 ism SO: {n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 5 175 1 dws SO: the, Input: [d]
1 2 2 5 175 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 175 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 175 4 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 175 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 175 6 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 175 7 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 5 175 8 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 5 175 9 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 5 175 10ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 5 175 11ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 5 175 12ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 5 175 13ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 5 176 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 176 1 dws SO: the, Input: [d]
1 2 2 5 177 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 5 177 1 dws SO: the, Input: [d]
1 2 2 5 177 2 ism SO: {book,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 5 177 3 ism SO: {n!case,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 5 177 4 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 177 5 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 178 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 5 178 1 dws SO: the, Input: [d]
1 2 2 5 179 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 5 179 1 dws SO: the, Input: [d]
1 2 2 5 18ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 5 181 dws SO: the, Input: [d]
1 2 2 5 181 1 esm SO: {the,d}, Input: []
1 2 2 5 181 2 epm SO: <the,d>, Input: []
1 2 2 5 181 3 epm SO: <d,the>, Input: []
1 2 2 5 19ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 5 191 dws SO: the, Input: [d]
1 2 2 5 191 1 esm SO: {the,d}, Input: []
1 2 2 5 191 2 epm SO: <the,d>, Input: []
1 2 2 5 191 3 epm SO: <d,the>, Input: []
1 2 2 5 192 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 192 1 dws SO: the, Input: [d]
1 2 2 5 192 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 192 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 192 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 192 5 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 192 6 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 5 192 7 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 5 192 8 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 5 192 9 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 5 193 ism SO: {n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 5 193 1 dws SO: the, Input: [d]
1 2 2 5 193 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 193 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 193 4 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 193 5 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 5 193 6 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 5 193 7 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 5 193 8 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 5 193 9 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 5 194 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 5 194 1 dws SO: the, Input: [d]
1 2 2 5 195 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 5 195 1 dws SO: the, Input: [d]
1 2 2 5 20ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 5 201 dws SO: the, Input: [d]
1 2 2 5 201 1 esm SO: {the,d}, Input: []
1 2 2 5 201 2 epm SO: <the,d>, Input: []
1 2 2 5 201 3 epm SO: <d,the>, Input: []
1 2 2 5 21ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 2 5 211 dws SO: the, Input: [d]
1 2 2 5 211 1 esm SO: {the,d}, Input: []
1 2 2 5 211 2 epm SO: <the,d>, Input: []
1 2 2 5 211 3 epm SO: <d,the>, Input: []
1 2 2 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 2 6 1 dws SO: the, Input: [d]
1 2 2 6 1 1 esm SO: {the,d}, Input: []
1 2 2 6 1 1 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 6 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 6 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 6 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 6 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 6 1 2 epm SO: <the,d>, Input: []
1 2 2 6 1 2 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 6 1 3 epm SO: <d,the>, Input: []
1 2 2 6 1 3 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 6 2 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 6 2 1 dws SO: the, Input: [d]
1 2 2 6 2 1 1 esm SO: {the,d}, Input: []
1 2 2 6 2 1 2 epm SO: <the,d>, Input: []
1 2 2 6 2 1 3 epm SO: <d,the>, Input: []
1 2 2 6 2 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 1 dws SO: the, Input: [d]
1 2 2 6 2 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 2 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 1 dws SO: the, Input: [d]
1 2 2 6 2 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 2 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 1 dws SO: the, Input: [d]
1 2 2 6 2 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 2 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 1 dws SO: the, Input: [d]
1 2 2 6 2 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 2 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 1 dws SO: the, Input: [d]
1 2 2 6 2 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 2 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 1 dws SO: the, Input: [d]
1 2 2 6 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 2 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 1 dws SO: the, Input: [d]
1 2 2 6 2 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 2 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 1 dws SO: the, Input: [d]
1 2 2 6 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 2 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 2 101 dws SO: the, Input: [d]
1 2 2 6 2 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 2 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 2 111 dws SO: the, Input: [d]
1 2 2 6 2 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 2 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 2 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 2 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 2 121 dws SO: the, Input: [d]
1 2 2 6 2 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 2 131 dws SO: the, Input: [d]
1 2 2 6 2 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 2 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 2 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 2 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 2 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 2 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 2 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 2 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 2 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 2 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 2 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 2 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 2 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 6 2 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 2 141 dws SO: the, Input: [d]
1 2 2 6 2 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 2 151 dws SO: the, Input: [d]
1 2 2 6 2 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 2 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 2 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 2 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 2 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 2 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 2 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 2 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 2 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 2 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 6 2 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 2 161 dws SO: the, Input: [d]
1 2 2 6 2 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 2 171 dws SO: the, Input: [d]
1 2 2 6 2 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 2 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 2 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 2 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 2 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 2 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 2 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 2 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 2 181 dws SO: the, Input: [d]
1 2 2 6 2 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 2 191 dws SO: the, Input: [d]
1 2 2 6 2 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 2 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 2 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 2 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 2 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 2 201 dws SO: the, Input: [d]
1 2 2 6 2 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 2 211 dws SO: the, Input: [d]
1 2 2 6 3 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 6 3 1 dws SO: the, Input: [d]
1 2 2 6 3 1 1 esm SO: {the,d}, Input: []
1 2 2 6 3 1 2 epm SO: <the,d>, Input: []
1 2 2 6 3 1 3 epm SO: <d,the>, Input: []
1 2 2 6 3 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 1 dws SO: the, Input: [d]
1 2 2 6 3 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 9 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 21ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 23ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 25ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 2 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 2 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 2 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 2 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 1 dws SO: the, Input: [d]
1 2 2 6 3 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 3 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 3 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 3 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 3 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 1 dws SO: the, Input: [d]
1 2 2 6 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 7 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 16ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 18ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 20ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 4 24ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 4 25ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 4 26ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 4 27ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 1 dws SO: the, Input: [d]
1 2 2 6 3 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 5 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 5 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 5 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 5 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 1 dws SO: the, Input: [d]
1 2 2 6 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 5 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 14ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 16ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 18ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 21ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 6 22ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 6 23ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 6 24ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 6 25ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 1 dws SO: the, Input: [d]
1 2 2 6 3 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 7 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 7 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 7 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 7 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 1 dws SO: the, Input: [d]
1 2 2 6 3 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 11ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 12ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 14ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 16ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 17ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 19ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 8 20ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 8 21ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 8 22ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 8 23ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 1 dws SO: the, Input: [d]
1 2 2 6 3 9 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 11ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 12ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 14ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 16ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 17ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 18ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 19ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 21ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 23ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 25ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 26ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 27ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 9 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 9 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 9 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 9 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 9 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 9 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 9 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 9 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 9 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 9 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 9 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 9 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 9 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 9 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 9 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 9 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 9 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 9 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 9 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 9 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 9 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 9 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 9 50ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 9 51ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 9 52ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 9 53ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 101 dws SO: the, Input: [d]
1 2 2 6 3 102 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 103 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 104 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 105 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 106 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 107 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 108 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 109 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1010ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1011ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1012ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1013ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1014ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1015ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1016ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1017ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1018ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1019ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1020ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1021ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 1022ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1023ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1024ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1025ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1026ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1027ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1028ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1029ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 1030ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1031ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1032ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1033ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1034ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1035ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1036ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1037ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 111 dws SO: the, Input: [d]
1 2 2 6 3 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 119 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1110ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1112ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1113ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1114ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1115ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1116ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1117ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1118ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 121 dws SO: the, Input: [d]
1 2 2 6 3 122 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 123 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 124 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 125 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 126 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 127 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 128 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 129 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1210ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1211ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1212ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1214ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1215ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1216ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1217ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1218ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1219ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1220ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1221ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 1222ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1223ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1224ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1225ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1226ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1227ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1228ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1229ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 1230ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1231ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1232ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1233ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1234ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1235ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1236ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1237ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 13ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 131 dws SO: the, Input: [d]
1 2 2 6 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 137 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 138 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1313ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1314ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1315ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1316ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1318ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1324ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1325ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1326ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1327ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1328ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1329ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 1330ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1331ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1332ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1333ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1334ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1335ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1336ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1337ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 1338ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1339ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1340ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1341ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1342ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1343ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1344ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1345ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 141 dws SO: the, Input: [d]
1 2 2 6 3 142 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 143 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 144 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 145 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 146 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 147 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 148 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 149 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1410ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1411ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1412ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1414ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1416ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1417ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1418ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1419ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1420ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1421ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 1422ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1423ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1424ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1425ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1426ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1427ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1428ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1429ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 1430ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1431ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1432ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1433ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1434ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1435ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1436ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1437ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 15ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 151 dws SO: the, Input: [d]
1 2 2 6 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 153 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 154 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 155 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 156 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 157 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 159 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1511ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1512ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1513ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1514ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1516ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1518ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1520ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1521ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1522ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1523ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1524ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1525ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 1526ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1527ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1528ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1529ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1530ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1531ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1532ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1533ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 1534ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1535ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1536ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1537ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1538ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1539ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1540ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1541ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 161 dws SO: the, Input: [d]
1 2 2 6 3 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 163 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1611ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1612ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1614ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1616ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1617ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1619ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1620ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1621ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 1622ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1623ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 17ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 3 171 dws SO: the, Input: [d]
1 2 2 6 3 172 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 173 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 174 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 175 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 176 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 177 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 178 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 179 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1710ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1711ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1712ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1714ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1716ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1717ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1718ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1719ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 3 1720ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1721ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 3 1722ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1723ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1724ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1725ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1726ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1727ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1728ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 1729ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 1730ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1731ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 1732ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1733ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1734ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1735ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1736ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 3 1737ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 18ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 181 dws SO: the, Input: [d]
1 2 2 6 3 182 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 183 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 184 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 185 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 186 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 187 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 188 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 3 189 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 1810ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 3 1811ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 1812ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 3 1813ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 6 3 19ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 3 191 dws SO: the, Input: [d]
1 2 2 6 3 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 201 dws SO: the, Input: [d]
1 2 2 6 3 202 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 3 203 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 3 204 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 3 205 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 3 206 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 3 207 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 208 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 3 209 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 3 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 3 211 dws SO: the, Input: [d]
1 2 2 6 3 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 221 dws SO: the, Input: [d]
1 2 2 6 3 222 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 3 223 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 3 224 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 3 225 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 3 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 3 231 dws SO: the, Input: [d]
1 2 2 6 3 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 241 dws SO: the, Input: [d]
1 2 2 6 3 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 3 251 dws SO: the, Input: [d]
1 2 2 6 3 252 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 3 253 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 3 254 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 3 255 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 3 256 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 3 257 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 3 258 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 3 259 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 3 2510ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 3 2511ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 2512ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 3 2513ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 2514ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 3 2515ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 2516ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 3 2517ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 6 3 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 3 261 dws SO: the, Input: [d]
1 2 2 6 3 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 3 271 dws SO: the, Input: [d]
1 2 2 6 3 272 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 273 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 274 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 275 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 276 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 277 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 3 278 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 3 279 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 2710ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 3 2711ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 2712ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 3 2713ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 6 3 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 3 281 dws SO: the, Input: [d]
1 2 2 6 3 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 3 291 dws SO: the, Input: [d]
1 2 2 6 3 292 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 3 293 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 3 294 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 3 295 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 3 296 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 3 297 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 298 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 3 299 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 3 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 3 301 dws SO: the, Input: [d]
1 2 2 6 3 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 3 311 dws SO: the, Input: [d]
1 2 2 6 3 312 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 3 313 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 3 314 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 3 315 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 3 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 3 321 dws SO: the, Input: [d]
1 2 2 6 3 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 3 331 dws SO: the, Input: [d]
1 2 2 6 4 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 6 4 1 dws SO: the, Input: [d]
1 2 2 6 4 1 1 esm SO: {the,d}, Input: []
1 2 2 6 4 1 2 epm SO: <the,d>, Input: []
1 2 2 6 4 1 3 epm SO: <d,the>, Input: []
1 2 2 6 4 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 1 dws SO: the, Input: [d]
1 2 2 6 4 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 4 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 1 dws SO: the, Input: [d]
1 2 2 6 4 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 4 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 1 dws SO: the, Input: [d]
1 2 2 6 4 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 4 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 1 dws SO: the, Input: [d]
1 2 2 6 4 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 4 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 1 dws SO: the, Input: [d]
1 2 2 6 4 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 4 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 1 dws SO: the, Input: [d]
1 2 2 6 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 4 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 1 dws SO: the, Input: [d]
1 2 2 6 4 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 4 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 1 dws SO: the, Input: [d]
1 2 2 6 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 4 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 4 101 dws SO: the, Input: [d]
1 2 2 6 4 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 4 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 4 111 dws SO: the, Input: [d]
1 2 2 6 4 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 4 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 4 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 4 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 4 121 dws SO: the, Input: [d]
1 2 2 6 4 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 4 131 dws SO: the, Input: [d]
1 2 2 6 4 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 4 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 4 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 4 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 4 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 4 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 4 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 4 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 4 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 4 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 4 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 4 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 4 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 6 4 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 4 141 dws SO: the, Input: [d]
1 2 2 6 4 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 4 151 dws SO: the, Input: [d]
1 2 2 6 4 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 4 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 4 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 4 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 4 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 4 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 4 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 4 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 4 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 4 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 6 4 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 4 161 dws SO: the, Input: [d]
1 2 2 6 4 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 4 171 dws SO: the, Input: [d]
1 2 2 6 4 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 4 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 4 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 4 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 4 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 4 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 4 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 4 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 4 181 dws SO: the, Input: [d]
1 2 2 6 4 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 4 191 dws SO: the, Input: [d]
1 2 2 6 4 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 4 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 4 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 4 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 4 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 4 201 dws SO: the, Input: [d]
1 2 2 6 4 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 4 211 dws SO: the, Input: [d]
1 2 2 6 5 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 6 5 1 dws SO: the, Input: [d]
1 2 2 6 5 1 1 esm SO: {the,d}, Input: []
1 2 2 6 5 1 2 epm SO: <the,d>, Input: []
1 2 2 6 5 1 3 epm SO: <d,the>, Input: []
1 2 2 6 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 1 dws SO: the, Input: [d]
1 2 2 6 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 1 dws SO: the, Input: [d]
1 2 2 6 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 3 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 3 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 3 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 3 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 3 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 3 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 1 dws SO: the, Input: [d]
1 2 2 6 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 14ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 1 dws SO: the, Input: [d]
1 2 2 6 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 5 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 5 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 5 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 5 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 5 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 5 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 1 dws SO: the, Input: [d]
1 2 2 6 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 9 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 12ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 1 dws SO: the, Input: [d]
1 2 2 6 5 7 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 11ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 12ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 14ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 16ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 21ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 23ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 25ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 7 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 7 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 7 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 7 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 7 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 7 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 7 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 7 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 7 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 7 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 7 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 7 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 7 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 7 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 7 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 7 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 7 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 7 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 7 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 7 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 7 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 7 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 7 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 7 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 1 dws SO: the, Input: [d]
1 2 2 6 5 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 8 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 8 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 8 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 8 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 8 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 8 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 9 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 1 dws SO: the, Input: [d]
1 2 2 6 5 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 10ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 101 dws SO: the, Input: [d]
1 2 2 6 5 102 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 103 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 104 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 105 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 106 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 107 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 108 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 109 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1010ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1012ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1013ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1014ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1015ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1016ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1017ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1018ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1019ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 1020ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1021ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1022ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1023ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1024ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 1025ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 1026ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1027ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 1028ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1029ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1030ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1031ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1032ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1033ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 111 dws SO: the, Input: [d]
1 2 2 6 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 117 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1113ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1114ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1116ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 121 dws SO: the, Input: [d]
1 2 2 6 5 122 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 123 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 125 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 127 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 129 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1210ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1212ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1214ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1216ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1218ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1219ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 1220ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1221ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1222ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1223ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1224ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 1225ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 1226ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1227ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 1228ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1229ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1230ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1231ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1232ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1233ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 131 dws SO: the, Input: [d]
1 2 2 6 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 135 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1311ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1312ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1314ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 141 dws SO: the, Input: [d]
1 2 2 6 5 142 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 143 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 145 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 147 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 149 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1410ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1412ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1414ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1416ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1418ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1419ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 1420ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1421ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1422ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1423ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1424ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 1425ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 1426ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1427ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 1428ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1429ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1430ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1431ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1432ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1433ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 15ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 5 151 dws SO: the, Input: [d]
1 2 2 6 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 153 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 159 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1510ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1512ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 16ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 161 dws SO: the, Input: [d]
1 2 2 6 5 162 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 5 164 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 5 165 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 5 166 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 5 167 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 168 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 5 169 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 5 17ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 5 171 dws SO: the, Input: [d]
1 2 2 6 5 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 181 dws SO: the, Input: [d]
1 2 2 6 5 182 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 5 183 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 5 184 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 5 185 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 5 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 5 191 dws SO: the, Input: [d]
1 2 2 6 5 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 201 dws SO: the, Input: [d]
1 2 2 6 5 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 5 211 dws SO: the, Input: [d]
1 2 2 6 5 212 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 5 213 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 5 214 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 5 216 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 5 218 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 5 219 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 5 2110ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 5 2111ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 2112ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 5 2113ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 2114ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 5 2115ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 2116ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 5 2117ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 6 5 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 5 221 dws SO: the, Input: [d]
1 2 2 6 5 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 5 231 dws SO: the, Input: [d]
1 2 2 6 5 232 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 5 234 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 5 236 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 5 237 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 5 238 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 5 239 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 2310ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 5 2311ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 2312ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 5 2313ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 6 5 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 5 241 dws SO: the, Input: [d]
1 2 2 6 5 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 5 251 dws SO: the, Input: [d]
1 2 2 6 5 252 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 5 254 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 5 255 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 5 256 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 5 257 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 258 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 5 259 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 5 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 5 261 dws SO: the, Input: [d]
1 2 2 6 5 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 5 271 dws SO: the, Input: [d]
1 2 2 6 5 272 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 5 273 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 5 274 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 5 275 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 5 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 5 281 dws SO: the, Input: [d]
1 2 2 6 5 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 5 291 dws SO: the, Input: [d]
1 2 2 6 6 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 6 6 1 dws SO: the, Input: [d]
1 2 2 6 6 1 1 esm SO: {the,d}, Input: []
1 2 2 6 6 1 2 epm SO: <the,d>, Input: []
1 2 2 6 6 1 3 epm SO: <d,the>, Input: []
1 2 2 6 6 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 1 dws SO: the, Input: [d]
1 2 2 6 6 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 6 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 1 dws SO: the, Input: [d]
1 2 2 6 6 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 6 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 1 dws SO: the, Input: [d]
1 2 2 6 6 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 6 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 1 dws SO: the, Input: [d]
1 2 2 6 6 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 6 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 1 dws SO: the, Input: [d]
1 2 2 6 6 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 6 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 1 dws SO: the, Input: [d]
1 2 2 6 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 6 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 1 dws SO: the, Input: [d]
1 2 2 6 6 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 6 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 1 dws SO: the, Input: [d]
1 2 2 6 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 6 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 6 101 dws SO: the, Input: [d]
1 2 2 6 6 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 6 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 6 111 dws SO: the, Input: [d]
1 2 2 6 6 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 6 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 6 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 6 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 6 121 dws SO: the, Input: [d]
1 2 2 6 6 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 6 131 dws SO: the, Input: [d]
1 2 2 6 6 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 6 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 6 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 6 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 6 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 6 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 6 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 6 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 6 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 6 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 6 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 6 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 6 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 6 6 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 6 141 dws SO: the, Input: [d]
1 2 2 6 6 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 6 151 dws SO: the, Input: [d]
1 2 2 6 6 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 6 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 6 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 6 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 6 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 6 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 6 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 6 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 6 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 6 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 6 6 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 6 161 dws SO: the, Input: [d]
1 2 2 6 6 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 6 171 dws SO: the, Input: [d]
1 2 2 6 6 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 6 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 6 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 6 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 6 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 6 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 6 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 6 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 6 181 dws SO: the, Input: [d]
1 2 2 6 6 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 6 191 dws SO: the, Input: [d]
1 2 2 6 6 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 6 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 6 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 6 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 6 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 6 201 dws SO: the, Input: [d]
1 2 2 6 6 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 6 211 dws SO: the, Input: [d]
1 2 2 6 7 ism SO: {{book,n!case},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 6 7 1 dws SO: the, Input: [d]
1 2 2 6 7 1 1 esm SO: {the,d}, Input: []
1 2 2 6 7 1 2 epm SO: <the,d>, Input: []
1 2 2 6 7 1 3 epm SO: <d,the>, Input: []
1 2 2 6 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 1 dws SO: the, Input: [d]
1 2 2 6 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 5 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 1 dws SO: the, Input: [d]
1 2 2 6 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 3 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 3 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 3 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 3 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 3 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 3 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 3 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 3 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 3 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 3 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 3 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 3 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 3 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 3 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 1 dws SO: the, Input: [d]
1 2 2 6 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 7 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 10ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 12ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 5 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 1 dws SO: the, Input: [d]
1 2 2 6 7 5 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 11ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 12ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 14ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 19ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 21ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 23ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 5 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 5 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 5 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 5 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 5 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 5 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 5 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 5 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 5 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 5 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 5 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 5 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 5 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 5 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 5 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 5 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 5 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 5 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 5 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 5 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 5 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 5 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 1 dws SO: the, Input: [d]
1 2 2 6 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 6 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 6 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 6 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 6 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 6 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 6 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 6 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 6 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 6 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 6 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 6 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 6 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 6 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 6 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 7 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 1 dws SO: the, Input: [d]
1 2 2 6 7 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 9 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 14ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 7 22ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 7 23ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 7 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 7 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 7 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 7 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 7 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 7 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 7 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 7 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 7 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 7 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 7 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 7 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 7 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 7 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 7 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 7 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 7 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 7 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 1 dws SO: the, Input: [d]
1 2 2 6 7 8 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 8 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 8 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 8 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 8 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 8 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 8 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 8 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 8 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 8 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 8 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 8 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 8 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 8 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 8 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 1 dws SO: the, Input: [d]
1 2 2 6 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 7 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 12ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 101 dws SO: the, Input: [d]
1 2 2 6 7 102 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 103 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 105 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 106 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 107 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 108 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 109 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1010ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1012ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1014ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1015ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1016ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1017ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 1018ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 1019ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1020ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 1021ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 1022ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1023ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 1024ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1025ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 1026ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1027ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 1028ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1029ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 11ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 111 dws SO: the, Input: [d]
1 2 2 6 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 115 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 119 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 121 dws SO: the, Input: [d]
1 2 2 6 7 122 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 123 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 125 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 127 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 128 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 129 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1210ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1212ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1214ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1216ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1217ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 1218ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 1219ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1220ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 1221ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 1222ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1223ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 1224ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1225ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 1226ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1227ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 1228ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1229ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 13ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 7 131 dws SO: the, Input: [d]
1 2 2 6 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 133 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 137 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1310ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1312ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 7 1316ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 1317ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 7 1318ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 1319ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1320ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 1321ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 1322ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1323ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 1324ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1325ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 1326ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1327ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 1328ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 7 1329ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 14ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 141 dws SO: the, Input: [d]
1 2 2 6 7 142 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 7 143 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 7 144 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 7 145 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 7 15ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 7 151 dws SO: the, Input: [d]
1 2 2 6 7 16ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 161 dws SO: the, Input: [d]
1 2 2 6 7 17ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 7 171 dws SO: the, Input: [d]
1 2 2 6 7 172 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 7 173 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 7 174 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 7 176 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 7 178 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 7 179 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 7 1710ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 7 1711ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 1712ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 7 1713ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 1714ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 7 1715ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 1716ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 7 1717ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 6 7 18ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 7 181 dws SO: the, Input: [d]
1 2 2 6 7 19ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 7 191 dws SO: the, Input: [d]
1 2 2 6 7 192 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 7 194 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 7 196 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 7 197 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 7 198 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 7 199 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 1910ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 7 1911ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 1912ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 7 1913ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 6 7 20ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 7 201 dws SO: the, Input: [d]
1 2 2 6 7 21ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 7 211 dws SO: the, Input: [d]
1 2 2 6 7 212 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 7 214 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 7 215 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 7 216 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 7 217 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 218 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 7 219 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 7 22ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 7 221 dws SO: the, Input: [d]
1 2 2 6 7 23ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 7 231 dws SO: the, Input: [d]
1 2 2 6 7 232 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 7 233 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 7 234 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 7 235 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 7 24ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 7 241 dws SO: the, Input: [d]
1 2 2 6 7 25ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 7 251 dws SO: the, Input: [d]
1 2 2 6 8 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 6 8 1 dws SO: the, Input: [d]
1 2 2 6 8 1 1 esm SO: {the,d}, Input: []
1 2 2 6 8 1 2 epm SO: <the,d>, Input: []
1 2 2 6 8 1 3 epm SO: <d,the>, Input: []
1 2 2 6 8 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 1 dws SO: the, Input: [d]
1 2 2 6 8 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 8 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 1 dws SO: the, Input: [d]
1 2 2 6 8 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 8 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 1 dws SO: the, Input: [d]
1 2 2 6 8 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 8 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 1 dws SO: the, Input: [d]
1 2 2 6 8 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 8 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 1 dws SO: the, Input: [d]
1 2 2 6 8 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 8 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 1 dws SO: the, Input: [d]
1 2 2 6 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 8 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 1 dws SO: the, Input: [d]
1 2 2 6 8 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 8 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 1 dws SO: the, Input: [d]
1 2 2 6 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 8 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 8 101 dws SO: the, Input: [d]
1 2 2 6 8 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 8 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 8 111 dws SO: the, Input: [d]
1 2 2 6 8 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 8 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 8 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 8 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 8 121 dws SO: the, Input: [d]
1 2 2 6 8 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 8 131 dws SO: the, Input: [d]
1 2 2 6 8 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 8 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 8 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 8 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 8 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 8 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 8 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 8 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 8 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 8 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 8 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 8 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 8 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 6 8 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 8 141 dws SO: the, Input: [d]
1 2 2 6 8 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 8 151 dws SO: the, Input: [d]
1 2 2 6 8 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 8 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 8 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 8 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 8 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 8 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 8 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 8 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 8 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 8 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 6 8 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 8 161 dws SO: the, Input: [d]
1 2 2 6 8 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 8 171 dws SO: the, Input: [d]
1 2 2 6 8 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 8 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 8 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 8 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 8 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 8 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 8 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 8 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 8 181 dws SO: the, Input: [d]
1 2 2 6 8 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 8 191 dws SO: the, Input: [d]
1 2 2 6 8 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 8 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 8 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 8 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 8 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 8 201 dws SO: the, Input: [d]
1 2 2 6 8 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 8 211 dws SO: the, Input: [d]
1 2 2 6 9 ism SO: {n!case,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 6 9 1 dws SO: the, Input: [d]
1 2 2 6 9 1 1 esm SO: {the,d}, Input: []
1 2 2 6 9 1 2 epm SO: <the,d>, Input: []
1 2 2 6 9 1 3 epm SO: <d,the>, Input: []
1 2 2 6 9 2 ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 1 dws SO: the, Input: [d]
1 2 2 6 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 10ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 12ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 2 14ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 2 15ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 9 2 16ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 2 17ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 2 18ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 2 19ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 2 20ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 2 21ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 2 22ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 2 23ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 2 24ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 2 25ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 3 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 1 dws SO: the, Input: [d]
1 2 2 6 9 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 11ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 12ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 9 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 4 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 1 dws SO: the, Input: [d]
1 2 2 6 9 4 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 4 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 4 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 9 4 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 4 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 4 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 4 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 4 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 4 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 4 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 4 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 4 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 4 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 5 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 1 dws SO: the, Input: [d]
1 2 2 6 9 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 9 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 12ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 5 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 5 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 5 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 5 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 5 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 5 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 5 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 5 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 9 5 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 5 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 5 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 5 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 5 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 5 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 5 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 5 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 5 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 5 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 6 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 1 dws SO: the, Input: [d]
1 2 2 6 9 6 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 6 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 6 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 9 6 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 6 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 6 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 6 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 6 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 6 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 6 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 6 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 6 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 6 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 7 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 1 dws SO: the, Input: [d]
1 2 2 6 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 7 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 12ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 8 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 1 dws SO: the, Input: [d]
1 2 2 6 9 8 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 8 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 8 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 9 8 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 8 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 8 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 8 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 8 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 8 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 8 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 8 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 8 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 8 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 9 ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 1 dws SO: the, Input: [d]
1 2 2 6 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 5 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 12ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 10ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 9 101 dws SO: the, Input: [d]
1 2 2 6 9 102 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 103 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 104 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 106 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 107 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 108 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 1010ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 1012ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 1013ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 1014ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 1015ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 9 1016ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 1017ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 1018ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 1019ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 1020ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 1021ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 1022ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 1023ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 1024ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 1025ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 11ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 6 9 111 dws SO: the, Input: [d]
1 2 2 6 9 112 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 113 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 114 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 116 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 118 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 1110ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 1112ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 1113ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 6 9 1114ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 1115ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 6 9 1116ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 1117ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 1118ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 1119ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 1120ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 1121ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 1122ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 1123ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 1124ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 6 9 1125ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 12ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 121 dws SO: the, Input: [d]
1 2 2 6 9 13ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 6 9 131 dws SO: the, Input: [d]
1 2 2 6 9 132 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 9 133 ism SO: {{book,{book,{book,n!case}}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 9 134 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 9 135 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 9 136 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 9 137 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 9 138 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 9 139 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 6 9 1310ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 9 1311ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 1312ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 9 1313ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 1314ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 9 1315ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 1316ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 6 9 1317ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 6 9 14ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 9 141 dws SO: the, Input: [d]
1 2 2 6 9 15ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 9 151 dws SO: the, Input: [d]
1 2 2 6 9 152 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 9 153 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 9 154 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 9 155 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 9 156 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 9 157 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 9 158 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 9 159 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 1510ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 9 1511ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 1512ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 9 1513ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 6 9 16ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 9 161 dws SO: the, Input: [d]
1 2 2 6 9 17ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 9 171 dws SO: the, Input: [d]
1 2 2 6 9 172 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 9 173 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 9 174 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 9 175 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 9 176 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 9 177 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 178 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 9 179 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 9 18ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 9 181 dws SO: the, Input: [d]
1 2 2 6 9 19ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 9 191 dws SO: the, Input: [d]
1 2 2 6 9 192 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 9 193 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 9 194 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 9 195 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 9 20ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 6 9 201 dws SO: the, Input: [d]
1 2 2 6 9 21ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 6 9 211 dws SO: the, Input: [d]
1 2 2 6 10ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 6 101 dws SO: the, Input: [d]
1 2 2 6 101 1 esm SO: {the,d}, Input: []
1 2 2 6 101 2 epm SO: <the,d>, Input: []
1 2 2 6 101 3 epm SO: <d,the>, Input: []
1 2 2 6 11ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 6 111 dws SO: the, Input: [d]
1 2 2 6 111 1 esm SO: {the,d}, Input: []
1 2 2 6 111 2 epm SO: <the,d>, Input: []
1 2 2 6 111 3 epm SO: <d,the>, Input: []
1 2 2 6 112 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 112 1 dws SO: the, Input: [d]
1 2 2 6 112 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 112 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 112 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 112 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 112 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 112 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 112 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 112 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 112 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 112 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 6 112 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 112 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 112 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 112 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 112 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 112 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 6 113 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 113 1 dws SO: the, Input: [d]
1 2 2 6 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 3 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 5 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 6 ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 7 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 8 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 10ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 12ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 13ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 113 14ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 113 15ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 113 16ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 113 17ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 113 18ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 6 113 19ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 6 113 20ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 113 21ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 113 22ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 113 23ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 113 24ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 113 25ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 6 114 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 114 1 dws SO: the, Input: [d]
1 2 2 6 114 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 114 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 114 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 114 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 114 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 114 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 114 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 114 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 114 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 114 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 6 114 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 114 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 114 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 114 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 114 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 114 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 6 115 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 115 1 dws SO: the, Input: [d]
1 2 2 6 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 115 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 115 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 115 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 115 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 115 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 115 10ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 115 11ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 115 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 115 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 115 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 6 115 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 6 115 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 115 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 115 18ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 115 19ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 115 20ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 115 21ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 6 116 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 116 1 dws SO: the, Input: [d]
1 2 2 6 116 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 116 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 116 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 116 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 116 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 116 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 116 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 116 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 116 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 116 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 6 116 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 116 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 116 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 116 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 116 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 116 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 6 117 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 6 117 1 dws SO: the, Input: [d]
1 2 2 6 117 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 117 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 117 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 117 5 ism SO: {{book,{book,n!case}},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 117 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 117 7 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 117 8 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 117 9 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 6 117 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 6 117 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 6 117 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 117 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 117 14ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 117 15ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 117 16ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 6 117 17ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 6 118 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 118 1 dws SO: the, Input: [d]
1 2 2 6 119 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 119 1 dws SO: the, Input: [d]
1 2 2 6 119 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 119 3 ism SO: {{book,n!case},<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 119 4 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 119 5 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 119 6 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 119 7 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 119 8 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 119 9 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 1110ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 11101 dws SO: the, Input: [d]
1 2 2 6 1111ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 11111 dws SO: the, Input: [d]
1 2 2 6 11112 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 6 11113 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 6 11114 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 11115 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 1112ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 6 11121 dws SO: the, Input: [d]
1 2 2 6 1113ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 6 11131 dws SO: the, Input: [d]
1 2 2 6 12ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 6 121 dws SO: the, Input: [d]
1 2 2 6 121 1 esm SO: {the,d}, Input: []
1 2 2 6 121 2 epm SO: <the,d>, Input: []
1 2 2 6 121 3 epm SO: <d,the>, Input: []
1 2 2 6 13ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 6 131 dws SO: the, Input: [d]
1 2 2 6 131 1 esm SO: {the,d}, Input: []
1 2 2 6 131 2 epm SO: <the,d>, Input: []
1 2 2 6 131 3 epm SO: <d,the>, Input: []
1 2 2 6 132 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 132 1 dws SO: the, Input: [d]
1 2 2 6 132 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 132 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 132 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 132 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 132 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 132 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 132 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 6 132 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 6 132 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 6 132 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 132 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 6 132 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 6 133 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 133 1 dws SO: the, Input: [d]
1 2 2 6 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 133 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 133 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 133 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 133 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 133 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 133 9 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 133 10ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 133 11ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 6 133 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 6 133 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 6 133 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 6 133 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 133 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 6 133 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 6 134 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 134 1 dws SO: the, Input: [d]
1 2 2 6 134 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 134 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 134 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 134 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 134 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 134 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 134 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 6 134 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 6 134 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 6 134 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 134 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 6 134 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 6 135 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 6 135 1 dws SO: the, Input: [d]
1 2 2 6 135 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 135 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 135 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 135 5 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 135 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 135 7 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 6 135 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 6 135 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 6 135 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 6 135 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 6 135 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 6 135 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 6 136 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 136 1 dws SO: the, Input: [d]
1 2 2 6 137 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 6 137 1 dws SO: the, Input: [d]
1 2 2 6 137 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 6 137 3 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 6 137 4 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 137 5 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 138 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 6 138 1 dws SO: the, Input: [d]
1 2 2 6 139 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 6 139 1 dws SO: the, Input: [d]
1 2 2 6 14ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 6 141 dws SO: the, Input: [d]
1 2 2 6 141 1 esm SO: {the,d}, Input: []
1 2 2 6 141 2 epm SO: <the,d>, Input: []
1 2 2 6 141 3 epm SO: <d,the>, Input: []
1 2 2 6 15ipm SO: <{book,{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 6 151 dws SO: the, Input: [d]
1 2 2 6 151 1 esm SO: {the,d}, Input: []
1 2 2 6 151 2 epm SO: <the,d>, Input: []
1 2 2 6 151 3 epm SO: <d,the>, Input: []
1 2 2 6 152 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 152 1 dws SO: the, Input: [d]
1 2 2 6 152 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 6 152 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 6 152 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 6 152 5 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 6 152 6 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 6 152 7 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 6 152 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 6 152 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 6 153 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 6 153 1 dws SO: the, Input: [d]
1 2 2 6 153 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 6 153 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 6 153 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 6 153 5 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 6 153 6 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 6 153 7 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 6 153 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 6 153 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 6 154 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 6 154 1 dws SO: the, Input: [d]
1 2 2 6 155 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 6 155 1 dws SO: the, Input: [d]
1 2 2 6 16ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 6 161 dws SO: the, Input: [d]
1 2 2 6 161 1 esm SO: {the,d}, Input: []
1 2 2 6 161 2 epm SO: <the,d>, Input: []
1 2 2 6 161 3 epm SO: <d,the>, Input: []
1 2 2 6 17ipm SO: <{book,{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 2 6 171 dws SO: the, Input: [d]
1 2 2 6 171 1 esm SO: {the,d}, Input: []
1 2 2 6 171 2 epm SO: <the,d>, Input: []
1 2 2 6 171 3 epm SO: <d,the>, Input: []
1 2 2 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 2 7 1 dws SO: the, Input: [d]
1 2 2 7 1 1 esm SO: {the,d}, Input: []
1 2 2 7 1 1 1 uws SO: {n!case,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 2 7 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 7 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 7 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 7 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 7 1 2 epm SO: <the,d>, Input: []
1 2 2 7 1 2 1 uws SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 2 7 1 3 epm SO: <d,the>, Input: []
1 2 2 7 1 3 1 uws SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 2 7 2 ism SO: {n!case,{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 7 2 1 dws SO: the, Input: [d]
1 2 2 7 2 1 1 esm SO: {the,d}, Input: []
1 2 2 7 2 1 2 epm SO: <the,d>, Input: []
1 2 2 7 2 1 3 epm SO: <d,the>, Input: []
1 2 2 7 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 1 dws SO: the, Input: [d]
1 2 2 7 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 2 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 2 22ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 2 23ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 2 24ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 2 25ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 3 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 1 dws SO: the, Input: [d]
1 2 2 7 2 3 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 11ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 12ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 15ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 16ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 19ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 21ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 3 22ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 3 23ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 3 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 3 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 3 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 3 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 3 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 3 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 3 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 3 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 2 3 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 3 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 3 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 3 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 3 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 3 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 3 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 3 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 3 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 3 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 1 dws SO: the, Input: [d]
1 2 2 7 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 2 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 4 22ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 4 23ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 4 24ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 4 25ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 5 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 1 dws SO: the, Input: [d]
1 2 2 7 2 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 9 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 5 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 5 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 5 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 5 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 5 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 5 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 5 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 5 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 2 5 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 5 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 5 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 5 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 5 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 5 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 5 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 5 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 5 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 5 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 1 dws SO: the, Input: [d]
1 2 2 7 2 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 10ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 12ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 13ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 6 14ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 6 15ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 2 6 16ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 6 17ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 6 18ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 6 19ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 6 20ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 6 21ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 6 22ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 6 23ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 6 24ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 6 25ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 7 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 1 dws SO: the, Input: [d]
1 2 2 7 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 7 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 12ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 7 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 7 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 7 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 7 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 7 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 7 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 2 7 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 7 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 7 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 7 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 7 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 7 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 7 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 7 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 7 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 7 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 1 dws SO: the, Input: [d]
1 2 2 7 2 8 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 10ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 12ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 13ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 8 14ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 8 15ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 2 8 16ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 8 17ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 8 18ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 8 19ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 8 20ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 8 21ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 8 22ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 8 23ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 8 24ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 8 25ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 9 ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 1 dws SO: the, Input: [d]
1 2 2 7 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 5 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 12ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 10ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 2 101 dws SO: the, Input: [d]
1 2 2 7 2 102 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 103 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 104 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 105 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 106 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 107 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 108 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 109 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 1010ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 1012ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 1013ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 1014ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 1015ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 2 1016ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 1017ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 1018ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 1019ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 1020ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 1021ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 1022ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 1023ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 1024ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 1025ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 11ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 2 111 dws SO: the, Input: [d]
1 2 2 7 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 113 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 115 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 118 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 1110ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 1112ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 2 1114ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 1115ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 2 1116ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 1117ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 1118ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 1119ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 1120ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 1121ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 1122ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 1123ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 1124ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 2 1125ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 12ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 121 dws SO: the, Input: [d]
1 2 2 7 2 13ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 2 131 dws SO: the, Input: [d]
1 2 2 7 2 132 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 2 133 ism SO: {{book,{book,{book,n!case}}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 2 134 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 2 135 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 2 136 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 2 138 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 2 139 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 2 1310ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 2 1311ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 1312ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 2 1313ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 1314ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 2 1315ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 1316ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 2 1317ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 2 14ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 141 dws SO: the, Input: [d]
1 2 2 7 2 15ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 2 151 dws SO: the, Input: [d]
1 2 2 7 2 152 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 2 153 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 2 154 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 2 156 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 2 157 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 2 158 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 2 159 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 1510ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 2 1511ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 1512ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 2 1513ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 7 2 16ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 2 161 dws SO: the, Input: [d]
1 2 2 7 2 17ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 2 171 dws SO: the, Input: [d]
1 2 2 7 2 172 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 2 174 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 2 175 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 2 176 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 2 177 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 178 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 2 179 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 2 18ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 2 181 dws SO: the, Input: [d]
1 2 2 7 2 19ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 2 191 dws SO: the, Input: [d]
1 2 2 7 2 192 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 2 193 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 2 194 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 2 195 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 2 20ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 2 201 dws SO: the, Input: [d]
1 2 2 7 2 21ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 2 211 dws SO: the, Input: [d]
1 2 2 7 3 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 7 3 1 dws SO: the, Input: [d]
1 2 2 7 3 1 1 esm SO: {the,d}, Input: []
1 2 2 7 3 1 2 epm SO: <the,d>, Input: []
1 2 2 7 3 1 3 epm SO: <d,the>, Input: []
1 2 2 7 3 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 1 dws SO: the, Input: [d]
1 2 2 7 3 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 9 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 17ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 18ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 21ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 23ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 25ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 2 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 2 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 2 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 2 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 1 dws SO: the, Input: [d]
1 2 2 7 3 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 3 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 12ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 3 20ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 3 21ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 3 22ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 3 23ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 1 dws SO: the, Input: [d]
1 2 2 7 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 7 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 15ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 18ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 20ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 4 24ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 4 25ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 4 26ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 4 27ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 1 dws SO: the, Input: [d]
1 2 2 7 3 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 3 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 12ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 5 20ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 5 21ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 5 22ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 5 23ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 1 dws SO: the, Input: [d]
1 2 2 7 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 5 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 14ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 16ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 18ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 21ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 6 22ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 6 23ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 6 24ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 6 25ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 1 dws SO: the, Input: [d]
1 2 2 7 3 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 3 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 12ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 7 20ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 7 21ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 7 22ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 7 23ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 1 dws SO: the, Input: [d]
1 2 2 7 3 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 3 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 12ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 14ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 16ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 17ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 19ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 8 20ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 8 21ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 8 22ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 8 23ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 1 dws SO: the, Input: [d]
1 2 2 7 3 9 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 11ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 12ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 13ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 14ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 15ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 16ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 17ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 18ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 19ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 20ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 21ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 22ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 23ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 24ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 25ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 26ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 27ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 9 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 9 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 9 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 9 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 9 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 9 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 9 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 9 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 9 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 9 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 9 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 9 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 9 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 9 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 9 42ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 9 43ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 9 44ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 9 45ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 9 46ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 9 47ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 9 48ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 9 49ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 9 50ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 9 51ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 9 52ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 9 53ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 101 dws SO: the, Input: [d]
1 2 2 7 3 102 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 103 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 104 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 105 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 106 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 107 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 108 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 109 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1010ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1011ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1012ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1013ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1014ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1015ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1016ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1017ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1018ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1019ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1020ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1021ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 1022ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1023ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1024ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1025ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1026ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1027ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1028ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1029ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 1030ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1031ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1032ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1033ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1034ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1035ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1036ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1037ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 111 dws SO: the, Input: [d]
1 2 2 7 3 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 119 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1110ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1112ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1113ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1114ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1115ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1116ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1117ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1118ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 12ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 121 dws SO: the, Input: [d]
1 2 2 7 3 122 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 123 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 124 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 125 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 126 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 127 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 128 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 129 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1210ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1211ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1212ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1214ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1215ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1216ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1217ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1218ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1219ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1220ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1221ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 1222ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1223ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1224ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1225ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1226ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1227ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1228ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1229ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 1230ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1231ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1232ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1233ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1234ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1235ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1236ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1237ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 13ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 131 dws SO: the, Input: [d]
1 2 2 7 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 137 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 138 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1313ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1314ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1315ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1316ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1318ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1324ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1325ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1326ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1327ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1328ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1329ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 1330ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1331ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1332ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1333ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1334ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1335ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1336ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1337ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 1338ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1339ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1340ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1341ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1342ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1343ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1344ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1345ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 141 dws SO: the, Input: [d]
1 2 2 7 3 142 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 143 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 144 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 145 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 146 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 147 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 148 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 149 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1410ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1411ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1412ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1414ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1416ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1417ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1418ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1419ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1420ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1421ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 1422ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1423ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1424ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1425ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1426ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1427ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1428ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1429ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 1430ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1431ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1432ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1433ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1434ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1435ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1436ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1437ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 15ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 151 dws SO: the, Input: [d]
1 2 2 7 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 153 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 154 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 155 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 156 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 157 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 159 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1511ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1512ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1513ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1514ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1516ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1518ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1520ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1521ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1522ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1523ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1524ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1525ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 1526ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1527ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1528ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1529ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1530ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1531ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1532ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1533ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 1534ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1535ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1536ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1537ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1538ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1539ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1540ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1541ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 161 dws SO: the, Input: [d]
1 2 2 7 3 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 163 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1611ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1612ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1614ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1616ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1617ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1619ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1620ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1621ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 1622ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1623ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 17ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 3 171 dws SO: the, Input: [d]
1 2 2 7 3 172 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 173 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 174 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 175 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 176 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 177 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 178 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 179 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1710ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1711ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1712ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1714ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1716ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1717ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1718ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1719ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 3 1720ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1721ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 3 1722ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1723ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1724ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1725ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1726ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1727ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1728ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1729ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 1730ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 1731ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 1732ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1733ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1734ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1735ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1736ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 3 1737ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 18ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 181 dws SO: the, Input: [d]
1 2 2 7 3 182 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 183 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 184 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 185 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 186 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 187 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 188 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 3 189 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 1810ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 3 1811ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 1812ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 3 1813ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 7 3 19ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 3 191 dws SO: the, Input: [d]
1 2 2 7 3 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 201 dws SO: the, Input: [d]
1 2 2 7 3 202 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 3 203 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 3 204 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 3 205 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 3 206 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 3 207 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 208 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 3 209 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 3 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 3 211 dws SO: the, Input: [d]
1 2 2 7 3 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 221 dws SO: the, Input: [d]
1 2 2 7 3 222 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 3 223 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 3 224 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 3 225 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 3 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 3 231 dws SO: the, Input: [d]
1 2 2 7 3 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 241 dws SO: the, Input: [d]
1 2 2 7 3 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 3 251 dws SO: the, Input: [d]
1 2 2 7 3 252 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 3 253 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 3 254 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 3 255 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 3 256 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 3 257 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 3 258 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 3 259 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 3 2510ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 3 2511ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 2512ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 3 2513ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 2514ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 3 2515ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 2516ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 3 2517ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 3 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 261 dws SO: the, Input: [d]
1 2 2 7 3 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 3 271 dws SO: the, Input: [d]
1 2 2 7 3 272 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 273 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 274 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 275 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 276 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 277 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 3 278 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 3 279 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 2710ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 3 2711ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 2712ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 3 2713ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 7 3 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 3 281 dws SO: the, Input: [d]
1 2 2 7 3 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 3 291 dws SO: the, Input: [d]
1 2 2 7 3 292 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 3 293 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 3 294 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 3 295 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 3 296 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 3 297 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 298 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 3 299 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 3 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 3 301 dws SO: the, Input: [d]
1 2 2 7 3 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 3 311 dws SO: the, Input: [d]
1 2 2 7 3 312 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 3 313 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 3 314 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 3 315 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 3 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 3 321 dws SO: the, Input: [d]
1 2 2 7 3 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 3 331 dws SO: the, Input: [d]
1 2 2 7 4 ism SO: {book,{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 7 4 1 dws SO: the, Input: [d]
1 2 2 7 4 1 1 esm SO: {the,d}, Input: []
1 2 2 7 4 1 2 epm SO: <the,d>, Input: []
1 2 2 7 4 1 3 epm SO: <d,the>, Input: []
1 2 2 7 4 2 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 1 dws SO: the, Input: [d]
1 2 2 7 4 2 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 2 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 2 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 4 2 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 2 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 2 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 2 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 2 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 2 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 2 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 2 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 2 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 2 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 3 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 1 dws SO: the, Input: [d]
1 2 2 7 4 3 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 11ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 12ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 15ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 16ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 19ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 21ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 3 22ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 3 23ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 3 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 3 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 3 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 3 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 3 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 3 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 3 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 3 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 4 3 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 3 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 3 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 3 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 3 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 3 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 3 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 3 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 3 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 3 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 1 dws SO: the, Input: [d]
1 2 2 7 4 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 10ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 12ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 13ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 4 14ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 4 15ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 4 4 16ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 4 17ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 4 18ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 4 19ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 4 20ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 4 21ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 4 22ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 4 23ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 4 24ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 4 25ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 5 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 1 dws SO: the, Input: [d]
1 2 2 7 4 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 9 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 4 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 6 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 1 dws SO: the, Input: [d]
1 2 2 7 4 6 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 6 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 6 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 4 6 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 6 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 6 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 6 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 6 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 6 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 6 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 6 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 6 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 6 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 7 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 1 dws SO: the, Input: [d]
1 2 2 7 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 7 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 12ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 7 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 7 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 7 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 7 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 7 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 7 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 4 7 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 7 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 7 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 7 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 7 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 7 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 7 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 7 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 7 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 7 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 8 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 1 dws SO: the, Input: [d]
1 2 2 7 4 8 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 8 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 8 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 4 8 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 8 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 8 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 8 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 8 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 8 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 8 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 8 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 8 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 8 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 9 ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 1 dws SO: the, Input: [d]
1 2 2 7 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 5 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 12ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 14ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 9 16ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 9 17ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 9 18ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 9 19ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 4 9 20ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 9 21ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 9 22ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 9 23ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 9 24ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 9 25ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 9 26ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 9 27ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 9 28ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 9 29ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 10ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 4 101 dws SO: the, Input: [d]
1 2 2 7 4 102 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 103 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 104 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 105 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 106 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 108 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 109 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 1010ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 1011ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 1012ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 1013ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 1014ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 1015ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 4 1016ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 1017ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 1018ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 1019ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 1020ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 1021ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 1022ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 1023ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 1024ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 1025ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 11ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 4 111 dws SO: the, Input: [d]
1 2 2 7 4 112 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 113 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 114 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 115 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 116 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 118 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 119 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 1110ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 1112ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 1113ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 4 1114ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 1115ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 4 1116ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 1117ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 1118ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 1119ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 1120ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 1121ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 1122ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 1123ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 1124ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 4 1125ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 12ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 4 121 dws SO: the, Input: [d]
1 2 2 7 4 13ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 4 131 dws SO: the, Input: [d]
1 2 2 7 4 132 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 4 133 ism SO: {{book,{book,{book,n!case}}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 4 134 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 4 135 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 4 136 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 4 137 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 4 138 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 4 139 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 4 1310ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 4 1311ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 1312ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 4 1313ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 1314ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 4 1315ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 1316ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 4 1317ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 4 14ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 141 dws SO: the, Input: [d]
1 2 2 7 4 15ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 4 151 dws SO: the, Input: [d]
1 2 2 7 4 152 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 4 153 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 4 154 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 4 155 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 4 156 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 4 157 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 4 158 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 4 159 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 1510ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 4 1511ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 1512ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 4 1513ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 7 4 16ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 4 161 dws SO: the, Input: [d]
1 2 2 7 4 17ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 4 171 dws SO: the, Input: [d]
1 2 2 7 4 172 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 4 173 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 4 174 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 4 175 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 4 176 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 4 177 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 178 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 4 179 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 4 18ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 4 181 dws SO: the, Input: [d]
1 2 2 7 4 19ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 4 191 dws SO: the, Input: [d]
1 2 2 7 4 192 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 4 193 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 4 194 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 4 195 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 4 20ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 4 201 dws SO: the, Input: [d]
1 2 2 7 4 21ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 4 211 dws SO: the, Input: [d]
1 2 2 7 5 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 7 5 1 dws SO: the, Input: [d]
1 2 2 7 5 1 1 esm SO: {the,d}, Input: []
1 2 2 7 5 1 2 epm SO: <the,d>, Input: []
1 2 2 7 5 1 3 epm SO: <d,the>, Input: []
1 2 2 7 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 1 dws SO: the, Input: [d]
1 2 2 7 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 1 dws SO: the, Input: [d]
1 2 2 7 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 12ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 3 18ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 3 19ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 3 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 3 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 3 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 3 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 3 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 3 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 3 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 3 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 3 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 3 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 3 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 3 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 3 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 3 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 1 dws SO: the, Input: [d]
1 2 2 7 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 12ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 14ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 1 dws SO: the, Input: [d]
1 2 2 7 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 12ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 5 18ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 5 19ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 5 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 5 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 5 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 5 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 5 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 5 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 5 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 5 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 5 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 5 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 5 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 5 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 5 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 5 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 1 dws SO: the, Input: [d]
1 2 2 7 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 12ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 1 dws SO: the, Input: [d]
1 2 2 7 5 7 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 13ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 14ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 15ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 16ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 17ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 18ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 19ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 21ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 22ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 23ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 24ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 25ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 7 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 7 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 7 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 7 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 7 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 7 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 7 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 7 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 7 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 7 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 7 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 7 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 7 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 7 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 7 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 7 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 7 42ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 7 43ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 7 44ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 7 45ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 7 46ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 7 47ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 7 48ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 7 49ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 1 dws SO: the, Input: [d]
1 2 2 7 5 8 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 12ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 14ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 8 18ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 8 19ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 8 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 8 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 8 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 8 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 8 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 8 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 8 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 8 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 8 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 8 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 8 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 8 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 8 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 8 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 9 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 1 dws SO: the, Input: [d]
1 2 2 7 5 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 10ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 15ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 101 dws SO: the, Input: [d]
1 2 2 7 5 102 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 103 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 104 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 105 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 106 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 107 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 108 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 109 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1010ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1012ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1013ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1014ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1015ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1016ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1017ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1018ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1019ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 1020ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1021ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1022ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1023ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1024ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1025ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 1026ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1027ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 1028ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1029ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1030ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1031ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1032ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1033ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 111 dws SO: the, Input: [d]
1 2 2 7 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 117 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1113ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1114ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1116ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 12ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 121 dws SO: the, Input: [d]
1 2 2 7 5 122 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 123 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 125 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 127 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 129 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1210ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1212ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1214ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1216ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1218ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1219ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 1220ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1221ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1222ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1223ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1224ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1225ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 1226ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1227ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 1228ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1229ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1230ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1231ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1232ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1233ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 131 dws SO: the, Input: [d]
1 2 2 7 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 135 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1311ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1312ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1314ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 141 dws SO: the, Input: [d]
1 2 2 7 5 142 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 143 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 145 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 147 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 149 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1410ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1412ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1414ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1416ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1418ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1419ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 1420ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1421ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1422ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1423ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1424ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1425ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 1426ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1427ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 1428ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1429ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1430ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1431ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1432ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1433ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 15ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 5 151 dws SO: the, Input: [d]
1 2 2 7 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 153 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 159 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1510ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1512ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 16ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 161 dws SO: the, Input: [d]
1 2 2 7 5 162 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 5 164 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 5 165 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 5 166 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 5 167 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 168 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 5 169 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 5 17ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 5 171 dws SO: the, Input: [d]
1 2 2 7 5 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 181 dws SO: the, Input: [d]
1 2 2 7 5 182 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 5 183 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 5 184 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 5 185 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 5 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 5 191 dws SO: the, Input: [d]
1 2 2 7 5 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 201 dws SO: the, Input: [d]
1 2 2 7 5 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 5 211 dws SO: the, Input: [d]
1 2 2 7 5 212 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 5 213 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 5 214 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 5 216 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 5 218 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 5 219 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 5 2110ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 5 2111ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 2112ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 5 2113ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 2114ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 5 2115ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 2116ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 5 2117ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 5 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 221 dws SO: the, Input: [d]
1 2 2 7 5 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 5 231 dws SO: the, Input: [d]
1 2 2 7 5 232 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 5 234 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 5 236 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 5 237 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 5 238 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 5 239 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 2310ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 5 2311ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 2312ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 5 2313ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 7 5 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 5 241 dws SO: the, Input: [d]
1 2 2 7 5 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 5 251 dws SO: the, Input: [d]
1 2 2 7 5 252 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 5 254 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 5 255 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 5 256 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 5 257 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 258 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 5 259 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 5 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 5 261 dws SO: the, Input: [d]
1 2 2 7 5 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 5 271 dws SO: the, Input: [d]
1 2 2 7 5 272 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 5 273 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 5 274 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 5 275 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 5 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 5 281 dws SO: the, Input: [d]
1 2 2 7 5 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 5 291 dws SO: the, Input: [d]
1 2 2 7 6 ism SO: {book,{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 7 6 1 dws SO: the, Input: [d]
1 2 2 7 6 1 1 esm SO: {the,d}, Input: []
1 2 2 7 6 1 2 epm SO: <the,d>, Input: []
1 2 2 7 6 1 3 epm SO: <d,the>, Input: []
1 2 2 7 6 2 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 1 dws SO: the, Input: [d]
1 2 2 7 6 2 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 2 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 2 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 6 2 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 2 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 2 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 2 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 2 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 2 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 2 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 2 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 2 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 2 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 3 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 1 dws SO: the, Input: [d]
1 2 2 7 6 3 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 11ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 12ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 15ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 16ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 19ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 21ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 3 22ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 3 23ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 3 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 3 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 3 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 3 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 3 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 3 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 3 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 3 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 6 3 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 3 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 3 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 3 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 3 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 3 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 3 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 3 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 3 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 3 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 1 dws SO: the, Input: [d]
1 2 2 7 6 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 10ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 12ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 13ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 4 14ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 4 15ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 6 4 16ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 4 17ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 4 18ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 4 19ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 4 20ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 4 21ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 4 22ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 4 23ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 4 24ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 4 25ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 5 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 1 dws SO: the, Input: [d]
1 2 2 7 6 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 9 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 6 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 6 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 1 dws SO: the, Input: [d]
1 2 2 7 6 6 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 6 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 6 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 6 6 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 6 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 6 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 6 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 6 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 6 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 6 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 6 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 6 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 6 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 7 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 1 dws SO: the, Input: [d]
1 2 2 7 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 7 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 12ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 7 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 7 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 7 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 7 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 7 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 7 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 6 7 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 7 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 7 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 7 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 7 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 7 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 7 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 7 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 7 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 7 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 8 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 1 dws SO: the, Input: [d]
1 2 2 7 6 8 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 8 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 8 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 6 8 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 8 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 8 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 8 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 8 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 8 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 8 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 8 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 8 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 8 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 9 ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 1 dws SO: the, Input: [d]
1 2 2 7 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 5 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 12ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 14ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 9 16ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 9 17ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 9 18ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 9 19ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 6 9 20ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 9 21ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 9 22ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 9 23ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 9 24ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 9 25ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 9 26ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 9 27ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 9 28ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 9 29ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 10ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 6 101 dws SO: the, Input: [d]
1 2 2 7 6 102 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 103 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 104 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 105 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 106 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 108 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 109 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 1010ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 1011ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 1012ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 1013ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 1014ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 1015ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 6 1016ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 1017ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 1018ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 1019ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 1020ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 1021ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 1022ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 1023ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 1024ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 1025ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 11ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 6 111 dws SO: the, Input: [d]
1 2 2 7 6 112 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 113 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 114 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 115 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 116 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 118 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 1110ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 1112ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 1113ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 6 1114ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 1115ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 6 1116ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 1117ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 1118ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 1119ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 1120ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 1121ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 1122ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 1123ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 1124ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 6 1125ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 12ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 6 121 dws SO: the, Input: [d]
1 2 2 7 6 13ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 6 131 dws SO: the, Input: [d]
1 2 2 7 6 132 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 6 133 ism SO: {{book,{book,{book,n!case}}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 6 134 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 6 135 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 6 136 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 6 137 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 6 138 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 6 139 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 6 1310ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 6 1311ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 1312ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 6 1313ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 1314ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 6 1315ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 1316ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 6 1317ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 6 14ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 141 dws SO: the, Input: [d]
1 2 2 7 6 15ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 6 151 dws SO: the, Input: [d]
1 2 2 7 6 152 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 6 153 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 6 154 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 6 155 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 6 156 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 6 157 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 6 158 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 6 159 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 1510ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 6 1511ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 1512ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 6 1513ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 7 6 16ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 6 161 dws SO: the, Input: [d]
1 2 2 7 6 17ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 6 171 dws SO: the, Input: [d]
1 2 2 7 6 172 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 6 173 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 6 174 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 6 175 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 6 176 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 6 177 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 178 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 6 179 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 6 18ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 6 181 dws SO: the, Input: [d]
1 2 2 7 6 19ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 6 191 dws SO: the, Input: [d]
1 2 2 7 6 192 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 6 193 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 6 194 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 6 195 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 6 20ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 6 201 dws SO: the, Input: [d]
1 2 2 7 6 21ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 6 211 dws SO: the, Input: [d]
1 2 2 7 7 ism SO: {{book,n!case},{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 7 7 1 dws SO: the, Input: [d]
1 2 2 7 7 1 1 esm SO: {the,d}, Input: []
1 2 2 7 7 1 2 epm SO: <the,d>, Input: []
1 2 2 7 7 1 3 epm SO: <d,the>, Input: []
1 2 2 7 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 1 dws SO: the, Input: [d]
1 2 2 7 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 5 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 1 dws SO: the, Input: [d]
1 2 2 7 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 3 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 10ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 12ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 1 dws SO: the, Input: [d]
1 2 2 7 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 3 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 12ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 1 dws SO: the, Input: [d]
1 2 2 7 7 5 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 11ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 12ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 13ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 15ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 16ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 17ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 21ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 22ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 23ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 5 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 5 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 5 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 5 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 5 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 5 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 5 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 5 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 5 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 5 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 5 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 5 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 5 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 5 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 5 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 5 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 5 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 5 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 5 42ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 5 43ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 5 44ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 5 45ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 1 dws SO: the, Input: [d]
1 2 2 7 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 3 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 12ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 7 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 1 dws SO: the, Input: [d]
1 2 2 7 7 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 9 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 7 22ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 7 23ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 7 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 7 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 7 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 7 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 7 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 7 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 7 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 7 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 7 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 7 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 7 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 7 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 7 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 7 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 7 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 7 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 7 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 7 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 1 dws SO: the, Input: [d]
1 2 2 7 7 8 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 3 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 10ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 12ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 14ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 15ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 8 16ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 8 17ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 8 18ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 8 19ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 8 20ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 8 21ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 8 22ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 8 23ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 8 24ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 8 25ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 8 26ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 8 27ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 8 28ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 8 29ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 1 dws SO: the, Input: [d]
1 2 2 7 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 7 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 12ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 101 dws SO: the, Input: [d]
1 2 2 7 7 102 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 103 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 105 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 106 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 107 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 108 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 109 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1010ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1012ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1014ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1015ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1016ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1017ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 1018ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 1019ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1020ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 1021ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 1022ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 1023ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 1024ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1025ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 1026ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1027ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 1028ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1029ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 111 dws SO: the, Input: [d]
1 2 2 7 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 115 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 119 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 12ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 121 dws SO: the, Input: [d]
1 2 2 7 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 123 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 127 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 129 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1210ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1212ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1216ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1217ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 1218ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 1219ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1220ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 1221ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 1222ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 1223ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 1224ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1225ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 1226ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1227ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 1228ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1229ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 13ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 7 131 dws SO: the, Input: [d]
1 2 2 7 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 133 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 137 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1310ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1312ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 14ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 141 dws SO: the, Input: [d]
1 2 2 7 7 142 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 7 144 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 7 145 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 7 15ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 7 151 dws SO: the, Input: [d]
1 2 2 7 7 16ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 161 dws SO: the, Input: [d]
1 2 2 7 7 17ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 7 171 dws SO: the, Input: [d]
1 2 2 7 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 7 173 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 7 174 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 7 176 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 7 178 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 7 1710ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 7 1711ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 1712ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 7 1713ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 1714ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 7 1715ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 1716ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 7 1717ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 7 18ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 181 dws SO: the, Input: [d]
1 2 2 7 7 19ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 7 191 dws SO: the, Input: [d]
1 2 2 7 7 192 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 7 194 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 7 196 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 7 198 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 7 199 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 1910ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 7 1911ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 1912ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 7 1913ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 7 7 20ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 7 201 dws SO: the, Input: [d]
1 2 2 7 7 21ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 7 211 dws SO: the, Input: [d]
1 2 2 7 7 212 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 7 214 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 7 216 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 7 217 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 218 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 7 219 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 7 22ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 7 221 dws SO: the, Input: [d]
1 2 2 7 7 23ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 7 231 dws SO: the, Input: [d]
1 2 2 7 7 232 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 7 234 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 7 235 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 7 24ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 7 241 dws SO: the, Input: [d]
1 2 2 7 7 25ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 7 251 dws SO: the, Input: [d]
1 2 2 7 8 ism SO: {book,{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 7 8 1 dws SO: the, Input: [d]
1 2 2 7 8 1 1 esm SO: {the,d}, Input: []
1 2 2 7 8 1 2 epm SO: <the,d>, Input: []
1 2 2 7 8 1 3 epm SO: <d,the>, Input: []
1 2 2 7 8 2 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 1 dws SO: the, Input: [d]
1 2 2 7 8 2 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 2 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 2 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 8 2 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 2 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 2 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 2 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 2 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 2 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 2 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 2 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 2 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 2 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 3 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 1 dws SO: the, Input: [d]
1 2 2 7 8 3 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 11ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 12ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 15ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 16ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 19ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 21ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 3 22ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 3 23ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 3 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 3 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 3 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 3 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 3 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 3 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 3 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 3 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 8 3 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 3 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 3 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 3 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 3 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 3 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 3 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 3 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 3 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 3 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 1 dws SO: the, Input: [d]
1 2 2 7 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 10ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 12ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 4 14ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 4 15ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 8 4 16ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 4 17ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 4 18ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 4 19ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 4 20ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 4 21ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 4 22ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 4 23ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 4 24ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 4 25ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 5 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 1 dws SO: the, Input: [d]
1 2 2 7 8 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 9 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 8 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 6 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 1 dws SO: the, Input: [d]
1 2 2 7 8 6 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 6 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 6 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 8 6 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 6 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 6 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 6 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 6 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 6 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 6 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 6 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 6 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 6 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 7 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 1 dws SO: the, Input: [d]
1 2 2 7 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 7 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 12ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 7 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 7 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 7 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 7 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 7 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 7 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 8 7 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 7 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 7 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 7 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 7 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 7 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 7 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 7 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 7 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 7 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 8 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 1 dws SO: the, Input: [d]
1 2 2 7 8 8 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 8 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 8 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 8 8 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 8 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 8 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 8 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 8 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 8 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 8 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 8 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 8 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 8 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 9 ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 1 dws SO: the, Input: [d]
1 2 2 7 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 5 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 12ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 10ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 8 101 dws SO: the, Input: [d]
1 2 2 7 8 102 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 103 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 104 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 105 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 106 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 108 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 109 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 1010ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 1012ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 1013ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 1014ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 1015ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 8 1016ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 1017ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 1018ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 1019ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 1020ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 1021ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 1022ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 1023ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 1024ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 1025ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 11ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 8 111 dws SO: the, Input: [d]
1 2 2 7 8 112 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 113 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 114 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 115 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 116 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 118 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 1110ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 1112ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 1113ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 8 1114ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 1115ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 8 1116ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 1117ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 1118ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 1119ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 1120ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 1121ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 1122ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 1123ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 1124ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 8 1125ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 12ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 8 121 dws SO: the, Input: [d]
1 2 2 7 8 13ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 8 131 dws SO: the, Input: [d]
1 2 2 7 8 132 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 8 133 ism SO: {{book,{book,{book,n!case}}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 8 134 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 8 135 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 8 136 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 8 137 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 8 138 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 8 139 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 8 1310ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 8 1311ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 1312ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 8 1313ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 1314ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 8 1315ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 1316ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 8 1317ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 8 14ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 141 dws SO: the, Input: [d]
1 2 2 7 8 15ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 8 151 dws SO: the, Input: [d]
1 2 2 7 8 152 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 8 153 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 8 154 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 8 155 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 8 156 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 8 157 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 8 158 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 8 159 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 1510ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 8 1511ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 1512ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 8 1513ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 7 8 16ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 8 161 dws SO: the, Input: [d]
1 2 2 7 8 17ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 8 171 dws SO: the, Input: [d]
1 2 2 7 8 172 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 8 173 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 8 174 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 8 175 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 8 176 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 8 177 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 178 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 8 179 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 8 18ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 8 181 dws SO: the, Input: [d]
1 2 2 7 8 19ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 8 191 dws SO: the, Input: [d]
1 2 2 7 8 192 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 8 193 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 8 194 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 8 195 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 8 20ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 8 201 dws SO: the, Input: [d]
1 2 2 7 8 21ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 8 211 dws SO: the, Input: [d]
1 2 2 7 9 ism SO: {n!case,{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 2 7 9 1 dws SO: the, Input: [d]
1 2 2 7 9 1 1 esm SO: {the,d}, Input: []
1 2 2 7 9 1 2 epm SO: <the,d>, Input: []
1 2 2 7 9 1 3 epm SO: <d,the>, Input: []
1 2 2 7 9 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 1 dws SO: the, Input: [d]
1 2 2 7 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 9 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 2 22ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 2 23ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 2 24ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 2 25ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 3 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 1 dws SO: the, Input: [d]
1 2 2 7 9 3 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 11ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 12ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 15ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 16ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 19ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 21ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 3 22ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 3 23ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 3 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 3 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 3 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 3 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 3 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 3 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 3 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 3 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 9 3 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 3 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 3 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 3 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 3 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 3 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 3 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 3 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 3 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 3 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 1 dws SO: the, Input: [d]
1 2 2 7 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 9 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 4 22ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 4 23ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 4 24ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 4 25ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 5 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 1 dws SO: the, Input: [d]
1 2 2 7 9 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 9 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 5 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 5 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 5 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 5 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 5 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 5 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 5 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 5 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 9 5 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 5 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 5 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 5 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 5 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 5 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 5 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 5 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 5 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 5 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 6 ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 1 dws SO: the, Input: [d]
1 2 2 7 9 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 10ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 12ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 13ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 6 14ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 6 15ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 9 6 16ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 6 17ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 6 18ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 6 19ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 6 20ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 6 21ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 6 22ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 6 23ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 6 24ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 6 25ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 7 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 1 dws SO: the, Input: [d]
1 2 2 7 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 7 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 12ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 8 ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 1 dws SO: the, Input: [d]
1 2 2 7 9 8 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 10ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 12ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 13ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 8 14ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 8 15ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 9 8 16ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 8 17ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 8 18ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 8 19ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 8 20ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 8 21ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 8 22ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 8 23ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 8 24ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 8 25ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 9 ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 1 dws SO: the, Input: [d]
1 2 2 7 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 5 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 12ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 10ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 9 101 dws SO: the, Input: [d]
1 2 2 7 9 102 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 103 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 104 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 105 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 106 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 107 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 108 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 1010ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 1012ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 1013ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 1014ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 1015ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 9 1016ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 1017ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 1018ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 1019ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 1020ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 1021ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 1022ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 1023ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 1024ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 1025ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 11ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 2 7 9 111 dws SO: the, Input: [d]
1 2 2 7 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 113 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 115 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 118 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 1110ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 1112ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 2 7 9 1114ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 1115ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 2 7 9 1116ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 1117ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 1118ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 1119ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 1120ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 1121ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 1122ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 1123ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 1124ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 2 7 9 1125ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 12ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 121 dws SO: the, Input: [d]
1 2 2 7 9 13ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 2 7 9 131 dws SO: the, Input: [d]
1 2 2 7 9 132 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 9 133 ism SO: {{book,{book,{book,n!case}}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 9 134 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 9 135 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 9 136 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 9 138 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 9 139 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 2 7 9 1310ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 9 1311ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 1312ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 9 1313ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 1314ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 9 1315ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 1316ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 2 7 9 1317ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 2 7 9 14ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 141 dws SO: the, Input: [d]
1 2 2 7 9 15ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 9 151 dws SO: the, Input: [d]
1 2 2 7 9 152 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 9 153 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 9 154 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 9 156 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 9 157 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 9 158 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 9 159 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 1510ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 9 1511ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 1512ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 9 1513ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 7 9 16ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 9 161 dws SO: the, Input: [d]
1 2 2 7 9 17ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 9 171 dws SO: the, Input: [d]
1 2 2 7 9 172 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 9 174 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 9 175 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 9 176 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 9 177 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 178 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 9 179 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 9 18ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 9 181 dws SO: the, Input: [d]
1 2 2 7 9 19ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 9 191 dws SO: the, Input: [d]
1 2 2 7 9 192 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 9 193 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 9 194 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 9 195 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 9 20ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 2 7 9 201 dws SO: the, Input: [d]
1 2 2 7 9 21ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 2 7 9 211 dws SO: the, Input: [d]
1 2 2 7 10ipm SO: <{n!case,{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 2 7 101 dws SO: the, Input: [d]
1 2 2 7 101 1 esm SO: {the,d}, Input: []
1 2 2 7 101 2 epm SO: <the,d>, Input: []
1 2 2 7 101 3 epm SO: <d,the>, Input: []
1 2 2 7 11ipm SO: <{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 2 7 111 dws SO: the, Input: [d]
1 2 2 7 111 1 esm SO: {the,d}, Input: []
1 2 2 7 111 2 epm SO: <the,d>, Input: []
1 2 2 7 111 3 epm SO: <d,the>, Input: []
1 2 2 7 112 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 112 1 dws SO: the, Input: [d]
1 2 2 7 112 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 112 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 112 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 112 5 ism SO: {{book,{book,n!case}},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 112 6 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 112 7 ism SO: {{book,n!case},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 112 8 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 112 9 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 112 10ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 112 11ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 7 112 12ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 112 13ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 112 14ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 112 15ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 112 16ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 112 17ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 7 113 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 113 1 dws SO: the, Input: [d]
1 2 2 7 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 3 ism SO: {book,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 5 ism SO: {book,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 6 ism SO: {n!case,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 7 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 8 ism SO: {book,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 10ism SO: {book,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 12ism SO: {book,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 13ism SO: {n!case,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 113 14ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 113 15ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 113 16ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 113 17ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 113 18ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 7 113 19ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 7 113 20ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 113 21ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 113 22ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 113 23ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 113 24ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 113 25ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 7 114 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 114 1 dws SO: the, Input: [d]
1 2 2 7 114 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 114 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 114 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 114 5 ism SO: {{book,{book,n!case}},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 114 6 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 114 7 ism SO: {{book,n!case},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 114 8 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 114 9 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 114 10ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 114 11ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 7 114 12ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 114 13ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 114 14ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 114 15ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 114 16ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 114 17ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 7 115 ism SO: {{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 115 1 dws SO: the, Input: [d]
1 2 2 7 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 115 3 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 115 5 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 115 6 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 115 8 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 115 10ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 115 11ism SO: {n!case,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 115 12ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 115 13ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 115 14ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 7 115 15ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 7 115 16ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 115 17ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 115 18ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 115 19ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 115 20ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 115 21ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 7 116 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 116 1 dws SO: the, Input: [d]
1 2 2 7 116 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 116 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 116 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 116 5 ism SO: {{book,{book,n!case}},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 116 6 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 116 7 ism SO: {{book,n!case},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 116 8 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 116 9 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 116 10ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 116 11ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 7 116 12ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 116 13ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 116 14ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 116 15ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 116 16ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 116 17ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 7 117 ism SO: {n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 2 7 117 1 dws SO: the, Input: [d]
1 2 2 7 117 2 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 117 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 117 4 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 117 5 ism SO: {{book,{book,n!case}},{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 117 6 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 117 8 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 117 9 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 2 7 117 10ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 7 117 11ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 2 7 117 12ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 117 13ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 117 14ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 117 15ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 117 16ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 2 7 117 17ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 2 7 118 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 118 1 dws SO: the, Input: [d]
1 2 2 7 119 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 119 1 dws SO: the, Input: [d]
1 2 2 7 119 2 ism SO: {book,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 119 3 ism SO: {{book,n!case},<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 119 4 ism SO: {book,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 119 5 ism SO: {n!case,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 119 6 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 119 7 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 119 8 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 119 9 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 1110ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 11101 dws SO: the, Input: [d]
1 2 2 7 1111ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 11111 dws SO: the, Input: [d]
1 2 2 7 11112 ism SO: {book,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 7 11113 ism SO: {n!case,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 7 11114 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 11115 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 1112ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 2 7 11121 dws SO: the, Input: [d]
1 2 2 7 1113ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 2 7 11131 dws SO: the, Input: [d]
1 2 2 7 12ipm SO: <{n!case,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 7 121 dws SO: the, Input: [d]
1 2 2 7 121 1 esm SO: {the,d}, Input: []
1 2 2 7 121 2 epm SO: <the,d>, Input: []
1 2 2 7 121 3 epm SO: <d,the>, Input: []
1 2 2 7 13ipm SO: <{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 7 131 dws SO: the, Input: [d]
1 2 2 7 131 1 esm SO: {the,d}, Input: []
1 2 2 7 131 2 epm SO: <the,d>, Input: []
1 2 2 7 131 3 epm SO: <d,the>, Input: []
1 2 2 7 132 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 132 1 dws SO: the, Input: [d]
1 2 2 7 132 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 132 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 132 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 132 5 ism SO: {{book,n!case},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 132 6 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 132 7 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 132 8 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 7 132 9 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 7 132 10ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 7 132 11ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 132 12ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 7 132 13ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 7 133 ism SO: {{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 133 1 dws SO: the, Input: [d]
1 2 2 7 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 133 3 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 133 5 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 133 6 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 133 8 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 133 10ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 133 11ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 7 133 12ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 7 133 13ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 7 133 14ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 7 133 15ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 133 16ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 7 133 17ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 7 134 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 134 1 dws SO: the, Input: [d]
1 2 2 7 134 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 134 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 134 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 134 5 ism SO: {{book,n!case},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 134 6 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 134 7 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 134 8 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 7 134 9 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 7 134 10ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 7 134 11ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 134 12ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 7 134 13ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 7 135 ism SO: {n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 7 135 1 dws SO: the, Input: [d]
1 2 2 7 135 2 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 135 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 135 4 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 135 6 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 135 7 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 7 135 8 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 7 135 9 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 7 135 10ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 7 135 11ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 7 135 12ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 7 135 13ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 7 136 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 136 1 dws SO: the, Input: [d]
1 2 2 7 137 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 7 137 1 dws SO: the, Input: [d]
1 2 2 7 137 2 ism SO: {book,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 7 137 3 ism SO: {n!case,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 7 137 4 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 137 5 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 138 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 7 138 1 dws SO: the, Input: [d]
1 2 2 7 139 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 7 139 1 dws SO: the, Input: [d]
1 2 2 7 14ipm SO: <{n!case,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 7 141 dws SO: the, Input: [d]
1 2 2 7 141 1 esm SO: {the,d}, Input: []
1 2 2 7 141 2 epm SO: <the,d>, Input: []
1 2 2 7 141 3 epm SO: <d,the>, Input: []
1 2 2 7 15ipm SO: <{n!case,{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 2 7 151 dws SO: the, Input: [d]
1 2 2 7 151 1 esm SO: {the,d}, Input: []
1 2 2 7 151 2 epm SO: <the,d>, Input: []
1 2 2 7 151 3 epm SO: <d,the>, Input: []
1 2 2 7 152 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 152 1 dws SO: the, Input: [d]
1 2 2 7 152 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 7 152 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 7 152 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 7 152 5 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 7 152 6 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 7 152 7 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 7 152 8 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 7 152 9 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 7 153 ism SO: {n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 7 153 1 dws SO: the, Input: [d]
1 2 2 7 153 2 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 7 153 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 7 153 4 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 7 153 5 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 7 153 6 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 7 153 7 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 7 153 8 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 7 153 9 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 7 154 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 7 154 1 dws SO: the, Input: [d]
1 2 2 7 155 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 7 155 1 dws SO: the, Input: [d]
1 2 2 7 16ipm SO: <{n!case,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 2 7 161 dws SO: the, Input: [d]
1 2 2 7 161 1 esm SO: {the,d}, Input: []
1 2 2 7 161 2 epm SO: <the,d>, Input: []
1 2 2 7 161 3 epm SO: <d,the>, Input: []
1 2 2 7 17ipm SO: <{n!case,{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 2 7 171 dws SO: the, Input: [d]
1 2 2 7 171 1 esm SO: {the,d}, Input: []
1 2 2 7 171 2 epm SO: <the,d>, Input: []
1 2 2 7 171 3 epm SO: <d,the>, Input: []
1 2 2 8 ipm SO: <{book,{book,{book,n!case}}},book>, Input: [[the,d]]
1 2 2 8 1 dws SO: the, Input: [d]
1 2 2 8 1 1 esm SO: {the,d}, Input: []
1 2 2 8 1 1 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 2 8 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 8 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 8 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 8 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 8 1 2 epm SO: <the,d>, Input: []
1 2 2 8 1 2 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 2 8 1 3 epm SO: <d,the>, Input: []
1 2 2 8 1 3 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 2 9 ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 2 9 1 dws SO: the, Input: [d]
1 2 2 9 1 1 esm SO: {the,d}, Input: []
1 2 2 9 1 1 1 uws SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 2 9 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 9 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 9 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 9 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 9 1 2 epm SO: <the,d>, Input: []
1 2 2 9 1 2 1 uws SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 2 9 1 3 epm SO: <d,the>, Input: []
1 2 2 9 1 3 1 uws SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 2 9 2 ism SO: {book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 9 2 1 dws SO: the, Input: [d]
1 2 2 9 2 1 1 esm SO: {the,d}, Input: []
1 2 2 9 2 1 2 epm SO: <the,d>, Input: []
1 2 2 9 2 1 3 epm SO: <d,the>, Input: []
1 2 2 9 2 2 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 2 2 1 dws SO: the, Input: [d]
1 2 2 9 2 2 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 2 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 2 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 2 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 2 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 2 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 2 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 2 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 2 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 2 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 2 2 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 2 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 2 2 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 2 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 2 2 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 2 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 2 3 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 2 3 1 dws SO: the, Input: [d]
1 2 2 9 2 3 2 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 4 ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 5 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 6 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 7 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 8 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 9 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 10ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 11ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 12ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 13ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 3 14ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 2 3 15ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 3 16ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 2 3 17ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 3 18ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 2 3 19ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 2 3 20ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 3 21ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 2 3 22ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 3 23ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 2 3 24ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 3 25ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 2 4 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 2 4 1 dws SO: the, Input: [d]
1 2 2 9 2 4 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 4 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 4 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 4 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 4 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 4 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 4 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 4 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 4 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 4 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 2 4 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 4 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 2 4 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 4 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 2 4 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 4 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 2 5 ism SO: {{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 2 5 1 dws SO: the, Input: [d]
1 2 2 9 2 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 5 3 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 5 4 ism SO: {n!case,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 5 5 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 5 6 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 5 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 5 8 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 5 10ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 5 11ism SO: {n!case,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 5 12ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 2 5 13ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 5 14ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 2 5 15ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 2 5 16ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 5 17ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 2 5 18ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 5 19ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 2 5 20ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 5 21ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 2 6 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 2 6 1 dws SO: the, Input: [d]
1 2 2 9 2 6 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 6 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 6 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 6 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 6 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 6 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 6 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 6 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 6 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 6 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 2 6 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 6 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 2 6 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 6 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 2 6 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 6 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 2 7 ism SO: {n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 2 7 1 dws SO: the, Input: [d]
1 2 2 9 2 7 2 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 7 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 7 4 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 7 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 7 6 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 7 7 ism SO: {{book,n!case},{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 7 8 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 7 9 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 2 7 10ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 2 7 11ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 2 7 12ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 7 13ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 2 7 14ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 7 15ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 2 7 16ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 2 7 17ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 2 8 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 9 2 8 1 dws SO: the, Input: [d]
1 2 2 9 2 9 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 2 9 1 dws SO: the, Input: [d]
1 2 2 9 2 9 2 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 2 9 3 ism SO: {{book,n!case},<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 2 9 4 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 2 9 5 ism SO: {n!case,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 2 9 6 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 2 9 2 9 7 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 2 9 2 9 8 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 2 9 2 9 9 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 2 9 2 10ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 9 2 101 dws SO: the, Input: [d]
1 2 2 9 2 11ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 9 2 111 dws SO: the, Input: [d]
1 2 2 9 2 112 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 2 9 2 113 ism SO: {n!case,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 2 9 2 114 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 9 2 115 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 9 2 12ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 9 2 121 dws SO: the, Input: [d]
1 2 2 9 2 13ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 9 2 131 dws SO: the, Input: [d]
1 2 2 9 3 ism SO: {{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 9 3 1 dws SO: the, Input: [d]
1 2 2 9 3 1 1 esm SO: {the,d}, Input: []
1 2 2 9 3 1 2 epm SO: <the,d>, Input: []
1 2 2 9 3 1 3 epm SO: <d,the>, Input: []
1 2 2 9 3 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 3 2 1 dws SO: the, Input: [d]
1 2 2 9 3 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 3 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 5 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 7 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 9 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 10ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 12ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 2 14ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 2 15ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 2 16ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 2 17ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 3 2 18ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 2 19ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 2 20ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 2 21ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 3 2 22ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 2 23ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 2 24ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 2 25ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 3 ism SO: {book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 3 3 1 dws SO: the, Input: [d]
1 2 2 9 3 3 2 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 3 3 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 3 4 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 3 5 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 3 6 ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 3 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 3 8 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 3 9 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 3 10ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 3 11ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 3 12ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 3 13ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 3 3 14ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 3 15ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 3 16ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 3 17ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 3 3 18ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 3 19ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 3 20ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 3 21ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 3 4 1 dws SO: the, Input: [d]
1 2 2 9 3 4 2 ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 4 3 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 4 5 ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 4 6 ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 4 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 4 8 ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 4 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 4 10ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 4 11ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 4 12ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 4 13ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 3 4 14ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 4 15ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 4 16ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 4 17ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 3 4 18ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 4 19ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 4 20ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 4 21ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 3 5 1 dws SO: the, Input: [d]
1 2 2 9 3 5 2 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 4 ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 5 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 6 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 7 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 8 ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 9 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 10ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 11ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 12ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 13ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 14ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 15ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 5 16ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 3 5 17ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 5 18ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 5 19ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 5 20ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 5 21ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 3 5 22ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 5 23ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 5 24ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 5 25ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 3 5 26ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 5 27ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 5 28ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 5 29ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 6 ism SO: {book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 3 6 1 dws SO: the, Input: [d]
1 2 2 9 3 6 2 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 6 3 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 6 4 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 6 5 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 6 6 ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 6 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 6 8 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 6 9 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 6 10ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 6 11ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 6 12ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 6 13ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 3 6 14ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 6 15ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 6 16ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 6 17ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 3 6 18ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 6 19ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 6 20ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 6 21ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 7 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 3 7 1 dws SO: the, Input: [d]
1 2 2 9 3 7 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 3 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 5 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 7 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 9 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 10ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 12ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 7 14ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 7 15ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 7 16ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 7 17ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 3 7 18ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 7 19ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 7 20ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 7 21ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 3 7 22ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 7 23ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 7 24ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 7 25ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 8 ism SO: {book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 3 8 1 dws SO: the, Input: [d]
1 2 2 9 3 8 2 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 8 3 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 8 4 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 8 5 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 8 6 ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 8 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 8 8 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 8 9 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 8 10ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 8 11ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 8 12ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 8 13ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 3 8 14ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 8 15ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 8 16ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 8 17ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 3 8 18ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 8 19ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 8 20ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 8 21ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 9 ism SO: {n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 3 9 1 dws SO: the, Input: [d]
1 2 2 9 3 9 2 ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 9 3 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 9 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 9 5 ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 9 6 ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 9 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 9 8 ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 9 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 9 10ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 9 11ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 3 9 12ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 9 13ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 3 9 14ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 9 15ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 9 16ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 9 17ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 3 9 18ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 9 19ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 9 20ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 3 9 21ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 3 10ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 101 dws SO: the, Input: [d]
1 2 2 9 3 102 ism SO: {book,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 2 9 3 103 ism SO: {n!case,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 2 9 3 104 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 9 3 105 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 9 3 11ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 9 3 111 dws SO: the, Input: [d]
1 2 2 9 3 12ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 9 3 121 dws SO: the, Input: [d]
1 2 2 9 3 13ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 3 131 dws SO: the, Input: [d]
1 2 2 9 3 132 ism SO: {book,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 3 133 ism SO: {{book,n!case},<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 3 134 ism SO: {book,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 3 135 ism SO: {n!case,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 3 136 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 2 9 3 137 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 138 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 2 9 3 139 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 2 9 3 14ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 9 3 141 dws SO: the, Input: [d]
1 2 2 9 3 15ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 9 3 151 dws SO: the, Input: [d]
1 2 2 9 3 152 ism SO: {book,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 2 9 3 153 ism SO: {n!case,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 2 9 3 154 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 9 3 155 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 9 3 16ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 9 3 161 dws SO: the, Input: [d]
1 2 2 9 3 17ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 9 3 171 dws SO: the, Input: [d]
1 2 2 9 4 ism SO: {book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 9 4 1 dws SO: the, Input: [d]
1 2 2 9 4 1 1 esm SO: {the,d}, Input: []
1 2 2 9 4 1 2 epm SO: <the,d>, Input: []
1 2 2 9 4 1 3 epm SO: <d,the>, Input: []
1 2 2 9 4 2 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 4 2 1 dws SO: the, Input: [d]
1 2 2 9 4 2 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 2 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 2 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 2 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 2 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 2 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 2 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 2 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 2 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 2 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 4 2 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 2 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 4 2 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 2 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 4 2 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 2 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 4 3 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 4 3 1 dws SO: the, Input: [d]
1 2 2 9 4 3 2 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 4 ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 5 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 6 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 7 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 8 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 9 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 10ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 11ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 12ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 13ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 3 14ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 4 3 15ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 3 16ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 4 3 17ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 3 18ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 4 3 19ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 4 3 20ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 3 21ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 4 3 22ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 3 23ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 4 3 24ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 3 25ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 4 4 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 4 4 1 dws SO: the, Input: [d]
1 2 2 9 4 4 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 4 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 4 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 4 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 4 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 4 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 4 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 4 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 4 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 4 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 4 4 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 4 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 4 4 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 4 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 4 4 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 4 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 4 5 ism SO: {{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 4 5 1 dws SO: the, Input: [d]
1 2 2 9 4 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 5 3 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 5 4 ism SO: {n!case,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 5 5 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 5 6 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 5 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 5 8 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 5 10ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 5 11ism SO: {n!case,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 5 12ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 4 5 13ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 5 14ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 4 5 15ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 4 5 16ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 5 17ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 4 5 18ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 5 19ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 4 5 20ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 5 21ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 4 6 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 4 6 1 dws SO: the, Input: [d]
1 2 2 9 4 6 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 6 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 6 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 6 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 6 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 6 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 6 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 6 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 6 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 6 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 4 6 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 6 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 4 6 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 6 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 4 6 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 6 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 4 7 ism SO: {n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 4 7 1 dws SO: the, Input: [d]
1 2 2 9 4 7 2 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 7 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 7 4 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 7 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 7 6 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 7 7 ism SO: {{book,n!case},{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 7 8 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 7 9 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 4 7 10ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 4 7 11ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 4 7 12ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 7 13ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 4 7 14ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 7 15ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 4 7 16ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 4 7 17ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 4 8 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 9 4 8 1 dws SO: the, Input: [d]
1 2 2 9 4 9 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 4 9 1 dws SO: the, Input: [d]
1 2 2 9 4 9 2 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 4 9 3 ism SO: {{book,n!case},<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 4 9 4 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 4 9 5 ism SO: {n!case,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 4 9 6 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 2 9 4 9 7 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 2 9 4 9 8 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 2 9 4 9 9 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 2 9 4 10ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 9 4 101 dws SO: the, Input: [d]
1 2 2 9 4 11ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 9 4 111 dws SO: the, Input: [d]
1 2 2 9 4 112 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 2 9 4 113 ism SO: {n!case,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 2 9 4 114 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 9 4 115 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 9 4 12ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 9 4 121 dws SO: the, Input: [d]
1 2 2 9 4 13ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 9 4 131 dws SO: the, Input: [d]
1 2 2 9 5 ism SO: {n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 2 9 5 1 dws SO: the, Input: [d]
1 2 2 9 5 1 1 esm SO: {the,d}, Input: []
1 2 2 9 5 1 2 epm SO: <the,d>, Input: []
1 2 2 9 5 1 3 epm SO: <d,the>, Input: []
1 2 2 9 5 2 ism SO: {n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 5 2 1 dws SO: the, Input: [d]
1 2 2 9 5 2 2 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 2 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 2 4 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 2 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 2 6 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 2 8 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 2 9 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 2 10ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 2 11ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 5 2 12ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 2 13ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 5 2 14ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 2 15ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 5 2 16ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 2 17ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 3 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 5 3 1 dws SO: the, Input: [d]
1 2 2 9 5 3 2 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 4 ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 5 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 6 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 7 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 8 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 9 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 10ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 11ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 12ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 13ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 3 14ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 5 3 15ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 3 16ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 5 3 17ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 3 18ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 3 19ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 5 3 20ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 3 21ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 5 3 22ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 3 23ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 5 3 24ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 3 25ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 4 ism SO: {book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 5 4 1 dws SO: the, Input: [d]
1 2 2 9 5 4 2 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 4 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 4 4 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 4 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 4 6 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 4 7 ism SO: {{book,n!case},{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 4 8 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 4 9 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 4 10ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 4 11ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 5 4 12ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 4 13ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 5 4 14ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 4 15ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 5 4 16ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 4 17ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 5 ism SO: {{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 5 5 1 dws SO: the, Input: [d]
1 2 2 9 5 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 5 3 ism SO: {book,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 5 5 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 5 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 5 8 ism SO: {book,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 5 10ism SO: {book,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 5 11ism SO: {n!case,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 5 12ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 5 5 13ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 5 14ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 5 15ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 5 5 16ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 5 17ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 5 5 18ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 5 19ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 5 5 20ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 5 21ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 6 ism SO: {book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 5 6 1 dws SO: the, Input: [d]
1 2 2 9 5 6 2 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 6 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 6 4 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 6 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 6 6 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 6 7 ism SO: {{book,n!case},{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 6 8 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 6 9 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 6 10ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 6 11ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 5 6 12ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 6 13ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 5 6 14ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 6 15ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 5 6 16ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 6 17ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 7 ism SO: {n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 2 9 5 7 1 dws SO: the, Input: [d]
1 2 2 9 5 7 2 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 7 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 7 4 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 7 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 7 6 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 7 8 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 7 9 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 2 9 5 7 10ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 7 11ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 2 9 5 7 12ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 7 13ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 5 7 14ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 7 15ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 2 9 5 7 16ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 2 9 5 7 17ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 2 9 5 8 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 9 5 8 1 dws SO: the, Input: [d]
1 2 2 9 5 9 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 2 9 5 9 1 dws SO: the, Input: [d]
1 2 2 9 5 9 2 ism SO: {book,<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 5 9 3 ism SO: {{book,n!case},<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 5 9 4 ism SO: {book,<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 5 9 5 ism SO: {n!case,<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 2 9 5 9 6 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 2 9 5 9 7 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 2 9 5 9 8 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 2 9 5 9 9 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 2 9 5 10ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 9 5 101 dws SO: the, Input: [d]
1 2 2 9 5 11ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 2 9 5 111 dws SO: the, Input: [d]
1 2 2 9 5 112 ism SO: {book,<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 2 9 5 113 ism SO: {n!case,<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 2 9 5 114 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 9 5 115 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 9 5 12ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 2 9 5 121 dws SO: the, Input: [d]
1 2 2 9 5 13ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 2 9 5 131 dws SO: the, Input: [d]
1 2 2 9 6 ipm SO: <<{book,{book,{book,n!case}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 9 6 1 dws SO: the, Input: [d]
1 2 2 9 6 1 1 esm SO: {the,d}, Input: []
1 2 2 9 6 1 2 epm SO: <the,d>, Input: []
1 2 2 9 6 1 3 epm SO: <d,the>, Input: []
1 2 2 9 7 ipm SO: <<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 2 9 7 1 dws SO: the, Input: [d]
1 2 2 9 7 1 1 esm SO: {the,d}, Input: []
1 2 2 9 7 1 2 epm SO: <the,d>, Input: []
1 2 2 9 7 1 3 epm SO: <d,the>, Input: []
1 2 2 9 7 2 ism SO: {book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 9 7 2 1 dws SO: the, Input: [d]
1 2 2 9 7 2 2 ism SO: {book,{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 2 9 7 2 3 ism SO: {<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 2 9 7 2 4 ism SO: {book,{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 2 9 7 2 5 ism SO: {n!case,{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 2 9 7 2 6 ipm SO: <{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 2 9 7 2 7 ipm SO: <{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 2 2 9 7 2 8 ipm SO: <{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 2 9 7 2 9 ipm SO: <{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 9 7 3 ism SO: {n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 2 9 7 3 1 dws SO: the, Input: [d]
1 2 2 9 7 3 2 ism SO: {n!case,{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 2 9 7 3 3 ism SO: {<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 2 9 7 3 4 ism SO: {book,{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 2 9 7 3 5 ism SO: {n!case,{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 2 9 7 3 6 ipm SO: <{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 9 7 3 7 ipm SO: <{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 2 2 9 7 3 8 ipm SO: <{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 2 9 7 3 9 ipm SO: <{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 9 7 4 ipm SO: <<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 2 9 7 4 1 dws SO: the, Input: [d]
1 2 2 9 7 5 ipm SO: <<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 9 7 5 1 dws SO: the, Input: [d]
1 2 2 9 8 ipm SO: <<{book,{book,{book,n!case}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 2 9 8 1 dws SO: the, Input: [d]
1 2 2 9 8 1 1 esm SO: {the,d}, Input: []
1 2 2 9 8 1 2 epm SO: <the,d>, Input: []
1 2 2 9 8 1 3 epm SO: <d,the>, Input: []
1 2 2 9 9 ipm SO: <<{book,{book,{book,n!case}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 2 9 9 1 dws SO: the, Input: [d]
1 2 2 9 9 1 1 esm SO: {the,d}, Input: []
1 2 2 9 9 1 2 epm SO: <the,d>, Input: []
1 2 2 9 9 1 3 epm SO: <d,the>, Input: []
1 2 2 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [[the,d]]
1 2 2 101 dws SO: the, Input: [d]
1 2 2 101 1 esm SO: {the,d}, Input: []
1 2 2 101 1 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 2 101 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 101 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 101 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 101 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 101 2 epm SO: <the,d>, Input: []
1 2 2 101 2 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 2 101 3 epm SO: <d,the>, Input: []
1 2 2 101 3 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 2 11ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [[the,d]]
1 2 2 111 dws SO: the, Input: [d]
1 2 2 111 1 esm SO: {the,d}, Input: []
1 2 2 111 1 1 uws SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 2 111 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 111 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 111 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 111 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 111 2 epm SO: <the,d>, Input: []
1 2 2 111 2 1 uws SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 2 111 3 epm SO: <d,the>, Input: []
1 2 2 111 3 1 uws SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 2 112 ism SO: {book,<{book,{book,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 112 1 dws SO: the, Input: [d]
1 2 2 112 1 1 esm SO: {the,d}, Input: []
1 2 2 112 1 2 epm SO: <the,d>, Input: []
1 2 2 112 1 3 epm SO: <d,the>, Input: []
1 2 2 112 2 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 112 2 1 dws SO: the, Input: [d]
1 2 2 112 2 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 2 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,n!case}>},{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 2 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 2 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 2 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 2 7 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 2 8 ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 112 2 9 ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},{book,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 2 112 2 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 112 2 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 112 2 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 112 2 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 112 3 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 112 3 1 dws SO: the, Input: [d]
1 2 2 112 3 2 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 3 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 3 4 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 3 5 ism SO: {{book,<{book,{book,{book,n!case}}},{book,n!case}>},{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 3 6 ism SO: {book,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 3 7 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 3 8 ism SO: {book,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 3 9 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 3 10ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 112 3 11ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 112 3 12ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 112 3 13ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},{book,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 2 112 3 14ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 112 3 15ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 112 3 16ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 112 3 17ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 112 4 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 112 4 1 dws SO: the, Input: [d]
1 2 2 112 4 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 4 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,n!case}>},{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 4 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 4 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 4 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 4 7 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 4 8 ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 112 4 9 ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},{book,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 2 112 4 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 112 4 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 112 4 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 112 4 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 112 5 ism SO: {n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 112 5 1 dws SO: the, Input: [d]
1 2 2 112 5 2 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 5 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,n!case}>},{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 5 4 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 5 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 5 6 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 5 7 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 112 5 8 ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 112 5 9 ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},{book,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 2 112 5 10ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 112 5 11ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 112 5 12ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 112 5 13ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 112 6 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 112 6 1 dws SO: the, Input: [d]
1 2 2 112 7 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 112 7 1 dws SO: the, Input: [d]
1 2 2 112 7 2 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 2 112 7 3 ism SO: {n!case,<{book,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 2 112 7 4 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 2 112 7 5 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 2 112 8 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 112 8 1 dws SO: the, Input: [d]
1 2 2 112 9 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 112 9 1 dws SO: the, Input: [d]
1 2 2 113 ism SO: {n!case,<{book,{book,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 2 2 113 1 dws SO: the, Input: [d]
1 2 2 113 1 1 esm SO: {the,d}, Input: []
1 2 2 113 1 2 epm SO: <the,d>, Input: []
1 2 2 113 1 3 epm SO: <d,the>, Input: []
1 2 2 113 2 ism SO: {n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 113 2 1 dws SO: the, Input: [d]
1 2 2 113 2 2 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 2 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 2 4 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 2 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 2 6 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 2 7 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 2 8 ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 113 2 9 ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 2 113 2 10ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 113 2 11ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 113 2 12ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 113 2 13ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 113 3 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 113 3 1 dws SO: the, Input: [d]
1 2 2 113 3 2 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 3 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 3 4 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 3 5 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 3 6 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 3 7 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 3 8 ism SO: {book,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 3 9 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 3 10ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 113 3 11ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 113 3 12ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 113 3 13ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 2 113 3 14ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 113 3 15ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 113 3 16ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 113 3 17ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 113 4 ism SO: {book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 113 4 1 dws SO: the, Input: [d]
1 2 2 113 4 2 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 4 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 4 4 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 4 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 4 6 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 4 7 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 4 8 ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 113 4 9 ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 2 113 4 10ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 113 4 11ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 113 4 12ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 113 4 13ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 113 5 ism SO: {n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 2 113 5 1 dws SO: the, Input: [d]
1 2 2 113 5 2 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 5 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 5 4 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 5 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 5 6 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 5 7 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 2 113 5 8 ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 113 5 9 ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 2 113 5 10ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 113 5 11ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 113 5 12ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 2 113 5 13ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 2 113 6 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 113 6 1 dws SO: the, Input: [d]
1 2 2 113 7 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 2 113 7 1 dws SO: the, Input: [d]
1 2 2 113 7 2 ism SO: {book,<{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 2 113 7 3 ism SO: {n!case,<{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 2 113 7 4 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 2 113 7 5 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 2 113 8 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 2 113 8 1 dws SO: the, Input: [d]
1 2 2 113 9 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 2 113 9 1 dws SO: the, Input: [d]
1 2 2 114 ipm SO: <<{book,{book,{book,n!case}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 2 114 1 dws SO: the, Input: [d]
1 2 2 114 1 1 esm SO: {the,d}, Input: []
1 2 2 114 1 2 epm SO: <the,d>, Input: []
1 2 2 114 1 3 epm SO: <d,the>, Input: []
1 2 2 115 ipm SO: <<{book,{book,{book,n!case}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 2 115 1 dws SO: the, Input: [d]
1 2 2 115 1 1 esm SO: {the,d}, Input: []
1 2 2 115 1 2 epm SO: <the,d>, Input: []
1 2 2 115 1 3 epm SO: <d,the>, Input: []
1 2 2 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [[the,d]]
1 2 2 121 dws SO: the, Input: [d]
1 2 2 121 1 esm SO: {the,d}, Input: []
1 2 2 121 1 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 2 121 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 121 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 121 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 121 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 121 2 epm SO: <the,d>, Input: []
1 2 2 121 2 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 2 121 3 epm SO: <d,the>, Input: []
1 2 2 121 3 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 2 13ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [[the,d]]
1 2 2 131 dws SO: the, Input: [d]
1 2 2 131 1 esm SO: {the,d}, Input: []
1 2 2 131 1 1 uws SO: <{book,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 2 131 1 2 ism SO: {the,{the,d}}, Input: []
1 2 2 131 1 3 ism SO: {d,{the,d}}, Input: []
1 2 2 131 1 4 ipm SO: <{the,d},the>, Input: []
1 2 2 131 1 5 ipm SO: <{the,d},d>, Input: []
1 2 2 131 2 epm SO: <the,d>, Input: []
1 2 2 131 2 1 uws SO: <{book,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 2 131 3 epm SO: <d,the>, Input: []
1 2 2 131 3 1 uws SO: <{book,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 3 ism SO: {{book,n!case},{book,{book,n!case}}}, Input: [[the,d]]
1 2 3 1 dws SO: the, Input: [d]
1 2 3 1 1 esm SO: {the,d}, Input: []
1 2 3 1 1 1 uws SO: {{book,n!case},{book,{book,n!case}}}, Input: [{the,d}]
1 2 3 1 1 1 1 esm SO: {{{book,n!case},{book,{book,n!case}}},{the,d}}, Input: []
1 2 3 1 1 1 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 1 1 1 3 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 1 1 1 4 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 1 1 1 5 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 1 1 1 6 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 1 1 1 7 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 1 1 1 8 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 1 1 1 9 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 1 1 1 10epm SO: <{{book,n!case},{book,{book,n!case}}},{the,d}>, Input: []
1 2 3 1 1 1 11epm SO: <{the,d},{{book,n!case},{book,{book,n!case}}}>, Input: []
1 2 3 1 1 1 12ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 3 1 1 1 13ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 3 1 1 1 14ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 3 1 1 1 15ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 3 1 1 1 16ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 3 1 1 1 17ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 3 1 1 1 18ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 3 1 1 1 19ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 1 1 2 1 uws SO: {{book,n!case},{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 2 3 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 2 3 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 2 3 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 2 3 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 2 3 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 2 3 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 2 3 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 2 3 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 2 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 1 1 3 1 uws SO: {{book,n!case},{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 2 3 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 2 3 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 2 3 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 2 3 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 2 3 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 2 3 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 2 3 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 2 3 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 2 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 1 1 4 1 uws SO: {{book,n!case},{book,{book,n!case}}}, Input: [<{the,d},the>]
1 2 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 1 1 5 1 uws SO: {{book,n!case},{book,{book,n!case}}}, Input: [<{the,d},d>]
1 2 3 1 2 epm SO: <the,d>, Input: []
1 2 3 1 2 1 uws SO: {{book,n!case},{book,{book,n!case}}}, Input: [<the,d>]
1 2 3 1 2 1 1 esm SO: {{{book,n!case},{book,{book,n!case}}},<the,d>}, Input: []
1 2 3 1 2 1 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 1 2 1 3 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 1 2 1 4 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 1 2 1 5 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 1 2 1 6 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 1 2 1 7 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 1 2 1 8 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 1 2 1 9 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 1 2 1 10epm SO: <{{book,n!case},{book,{book,n!case}}},<the,d>>, Input: []
1 2 3 1 2 1 11epm SO: <<the,d>,{{book,n!case},{book,{book,n!case}}}>, Input: []
1 2 3 1 2 1 12ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 3 1 2 1 13ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 3 1 2 1 14ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 3 1 2 1 15ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 3 1 2 1 16ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 3 1 2 1 17ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 3 1 2 1 18ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 3 1 2 1 19ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 3 1 3 epm SO: <d,the>, Input: []
1 2 3 1 3 1 uws SO: {{book,n!case},{book,{book,n!case}}}, Input: [<d,the>]
1 2 3 1 3 1 1 esm SO: {{{book,n!case},{book,{book,n!case}}},<d,the>}, Input: []
1 2 3 1 3 1 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 1 3 1 3 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 1 3 1 4 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 1 3 1 5 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 1 3 1 6 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 1 3 1 7 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 1 3 1 8 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 1 3 1 9 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 1 3 1 10epm SO: <{{book,n!case},{book,{book,n!case}}},<d,the>>, Input: []
1 2 3 1 3 1 11epm SO: <<d,the>,{{book,n!case},{book,{book,n!case}}}>, Input: []
1 2 3 1 3 1 12ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 3 1 3 1 13ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 3 1 3 1 14ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 3 1 3 1 15ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 3 1 3 1 16ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 3 1 3 1 17ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 3 1 3 1 18ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 3 1 3 1 19ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 3 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [[the,d]]
1 2 3 2 1 dws SO: the, Input: [d]
1 2 3 2 1 1 esm SO: {the,d}, Input: []
1 2 3 2 1 1 1 uws SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 2 1 2 epm SO: <the,d>, Input: []
1 2 3 2 1 2 1 uws SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 2 1 3 epm SO: <d,the>, Input: []
1 2 3 2 1 3 1 uws SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 2 1 dws SO: the, Input: [d]
1 2 3 2 2 1 1 esm SO: {the,d}, Input: []
1 2 3 2 2 1 2 epm SO: <the,d>, Input: []
1 2 3 2 2 1 3 epm SO: <d,the>, Input: []
1 2 3 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 1 dws SO: the, Input: [d]
1 2 3 2 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 1 dws SO: the, Input: [d]
1 2 3 2 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 3 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 3 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 3 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 3 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 1 dws SO: the, Input: [d]
1 2 3 2 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 4 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 4 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 4 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 4 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 1 dws SO: the, Input: [d]
1 2 3 2 2 5 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 17ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 19ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 21ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 25ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 27ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 30ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 5 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 5 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 5 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 5 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 5 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 5 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 5 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 5 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 5 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 5 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 5 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 5 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 5 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 5 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 5 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 5 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 5 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 5 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 5 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 5 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 5 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 5 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 5 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 5 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 5 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 5 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 5 58ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 5 59ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 5 60ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 5 61ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 1 dws SO: the, Input: [d]
1 2 3 2 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 6 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 6 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 6 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 6 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 1 dws SO: the, Input: [d]
1 2 3 2 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 7 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 7 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 7 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 7 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 1 dws SO: the, Input: [d]
1 2 3 2 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 8 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 8 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 8 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 8 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 1 dws SO: the, Input: [d]
1 2 3 2 2 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 15ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 101 dws SO: the, Input: [d]
1 2 3 2 2 102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 109 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1017ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1018ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 1026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 1030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 1034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 1038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 111 dws SO: the, Input: [d]
1 2 3 2 2 112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 117 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1115ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1116ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 1122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 1126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 1130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 1134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 121 dws SO: the, Input: [d]
1 2 3 2 2 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 127 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1215ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 1234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 131 dws SO: the, Input: [d]
1 2 3 2 2 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1311ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1314ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1316ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1317ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1318ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 1325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 1330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 1334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 1338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 1342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 141 dws SO: the, Input: [d]
1 2 3 2 2 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 147 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1412ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1413ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1417ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1418ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1419ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 1434ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1435ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1436ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1437ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 151 dws SO: the, Input: [d]
1 2 3 2 2 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 159 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1518ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 1526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 1530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 1534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 1538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 161 dws SO: the, Input: [d]
1 2 3 2 2 162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 167 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1616ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 1622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 1626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 1630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 1634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 2 171 dws SO: the, Input: [d]
1 2 3 2 2 172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 177 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1716ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 2 1720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 2 1722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 1726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 1730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 1733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 1734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 1736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 2 1737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 18ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 181 dws SO: the, Input: [d]
1 2 3 2 2 182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 2 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 2 184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 2 185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 2 19ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 2 191 dws SO: the, Input: [d]
1 2 3 2 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 201 dws SO: the, Input: [d]
1 2 3 2 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 2 211 dws SO: the, Input: [d]
1 2 3 2 2 212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 215 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 2110ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 2111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 2112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 2113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 2 2114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 2115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 2 2116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 2 2117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 2118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 2119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 2 2120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 2 2121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 2122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 2 2123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 2124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 2 2125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 221 dws SO: the, Input: [d]
1 2 3 2 2 222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 2 223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 2 224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 2 225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 2 231 dws SO: the, Input: [d]
1 2 3 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 241 dws SO: the, Input: [d]
1 2 3 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 2 251 dws SO: the, Input: [d]
1 2 3 2 2 252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 2 253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 2 254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 2 255 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 2 256 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 2 257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 2 258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 2 259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 2 2510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 2511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 2 2512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 2 2513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 2514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 2 2515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 2516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 2 2517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 261 dws SO: the, Input: [d]
1 2 3 2 2 262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 2 263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 2 264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 2 265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 2 271 dws SO: the, Input: [d]
1 2 3 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 281 dws SO: the, Input: [d]
1 2 3 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 2 291 dws SO: the, Input: [d]
1 2 3 2 2 292 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 2 293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 2 294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 2 295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 2 296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 2 297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 2 299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 2 301 dws SO: the, Input: [d]
1 2 3 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 2 311 dws SO: the, Input: [d]
1 2 3 2 2 312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 2 313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 2 314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 2 315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 2 321 dws SO: the, Input: [d]
1 2 3 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 2 331 dws SO: the, Input: [d]
1 2 3 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 3 1 dws SO: the, Input: [d]
1 2 3 2 3 1 1 esm SO: {the,d}, Input: []
1 2 3 2 3 1 2 epm SO: <the,d>, Input: []
1 2 3 2 3 1 3 epm SO: <d,the>, Input: []
1 2 3 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 1 dws SO: the, Input: [d]
1 2 3 2 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 2 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 2 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 2 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 2 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 2 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 2 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 2 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 2 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 2 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 2 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 2 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 2 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 2 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 2 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 2 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 2 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 1 dws SO: the, Input: [d]
1 2 3 2 3 3 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 15ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 16ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 3 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 3 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 3 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 3 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 3 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 3 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 3 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 3 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 3 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 3 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 3 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 3 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 3 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 3 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 3 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 3 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 3 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 3 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 3 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 3 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 3 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 3 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 3 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 3 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 3 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 3 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 3 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 3 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 1 dws SO: the, Input: [d]
1 2 3 2 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 4 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 4 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 4 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 4 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 1 dws SO: the, Input: [d]
1 2 3 2 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 5 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 5 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 5 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 5 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 5 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 5 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 5 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 5 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 5 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 5 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 5 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 5 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 5 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 5 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 5 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 5 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 1 dws SO: the, Input: [d]
1 2 3 2 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 14ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 6 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 6 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 6 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 6 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 6 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 6 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 6 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 6 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 1 dws SO: the, Input: [d]
1 2 3 2 3 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 11ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 1 dws SO: the, Input: [d]
1 2 3 2 3 8 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 8 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 8 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 8 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 8 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 8 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 8 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 8 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 8 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 8 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 8 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 8 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 8 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 8 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 8 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 8 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 8 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 8 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 8 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 1 dws SO: the, Input: [d]
1 2 3 2 3 9 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 9 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 9 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 9 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 9 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 9 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 9 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 9 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 9 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 9 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 9 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 9 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 9 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 9 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 9 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 9 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 9 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 101 dws SO: the, Input: [d]
1 2 3 2 3 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 103 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1014ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 1020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 1022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 1026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 1030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 111 dws SO: the, Input: [d]
1 2 3 2 3 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 117 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1110ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1112ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1114ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1115ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1122ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 1123ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1124ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1125ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1126ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1127ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 1128ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1129ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 1130ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1131ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1132ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1133ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 1134ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1135ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1136ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1137ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 1138ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1139ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1140ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1141ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 121 dws SO: the, Input: [d]
1 2 3 2 3 122 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 123 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 124 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 127 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 128 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1210ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1211ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1212ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1214ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1215ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1216ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1217ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1218ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1219ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 1220ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1221ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 1222ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1223ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1224ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1225ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 1226ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1227ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1228ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1229ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 1230ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1231ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1232ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1233ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 13ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 131 dws SO: the, Input: [d]
1 2 3 2 3 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 135 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1316ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 1324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 1326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 1330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 1334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 141 dws SO: the, Input: [d]
1 2 3 2 3 142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 143 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1414ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 1420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 1422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 1426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 1430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 15ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 3 151 dws SO: the, Input: [d]
1 2 3 2 3 152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 153 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1514ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 3 1518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 3 1520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 1522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 1526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 1529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 1530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 3 1533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 16ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 3 161 dws SO: the, Input: [d]
1 2 3 2 3 17ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 3 171 dws SO: the, Input: [d]
1 2 3 2 3 172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 179 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 1710ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 1711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 1712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 1713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 3 1714ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1715ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 3 1716ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 3 1717ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 1718ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1719ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 3 1720ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 3 1721ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 1722ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 3 1723ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 1724ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 3 1725ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 181 dws SO: the, Input: [d]
1 2 3 2 3 182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 3 183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 3 184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 3 185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 3 191 dws SO: the, Input: [d]
1 2 3 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 201 dws SO: the, Input: [d]
1 2 3 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 3 211 dws SO: the, Input: [d]
1 2 3 2 3 212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 3 213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 3 214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 3 215 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 3 216 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 3 217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 3 218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 3 219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 3 2110ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 2111ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 3 2112ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 3 2113ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 2114ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 3 2115ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 2116ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 3 2117ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 221 dws SO: the, Input: [d]
1 2 3 2 3 222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 3 223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 3 224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 3 225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 3 231 dws SO: the, Input: [d]
1 2 3 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 241 dws SO: the, Input: [d]
1 2 3 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 3 251 dws SO: the, Input: [d]
1 2 3 2 3 252 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 3 253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 3 254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 3 255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 3 256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 3 257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 3 259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 3 261 dws SO: the, Input: [d]
1 2 3 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 3 271 dws SO: the, Input: [d]
1 2 3 2 3 272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 3 273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 3 274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 3 275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 3 281 dws SO: the, Input: [d]
1 2 3 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 3 291 dws SO: the, Input: [d]
1 2 3 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 4 1 dws SO: the, Input: [d]
1 2 3 2 4 1 1 esm SO: {the,d}, Input: []
1 2 3 2 4 1 2 epm SO: <the,d>, Input: []
1 2 3 2 4 1 3 epm SO: <d,the>, Input: []
1 2 3 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 1 dws SO: the, Input: [d]
1 2 3 2 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 2 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 2 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 2 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 2 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 1 dws SO: the, Input: [d]
1 2 3 2 4 3 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 3 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 3 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 3 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 3 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 3 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 3 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 3 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 3 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 3 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 3 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 3 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 3 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 3 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 3 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 3 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 3 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 3 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 3 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 3 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 3 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 3 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 3 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 3 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 3 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 3 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 3 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 3 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 3 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 1 dws SO: the, Input: [d]
1 2 3 2 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 4 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 4 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 4 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 4 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 1 dws SO: the, Input: [d]
1 2 3 2 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 5 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 5 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 5 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 5 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 5 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 5 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 5 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 5 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 1 dws SO: the, Input: [d]
1 2 3 2 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 6 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 6 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 6 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 6 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 1 dws SO: the, Input: [d]
1 2 3 2 4 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 1 dws SO: the, Input: [d]
1 2 3 2 4 8 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 8 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 8 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 8 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 8 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 8 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 8 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 8 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 8 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 8 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 8 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 8 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 8 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 8 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 8 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 8 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 8 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 8 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 8 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 1 dws SO: the, Input: [d]
1 2 3 2 4 9 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 9 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 9 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 9 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 9 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 9 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 9 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 9 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 9 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 9 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 9 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 9 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 9 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 9 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 9 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 9 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 9 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 101 dws SO: the, Input: [d]
1 2 3 2 4 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1013ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 1020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 1022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 1026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 1030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 111 dws SO: the, Input: [d]
1 2 3 2 4 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1110ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1112ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1114ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1115ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1116ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1122ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 1123ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1124ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1125ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1126ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1127ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 1128ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1129ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 1130ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1131ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1132ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1133ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 1134ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1135ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1136ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1137ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 1138ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1139ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1140ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1141ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 121 dws SO: the, Input: [d]
1 2 3 2 4 122 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 127 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1210ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1211ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1214ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1215ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1216ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1217ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1218ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1219ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 1220ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1221ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 1222ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1223ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1224ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1225ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 1226ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1227ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1228ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1229ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 1230ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1231ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1232ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1233ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 131 dws SO: the, Input: [d]
1 2 3 2 4 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1316ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 1324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 1326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 1330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 1334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 141 dws SO: the, Input: [d]
1 2 3 2 4 142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1414ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 1420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 1422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 1426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 1430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 15ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 4 151 dws SO: the, Input: [d]
1 2 3 2 4 152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1514ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 4 1518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 4 1520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 1522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 1526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 1529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 1530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 4 1533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 16ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 161 dws SO: the, Input: [d]
1 2 3 2 4 17ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 4 171 dws SO: the, Input: [d]
1 2 3 2 4 172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 179 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 1710ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 1711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 1712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 1713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 4 1714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 4 1716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 4 1717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 1718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 4 1720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 4 1721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 1722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 4 1723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 1724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 4 1725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 181 dws SO: the, Input: [d]
1 2 3 2 4 182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 4 183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 4 184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 4 185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 4 191 dws SO: the, Input: [d]
1 2 3 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 201 dws SO: the, Input: [d]
1 2 3 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 4 211 dws SO: the, Input: [d]
1 2 3 2 4 212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 4 213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 4 214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 4 215 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 4 216 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 4 217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 4 218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 4 219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 4 2110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 2111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 4 2112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 4 2113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 2114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 4 2115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 2116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 4 2117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 221 dws SO: the, Input: [d]
1 2 3 2 4 222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 4 223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 4 224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 4 225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 4 231 dws SO: the, Input: [d]
1 2 3 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 241 dws SO: the, Input: [d]
1 2 3 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 4 251 dws SO: the, Input: [d]
1 2 3 2 4 252 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 4 253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 4 254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 4 255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 4 256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 4 257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 4 259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 4 261 dws SO: the, Input: [d]
1 2 3 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 4 271 dws SO: the, Input: [d]
1 2 3 2 4 272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 4 273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 4 274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 4 275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 4 281 dws SO: the, Input: [d]
1 2 3 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 4 291 dws SO: the, Input: [d]
1 2 3 2 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 5 1 dws SO: the, Input: [d]
1 2 3 2 5 1 1 esm SO: {the,d}, Input: []
1 2 3 2 5 1 2 epm SO: <the,d>, Input: []
1 2 3 2 5 1 3 epm SO: <d,the>, Input: []
1 2 3 2 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 1 dws SO: the, Input: [d]
1 2 3 2 5 2 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 11ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 12ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 13ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 15ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 16ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 21ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 22ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 23ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 24ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 26ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 27ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 28ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 29ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 30ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 31ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 32ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 33ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 2 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 2 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 2 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 2 54ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2 55ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2 56ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2 57ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 2 58ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2 59ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2 60ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2 61ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2 62ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2 63ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2 64ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2 65ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 1 dws SO: the, Input: [d]
1 2 3 2 5 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 15ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 16ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 17ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 18ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 20ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 21ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 23ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 25ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 26ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 27ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 3 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 3 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 3 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 3 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 3 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 3 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 3 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 3 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 3 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 3 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 3 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 3 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 3 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 3 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 3 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 3 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 3 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 3 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 3 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 3 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 3 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 3 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 3 50ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 3 51ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 3 52ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 3 53ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 1 dws SO: the, Input: [d]
1 2 3 2 5 4 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 14ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 15ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 16ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 17ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 18ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 19ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 20ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 21ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 23ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 24ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 25ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 4 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 4 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 4 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 4 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 4 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 4 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 4 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 4 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 4 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 4 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 4 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 4 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 4 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 4 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 4 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 4 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 4 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 4 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 4 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 4 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 4 46ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 4 47ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 4 48ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 4 49ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 1 dws SO: the, Input: [d]
1 2 3 2 5 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 6 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 8 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 9 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 11ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 12ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 14ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 15ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 16ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 17ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 18ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 19ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 20ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 21ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 22ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 23ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 24ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 25ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 5 26ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 5 27ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 5 28ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 5 29ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 5 30ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 5 31ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 5 32ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 5 33ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 5 34ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 5 35ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 5 36ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 5 37ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 5 38ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 5 39ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 5 40ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 5 41ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 5 42ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 5 43ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 5 44ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 5 45ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 5 46ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 5 47ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 5 48ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 5 49ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 1 dws SO: the, Input: [d]
1 2 3 2 5 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 3 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 5 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 6 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 7 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 9 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 10ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 11ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 13ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 15ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 16ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 18ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 19ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 20ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 22ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 23ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 24ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 25ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 26ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 27ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 28ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 29ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 6 30ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 6 31ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 6 32ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 6 33ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 6 34ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 6 35ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 6 36ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 6 37ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 6 38ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 6 39ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 6 40ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 6 41ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 6 42ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 6 43ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 6 44ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 6 45ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 6 46ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 6 47ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 6 48ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 6 49ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 6 50ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 6 51ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 6 52ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 6 53ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 6 54ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 6 55ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 6 56ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 6 57ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 1 dws SO: the, Input: [d]
1 2 3 2 5 7 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 14ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 15ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 16ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 18ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 19ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 20ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 21ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 23ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 24ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 25ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 7 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 7 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 7 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 7 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 7 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 7 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 7 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 7 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 7 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 7 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 7 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 7 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 7 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 7 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 7 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 7 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 7 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 7 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 7 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 7 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 7 46ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 7 47ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 7 48ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 7 49ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 1 dws SO: the, Input: [d]
1 2 3 2 5 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 15ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 16ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 17ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 18ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 20ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 21ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 23ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 25ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 26ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 27ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 8 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 8 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 8 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 8 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 8 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 8 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 8 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 8 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 8 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 8 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 8 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 8 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 8 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 8 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 8 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 8 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 8 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 8 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 8 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 8 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 8 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 8 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 8 50ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 8 51ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 8 52ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 8 53ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 1 dws SO: the, Input: [d]
1 2 3 2 5 9 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 14ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 15ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 16ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 17ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 18ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 19ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 20ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 21ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 23ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 24ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 25ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 9 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 9 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 9 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 9 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 9 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 9 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 9 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 9 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 9 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 9 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 9 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 9 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 9 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 9 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 9 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 9 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 9 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 9 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 9 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 9 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 9 46ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 9 47ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 9 48ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 9 49ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 101 dws SO: the, Input: [d]
1 2 3 2 5 102 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 103 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 104 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 106 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 107 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 108 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 109 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1011ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1012ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1013ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1014ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1015ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1016ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1017ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1018ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1019ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1020ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1021ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1022ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1023ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1024ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1025ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1026ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1027ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 1028ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1029ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1030ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1031ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1032ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1033ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1034ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1035ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1036ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1037ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 1038ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1039ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1040ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1041ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1042ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1043ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1044ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1045ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1046ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1047ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1048ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1049ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 11ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 111 dws SO: the, Input: [d]
1 2 3 2 5 112 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 113 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 114 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 115 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 116 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 117 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 118 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 119 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1110ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1111ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1112ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1113ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1114ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1115ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1116ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1117ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1118ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1119ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1120ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1121ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1122ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1123ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1124ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1125ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1126ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1127ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1128ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1129ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1130ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1131ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1132ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1133ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1134ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1135ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1136ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1137ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1138ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 1139ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1140ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1141ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1142ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1143ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1144ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1145ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1146ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1147ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1148ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1149ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1150ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1151ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 1152ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1153ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1154ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1155ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1156ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1157ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1158ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1159ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1160ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1161ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 1162ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1163ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1164ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1165ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1166ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1167ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1168ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1169ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1170ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1171ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1172ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1173ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 121 dws SO: the, Input: [d]
1 2 3 2 5 122 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 123 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 124 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 125 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 126 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 127 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 128 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 129 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1210ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1211ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1212ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1213ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1214ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1215ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1216ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1217ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1218ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1219ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1220ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1221ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1222ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1223ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1224ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1225ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1226ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1227ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1228ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1229ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1230ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1231ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 1232ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1233ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1234ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1235ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1236ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1237ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1238ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1239ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1240ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1241ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 1242ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1243ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1244ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1245ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1246ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1247ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1248ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1249ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1250ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1251ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1252ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1253ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 131 dws SO: the, Input: [d]
1 2 3 2 5 132 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 133 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 134 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 135 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 136 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 137 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 138 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 139 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1310ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1311ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1312ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1313ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1314ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1315ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1316ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1317ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1318ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1319ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1320ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1321ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1322ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1323ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1324ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1325ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1326ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1327ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 1328ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1329ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1330ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1331ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1332ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1333ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1334ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1335ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1336ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1337ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 1338ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1339ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1340ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1341ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1342ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1343ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1344ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1345ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1346ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1347ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1348ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1349ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 141 dws SO: the, Input: [d]
1 2 3 2 5 142 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 143 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 144 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 145 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 146 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 147 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 148 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 149 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1410ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1411ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1412ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1413ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1414ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1415ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1416ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1417ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1418ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1419ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1420ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1421ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1422ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1423ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1424ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1425ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1426ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1427ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 1428ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1429ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1430ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1431ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1432ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1433ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1434ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1435ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1436ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1437ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 1438ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1439ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1440ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1441ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1442ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1443ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1444ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1445ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1446ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1447ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1448ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1449ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 151 dws SO: the, Input: [d]
1 2 3 2 5 152 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 153 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 154 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 155 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 156 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 157 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 158 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 159 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1510ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1511ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1512ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1513ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1514ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1515ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1516ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1517ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1518ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1519ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1520ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1521ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1522ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1523ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1524ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1525ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1526ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1527ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1528ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1529ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1530ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1531ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1532ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1533ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1534ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1535ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1536ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1537ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1538ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1539ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1540ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1541ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1542ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1543ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 1544ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1545ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1546ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1547ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1548ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1549ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1550ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1551ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1552ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1553ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 1554ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1555ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1556ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1557ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1558ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1559ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1560ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1561ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1562ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1563ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1564ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1565ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 161 dws SO: the, Input: [d]
1 2 3 2 5 162 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 163 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 164 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 165 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 166 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 167 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 168 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 169 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1610ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1611ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1612ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1613ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1614ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1615ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1616ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1617ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1618ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1619ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1620ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1621ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1622ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1623ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1624ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1625ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1626ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1627ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1628ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1629ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1630ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1631ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 1632ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1633ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1634ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1635ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1636ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1637ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1638ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1639ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1640ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1641ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 1642ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1643ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1644ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1645ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1646ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1647ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1648ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1649ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1650ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1651ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1652ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1653ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 171 dws SO: the, Input: [d]
1 2 3 2 5 172 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 173 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 174 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 175 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 176 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 177 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 178 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 179 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1710ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1711ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1712ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1713ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1714ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1715ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1716ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1717ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1718ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1719ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1720ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1721ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1722ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1723ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1724ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1725ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1726ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1727ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 1728ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1729ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1730ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1731ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1732ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1733ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1734ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1735ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1736ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1737ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 1738ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1739ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1740ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1741ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1742ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1743ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1744ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1745ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1746ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1747ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1748ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1749ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 181 dws SO: the, Input: [d]
1 2 3 2 5 182 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 183 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 184 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 185 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 186 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 187 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 188 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 189 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1810ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1811ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1812ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1813ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1814ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1815ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1816ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1817ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1818ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1819ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1820ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1821ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1822ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1823ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1824ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1825ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1826ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1827ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 1828ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1829ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1830ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1831ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1832ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1833ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1834ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1835ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1836ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1837ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 1838ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1839ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1840ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1841ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1842ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1843ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1844ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1845ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1846ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1847ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1848ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1849ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 191 dws SO: the, Input: [d]
1 2 3 2 5 192 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 193 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 194 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 195 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 196 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 197 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 198 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 199 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1910ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1911ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1912ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1913ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1914ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1915ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1916ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1917ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1918ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1919ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1920ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1921ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1922ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1923ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1924ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1925ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1926ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1927ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1928ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1929ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 1930ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1931ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1932ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1933ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1934ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1935ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 1936ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1937ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1938ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1939ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1940ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1941ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1942ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1943ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1944ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1945ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 1946ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1947ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1948ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1949ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 1950ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1951ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1952ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 1953ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 1954ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1955ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 1956ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 1957ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 201 dws SO: the, Input: [d]
1 2 3 2 5 202 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 203 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 204 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 205 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 206 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 207 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 208 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 209 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2010ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2011ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2012ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2013ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2014ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2015ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2016ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2017ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2018ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2019ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2020ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2021ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2022ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2023ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2024ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2025ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2026ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2027ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 2028ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 2029ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2030ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2031ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2032ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2033ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2034ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2035ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2036ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2037ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 2038ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2039ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2040ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2041ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 2042ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2043ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2044ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2045ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2046ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2047ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2048ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2049ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 211 dws SO: the, Input: [d]
1 2 3 2 5 212 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 213 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 214 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 215 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 216 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 217 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 218 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 219 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2110ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2111ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2112ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2113ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2114ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2115ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2116ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2117ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2118ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2119ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2120ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2121ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2122ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2123ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2124ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2125ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2126ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2127ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2128ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2129ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2130ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2131ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 2132ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 2133ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2134ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2135ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2136ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2137ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2138ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2139ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2140ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2141ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 2142ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2143ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2144ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2145ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 2146ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2147ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2148ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2149ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2150ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2151ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2152ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2153ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 221 dws SO: the, Input: [d]
1 2 3 2 5 222 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 223 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 224 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 225 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 226 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 227 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 228 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 229 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2210ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2211ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2212ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2213ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2214ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2215ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2216ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2217ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2218ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2219ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2220ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2221ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2222ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2223ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2224ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2225ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2226ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2227ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 2228ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 2229ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2230ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2231ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2232ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2233ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2234ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2235ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2236ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2237ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 2238ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2239ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2240ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2241ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 2242ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2243ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2244ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2245ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2246ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2247ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2248ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2249ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 5 231 dws SO: the, Input: [d]
1 2 3 2 5 232 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 233 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 234 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 235 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 236 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 237 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 238 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 239 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2310ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2311ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2312ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2313ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2314ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2315ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2316ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2317ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2318ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2319ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2320ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2321ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2322ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2323ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2324ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2325ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 5 2326ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2327ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 5 2328ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 2329ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2330ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2331ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2332ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2333ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2334ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2335ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2336ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2337ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 2338ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2339ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2340ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2341ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 2342ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2343ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2344ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 2345ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2346ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2347ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2348ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 5 2349ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 241 dws SO: the, Input: [d]
1 2 3 2 5 242 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 243 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 244 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 245 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 246 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 247 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 248 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 249 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 2410ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2411ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 5 2412ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 5 2413ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 2414ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 5 2415ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 2416ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 5 2417ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 251 dws SO: the, Input: [d]
1 2 3 2 5 252 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 5 253 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 5 254 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 5 255 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 5 261 dws SO: the, Input: [d]
1 2 3 2 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 271 dws SO: the, Input: [d]
1 2 3 2 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 281 dws SO: the, Input: [d]
1 2 3 2 5 282 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 5 283 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 5 284 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 5 285 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 5 286 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 5 287 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 288 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 5 289 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 5 291 dws SO: the, Input: [d]
1 2 3 2 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 301 dws SO: the, Input: [d]
1 2 3 2 5 302 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 5 303 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 5 304 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 5 305 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 5 311 dws SO: the, Input: [d]
1 2 3 2 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 321 dws SO: the, Input: [d]
1 2 3 2 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 5 331 dws SO: the, Input: [d]
1 2 3 2 5 332 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 333 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 334 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 335 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 336 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 337 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 338 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 339 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 3310ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 3311ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 3312ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 3313ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 5 3314ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 3315ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 5 3316ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 5 3317ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 3318ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 3319ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 5 3320ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 5 3321ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 3322ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 5 3323ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 3324ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 5 3325ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 341 dws SO: the, Input: [d]
1 2 3 2 5 342 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 5 343 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 5 344 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 5 345 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 5 351 dws SO: the, Input: [d]
1 2 3 2 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 361 dws SO: the, Input: [d]
1 2 3 2 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 5 371 dws SO: the, Input: [d]
1 2 3 2 5 372 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 373 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 374 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 375 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 376 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 377 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 378 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 379 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 5 3710ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 3711ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 5 3712ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 5 3713ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 3714ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 5 3715ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 3716ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 5 3717ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 381 dws SO: the, Input: [d]
1 2 3 2 5 382 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 5 383 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 5 384 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 5 385 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 5 391 dws SO: the, Input: [d]
1 2 3 2 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 401 dws SO: the, Input: [d]
1 2 3 2 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 5 411 dws SO: the, Input: [d]
1 2 3 2 5 412 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 5 413 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 5 414 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 5 415 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 5 416 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 5 417 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 418 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 5 419 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 5 421 dws SO: the, Input: [d]
1 2 3 2 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 5 431 dws SO: the, Input: [d]
1 2 3 2 5 432 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 5 433 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 5 434 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 5 435 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 5 441 dws SO: the, Input: [d]
1 2 3 2 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 5 451 dws SO: the, Input: [d]
1 2 3 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 6 1 dws SO: the, Input: [d]
1 2 3 2 6 1 1 esm SO: {the,d}, Input: []
1 2 3 2 6 1 2 epm SO: <the,d>, Input: []
1 2 3 2 6 1 3 epm SO: <d,the>, Input: []
1 2 3 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 1 dws SO: the, Input: [d]
1 2 3 2 6 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 1 dws SO: the, Input: [d]
1 2 3 2 6 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 3 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 3 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 3 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 3 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 1 dws SO: the, Input: [d]
1 2 3 2 6 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 4 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 4 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 4 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 4 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 1 dws SO: the, Input: [d]
1 2 3 2 6 5 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 17ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 19ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 21ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 25ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 27ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 30ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 5 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 5 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 5 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 5 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 5 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 5 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 5 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 5 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 5 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 5 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 5 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 5 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 5 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 5 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 5 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 5 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 5 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 5 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 5 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 5 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 5 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 5 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 5 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 5 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 5 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 5 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 5 58ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 5 59ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 5 60ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 5 61ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 1 dws SO: the, Input: [d]
1 2 3 2 6 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 6 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 6 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 6 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 6 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 1 dws SO: the, Input: [d]
1 2 3 2 6 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 7 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 7 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 7 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 7 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 1 dws SO: the, Input: [d]
1 2 3 2 6 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 8 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 8 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 8 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 8 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 1 dws SO: the, Input: [d]
1 2 3 2 6 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 15ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 101 dws SO: the, Input: [d]
1 2 3 2 6 102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 109 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1017ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1018ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 1026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 1030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 1034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 1038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 111 dws SO: the, Input: [d]
1 2 3 2 6 112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 117 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1115ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1116ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 1122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 1126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 1130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 1134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 121 dws SO: the, Input: [d]
1 2 3 2 6 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 127 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1215ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 1234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 131 dws SO: the, Input: [d]
1 2 3 2 6 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1311ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1314ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1316ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1317ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1318ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 1325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 1330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 1334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 1338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 1342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 141 dws SO: the, Input: [d]
1 2 3 2 6 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 147 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1412ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1413ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1417ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1418ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1419ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 1434ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1435ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1436ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1437ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 151 dws SO: the, Input: [d]
1 2 3 2 6 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 159 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1518ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 1526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 1530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 1534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 1538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 161 dws SO: the, Input: [d]
1 2 3 2 6 162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 167 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1616ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 1622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 1626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 1630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 1634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 17ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 6 171 dws SO: the, Input: [d]
1 2 3 2 6 172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 177 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1716ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 6 1720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 6 1722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 1726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 1730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 1733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 1734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 1736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 6 1737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 18ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 181 dws SO: the, Input: [d]
1 2 3 2 6 182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 6 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 6 184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 6 185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 6 19ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 6 191 dws SO: the, Input: [d]
1 2 3 2 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 201 dws SO: the, Input: [d]
1 2 3 2 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 6 211 dws SO: the, Input: [d]
1 2 3 2 6 212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 215 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 2110ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 2111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 2112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 2113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 6 2114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 2115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 6 2116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 6 2117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 2118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 2119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 6 2120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 6 2121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 2122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 6 2123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 2124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 6 2125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 221 dws SO: the, Input: [d]
1 2 3 2 6 222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 6 223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 6 224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 6 225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 6 231 dws SO: the, Input: [d]
1 2 3 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 241 dws SO: the, Input: [d]
1 2 3 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 6 251 dws SO: the, Input: [d]
1 2 3 2 6 252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 6 253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 6 254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 6 255 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 6 256 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 6 257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 6 258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 6 259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 6 2510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 2511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 6 2512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 6 2513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 2514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 6 2515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 2516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 6 2517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 261 dws SO: the, Input: [d]
1 2 3 2 6 262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 6 263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 6 264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 6 265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 6 271 dws SO: the, Input: [d]
1 2 3 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 281 dws SO: the, Input: [d]
1 2 3 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 6 291 dws SO: the, Input: [d]
1 2 3 2 6 292 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 6 293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 6 294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 6 295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 6 296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 6 297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 6 299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 6 301 dws SO: the, Input: [d]
1 2 3 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 6 311 dws SO: the, Input: [d]
1 2 3 2 6 312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 6 313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 6 314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 6 315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 6 321 dws SO: the, Input: [d]
1 2 3 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 6 331 dws SO: the, Input: [d]
1 2 3 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 7 1 dws SO: the, Input: [d]
1 2 3 2 7 1 1 esm SO: {the,d}, Input: []
1 2 3 2 7 1 2 epm SO: <the,d>, Input: []
1 2 3 2 7 1 3 epm SO: <d,the>, Input: []
1 2 3 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 1 dws SO: the, Input: [d]
1 2 3 2 7 2 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 2 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 2 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 2 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 2 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 2 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 2 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 2 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 2 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 2 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 2 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 2 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 2 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 2 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 2 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 2 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 2 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 1 dws SO: the, Input: [d]
1 2 3 2 7 3 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 15ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 16ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 3 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 3 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 3 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 3 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 3 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 3 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 3 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 3 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 3 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 3 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 3 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 3 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 3 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 3 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 3 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 3 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 3 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 3 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 3 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 3 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 3 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 3 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 3 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 3 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 3 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 3 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 3 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 3 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 1 dws SO: the, Input: [d]
1 2 3 2 7 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 4 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 4 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 4 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 4 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 1 dws SO: the, Input: [d]
1 2 3 2 7 5 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 5 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 5 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 5 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 5 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 5 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 5 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 5 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 5 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 5 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 5 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 5 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 5 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 5 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 5 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 5 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 5 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 1 dws SO: the, Input: [d]
1 2 3 2 7 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 14ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 6 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 6 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 6 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 6 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 6 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 6 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 6 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 6 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 6 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 6 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 6 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 6 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 6 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 6 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 6 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 6 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 1 dws SO: the, Input: [d]
1 2 3 2 7 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 11ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 1 dws SO: the, Input: [d]
1 2 3 2 7 8 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 8 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 8 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 8 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 8 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 8 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 8 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 8 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 8 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 8 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 8 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 8 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 8 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 8 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 8 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 8 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 8 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 8 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 8 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 1 dws SO: the, Input: [d]
1 2 3 2 7 9 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 9 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 9 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 9 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 9 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 9 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 9 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 9 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 9 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 9 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 9 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 9 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 9 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 9 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 9 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 9 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 9 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 101 dws SO: the, Input: [d]
1 2 3 2 7 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 103 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1014ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 1020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 1022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 1026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 1030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 111 dws SO: the, Input: [d]
1 2 3 2 7 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 117 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1110ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1112ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1114ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1115ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1122ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 1123ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1124ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1125ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1126ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1127ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 1128ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1129ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 1130ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1131ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1132ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1133ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 1134ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1135ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1136ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1137ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 1138ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1139ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1140ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1141ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 121 dws SO: the, Input: [d]
1 2 3 2 7 122 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 123 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 124 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 127 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 128 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1210ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1211ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1212ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1214ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1215ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1216ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1217ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1218ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1219ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 1220ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1221ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 1222ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1223ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1224ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1225ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 1226ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1227ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1228ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1229ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 1230ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1231ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1232ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1233ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 13ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 131 dws SO: the, Input: [d]
1 2 3 2 7 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 135 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1316ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 1324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 1326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 1330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 1334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 141 dws SO: the, Input: [d]
1 2 3 2 7 142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 143 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1414ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 1420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 1422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 1426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 1430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 15ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 7 151 dws SO: the, Input: [d]
1 2 3 2 7 152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 153 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1514ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 7 1518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 7 1520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 1522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 1526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 1529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 1530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 7 1533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 16ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 7 161 dws SO: the, Input: [d]
1 2 3 2 7 17ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 7 171 dws SO: the, Input: [d]
1 2 3 2 7 172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 179 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 1710ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 1711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 1712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 1713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 7 1714ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1715ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 7 1716ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 7 1717ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 1718ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1719ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 7 1720ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 7 1721ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 1722ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 7 1723ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 1724ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 7 1725ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 181 dws SO: the, Input: [d]
1 2 3 2 7 182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 7 183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 7 184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 7 185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 7 191 dws SO: the, Input: [d]
1 2 3 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 201 dws SO: the, Input: [d]
1 2 3 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 7 211 dws SO: the, Input: [d]
1 2 3 2 7 212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 7 213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 7 214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 7 215 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 7 216 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 7 217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 7 218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 7 219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 7 2110ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 2111ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 7 2112ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 7 2113ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 2114ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 7 2115ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 2116ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 7 2117ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 221 dws SO: the, Input: [d]
1 2 3 2 7 222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 7 223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 7 224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 7 225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 7 231 dws SO: the, Input: [d]
1 2 3 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 241 dws SO: the, Input: [d]
1 2 3 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 7 251 dws SO: the, Input: [d]
1 2 3 2 7 252 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 7 253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 7 254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 7 255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 7 256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 7 257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 7 259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 7 261 dws SO: the, Input: [d]
1 2 3 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 7 271 dws SO: the, Input: [d]
1 2 3 2 7 272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 7 273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 7 274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 7 275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 7 281 dws SO: the, Input: [d]
1 2 3 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 7 291 dws SO: the, Input: [d]
1 2 3 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 8 1 dws SO: the, Input: [d]
1 2 3 2 8 1 1 esm SO: {the,d}, Input: []
1 2 3 2 8 1 2 epm SO: <the,d>, Input: []
1 2 3 2 8 1 3 epm SO: <d,the>, Input: []
1 2 3 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 1 dws SO: the, Input: [d]
1 2 3 2 8 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 2 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 2 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 2 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 2 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 1 dws SO: the, Input: [d]
1 2 3 2 8 3 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 3 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 3 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 3 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 3 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 3 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 3 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 3 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 3 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 3 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 3 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 3 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 3 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 3 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 3 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 3 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 3 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 3 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 3 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 3 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 3 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 3 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 3 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 3 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 3 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 3 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 3 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 3 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 3 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 1 dws SO: the, Input: [d]
1 2 3 2 8 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 4 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 4 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 4 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 4 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 1 dws SO: the, Input: [d]
1 2 3 2 8 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 5 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 5 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 5 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 5 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 5 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 5 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 5 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 5 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 5 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 5 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 5 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 5 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 5 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 5 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 5 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 5 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 1 dws SO: the, Input: [d]
1 2 3 2 8 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 6 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 6 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 6 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 6 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 1 dws SO: the, Input: [d]
1 2 3 2 8 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 1 dws SO: the, Input: [d]
1 2 3 2 8 8 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 8 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 8 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 8 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 8 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 8 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 8 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 8 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 8 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 8 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 8 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 8 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 8 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 8 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 8 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 8 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 8 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 8 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 8 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 1 dws SO: the, Input: [d]
1 2 3 2 8 9 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 9 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 9 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 9 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 9 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 9 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 9 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 9 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 9 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 9 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 9 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 9 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 9 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 9 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 9 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 9 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 9 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 101 dws SO: the, Input: [d]
1 2 3 2 8 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1013ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 1020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 1022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 1026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 1030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 111 dws SO: the, Input: [d]
1 2 3 2 8 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1110ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1112ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1114ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1115ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1116ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1122ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 1123ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1124ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1125ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1126ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1127ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 1128ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1129ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 1130ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1131ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1132ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1133ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 1134ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1135ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1136ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1137ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 1138ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1139ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1140ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1141ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 121 dws SO: the, Input: [d]
1 2 3 2 8 122 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 127 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1210ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1211ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1214ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1215ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1216ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1217ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1218ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1219ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 1220ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1221ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 1222ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1223ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1224ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1225ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 1226ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1227ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1228ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1229ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 1230ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1231ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1232ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1233ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 131 dws SO: the, Input: [d]
1 2 3 2 8 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1316ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 1324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 1326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 1330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 1334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 141 dws SO: the, Input: [d]
1 2 3 2 8 142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1414ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 1420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 1422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 1426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 1430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 15ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 8 151 dws SO: the, Input: [d]
1 2 3 2 8 152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1514ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 8 1518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 8 1520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 1522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 1526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 1529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 1530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 8 1533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 16ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 161 dws SO: the, Input: [d]
1 2 3 2 8 17ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 8 171 dws SO: the, Input: [d]
1 2 3 2 8 172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 179 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 1710ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 1711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 1712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 1713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 8 1714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 8 1716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 8 1717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 1718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 8 1720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 8 1721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 1722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 8 1723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 1724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 8 1725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 181 dws SO: the, Input: [d]
1 2 3 2 8 182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 8 183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 8 184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 8 185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 8 191 dws SO: the, Input: [d]
1 2 3 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 201 dws SO: the, Input: [d]
1 2 3 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 8 211 dws SO: the, Input: [d]
1 2 3 2 8 212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 8 213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 8 214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 8 215 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 8 216 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 8 217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 8 218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 8 219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 8 2110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 2111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 8 2112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 8 2113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 2114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 8 2115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 2116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 8 2117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 221 dws SO: the, Input: [d]
1 2 3 2 8 222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 8 223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 8 224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 8 225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 8 231 dws SO: the, Input: [d]
1 2 3 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 241 dws SO: the, Input: [d]
1 2 3 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 8 251 dws SO: the, Input: [d]
1 2 3 2 8 252 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 8 253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 8 254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 8 255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 8 256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 8 257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 8 259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 8 261 dws SO: the, Input: [d]
1 2 3 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 8 271 dws SO: the, Input: [d]
1 2 3 2 8 272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 8 273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 8 274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 8 275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 8 281 dws SO: the, Input: [d]
1 2 3 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 8 291 dws SO: the, Input: [d]
1 2 3 2 9 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 9 1 dws SO: the, Input: [d]
1 2 3 2 9 1 1 esm SO: {the,d}, Input: []
1 2 3 2 9 1 2 epm SO: <the,d>, Input: []
1 2 3 2 9 1 3 epm SO: <d,the>, Input: []
1 2 3 2 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 1 dws SO: the, Input: [d]
1 2 3 2 9 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 18ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 19ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 20ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 2 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 2 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 2 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 2 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 1 dws SO: the, Input: [d]
1 2 3 2 9 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 14ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 15ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 20ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 3 38ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 3 39ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 3 40ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 3 41ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 1 dws SO: the, Input: [d]
1 2 3 2 9 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 11ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 16ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 17ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 18ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 23ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 4 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 4 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 4 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 4 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 1 dws SO: the, Input: [d]
1 2 3 2 9 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 14ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 15ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 20ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 5 38ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 5 39ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 5 40ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 5 41ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 1 dws SO: the, Input: [d]
1 2 3 2 9 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 10ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 13ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 14ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 15ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 16ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 17ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 19ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 20ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 21ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 6 38ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 6 39ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 6 40ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 6 41ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 1 dws SO: the, Input: [d]
1 2 3 2 9 7 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 15ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 16ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 17ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 21ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 26ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 27ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 28ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 29ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 30ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 31ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 32ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 33ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 7 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 7 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 7 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 7 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 7 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 7 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 7 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 7 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 7 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 7 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 7 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 7 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 7 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 7 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 7 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 7 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 7 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 7 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 7 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 7 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 7 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 7 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 7 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 7 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 7 58ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 7 59ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 7 60ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 7 61ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 7 62ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 7 63ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 7 64ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 7 65ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 1 dws SO: the, Input: [d]
1 2 3 2 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 11ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 16ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 17ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 18ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 23ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 8 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 8 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 8 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 8 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 8 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 8 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 8 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 8 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 8 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 8 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 8 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 8 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 8 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 8 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 8 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 8 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 8 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 8 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 8 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 8 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 8 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 8 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 1 dws SO: the, Input: [d]
1 2 3 2 9 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 14ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 15ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 20ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 9 38ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 9 39ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 9 40ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 9 41ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 101 dws SO: the, Input: [d]
1 2 3 2 9 102 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 103 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 104 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 105 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 106 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 107 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 108 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 109 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1010ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1011ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1012ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1014ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1015ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1016ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1017ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1018ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1019ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1020ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1021ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1022ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1023ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 1024ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1025ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1026ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1027ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1028ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1029ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 1030ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1031ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1032ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1033ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 1034ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1035ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1036ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1037ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1038ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1039ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1040ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1041ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 111 dws SO: the, Input: [d]
1 2 3 2 9 112 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 113 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 114 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 115 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 116 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 117 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 118 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 119 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1110ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1111ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1112ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1113ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1114ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1115ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1116ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1117ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1118ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1119ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1120ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1121ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1122ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1123ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1124ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1125ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1126ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1127ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1128ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1129ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1130ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 1131ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1132ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1133ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1134ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1135ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1136ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1137ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1138ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1139ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 1140ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1141ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1142ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1143ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1144ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1145ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 1146ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1147ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1148ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1149ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 1150ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1151ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1152ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1153ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1154ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1155ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1156ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1157ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 121 dws SO: the, Input: [d]
1 2 3 2 9 122 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 123 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 124 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 125 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 126 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 127 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 128 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 129 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1210ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1211ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1212ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1213ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1214ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1215ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1216ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1217ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1218ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1219ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1220ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1221ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1222ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1223ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1224ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1225ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1226ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1227ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 1228ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1229ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1230ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1231ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1232ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1233ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 1234ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1235ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1236ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1237ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 1238ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1239ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1240ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1241ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1242ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1243ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1244ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1245ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 13ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 131 dws SO: the, Input: [d]
1 2 3 2 9 132 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 133 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 134 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 135 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 136 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 137 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 138 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 139 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1310ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1311ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1312ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1313ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1314ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1315ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1316ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1317ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1318ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1319ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1320ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1321ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1322ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1323ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 1324ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1325ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1326ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1327ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1328ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1329ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 1330ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1331ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1332ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1333ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 1334ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1335ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1336ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1337ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1338ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1339ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1340ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1341ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 14ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 141 dws SO: the, Input: [d]
1 2 3 2 9 142 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 143 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 144 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 145 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 146 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 147 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 148 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 149 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1410ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1411ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1412ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1413ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1414ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1415ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1416ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1417ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1418ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1419ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1420ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1421ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1422ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1423ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 1424ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1425ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1426ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1427ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1428ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1429ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 1430ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1431ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1432ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1433ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 1434ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1435ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1436ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1437ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1438ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1439ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1440ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1441ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 151 dws SO: the, Input: [d]
1 2 3 2 9 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 153 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 155 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 156 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 157 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 158 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 159 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1510ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1511ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1512ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1513ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1514ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1515ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1516ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1517ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1518ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1519ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1520ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1522ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1524ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1525ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1526ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1527ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1528ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1529ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1530ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1531ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 1532ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1533ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1534ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1535ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1536ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1537ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 1538ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1539ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1540ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1541ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 1542ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1543ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1544ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1545ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1546ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1547ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1548ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1549ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 161 dws SO: the, Input: [d]
1 2 3 2 9 162 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 163 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 165 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 167 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 168 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 169 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1610ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1611ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1612ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1613ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1614ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1615ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1616ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1617ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1618ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1619ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1620ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1621ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1622ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1623ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 1624ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1625ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1626ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1627ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1628ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1629ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 1630ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1631ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1632ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1633ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 1634ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1635ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1636ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1637ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1638ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1639ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1640ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1641ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 171 dws SO: the, Input: [d]
1 2 3 2 9 172 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 173 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 174 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 175 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 176 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 177 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 178 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 179 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1710ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1711ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1712ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1713ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1714ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1715ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1716ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1717ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1718ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1720ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1721ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1722ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1723ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1724ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1725ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1726ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1727ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 1728ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1729ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1730ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1731ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1732ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1733ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 1734ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1735ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1736ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1737ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 1738ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1739ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1740ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1741ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1742ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1743ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1744ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1745ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 181 dws SO: the, Input: [d]
1 2 3 2 9 182 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 183 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 184 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 185 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 186 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 187 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 188 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 189 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1810ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1811ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1812ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1813ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1814ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1815ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1816ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1817ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1818ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1819ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1820ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1821ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1822ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1823ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 1824ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1825ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1826ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1827ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1828ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1829ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 1830ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1831ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1832ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1833ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 1834ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1835ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1836ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1837ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1838ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1839ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1840ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1841ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 9 191 dws SO: the, Input: [d]
1 2 3 2 9 192 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 193 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 194 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 195 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 196 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 197 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 198 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 199 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1910ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1911ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1912ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1913ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1914ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1915ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1916ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1917ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1918ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1919ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1920ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1921ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 9 1922ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1923ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 9 1924ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1925ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1926ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1927ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1928ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1929ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 1930ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1931ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1932ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1933ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 1934ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1935ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1936ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 1937ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 1938ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1939ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 1940ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 9 1941ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 201 dws SO: the, Input: [d]
1 2 3 2 9 202 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 9 203 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 9 204 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 9 205 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 9 206 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 9 207 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 208 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 9 209 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 9 211 dws SO: the, Input: [d]
1 2 3 2 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 221 dws SO: the, Input: [d]
1 2 3 2 9 222 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 9 223 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 9 224 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 9 225 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 9 231 dws SO: the, Input: [d]
1 2 3 2 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 241 dws SO: the, Input: [d]
1 2 3 2 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 9 251 dws SO: the, Input: [d]
1 2 3 2 9 252 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 253 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 254 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 255 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 256 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 257 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 258 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 259 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 2510ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 2511ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 2512ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 2513ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 9 2514ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 2515ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 9 2516ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 9 2517ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 2518ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 2519ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 9 2520ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 9 2521ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 2522ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 9 2523ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 2524ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 9 2525ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 261 dws SO: the, Input: [d]
1 2 3 2 9 262 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 9 263 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 9 264 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 9 265 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 9 271 dws SO: the, Input: [d]
1 2 3 2 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 281 dws SO: the, Input: [d]
1 2 3 2 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 9 291 dws SO: the, Input: [d]
1 2 3 2 9 292 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 9 293 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 9 294 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 9 295 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 9 296 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 9 297 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 9 298 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 9 299 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 9 2910ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 2911ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 9 2912ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 9 2913ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 2914ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 9 2915ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 2916ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 9 2917ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 301 dws SO: the, Input: [d]
1 2 3 2 9 302 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 9 303 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 9 304 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 9 305 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 9 311 dws SO: the, Input: [d]
1 2 3 2 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 321 dws SO: the, Input: [d]
1 2 3 2 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 9 331 dws SO: the, Input: [d]
1 2 3 2 9 332 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 9 333 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 9 334 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 9 335 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 9 336 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 9 337 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 338 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 9 339 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 9 341 dws SO: the, Input: [d]
1 2 3 2 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 9 351 dws SO: the, Input: [d]
1 2 3 2 9 352 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 9 353 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 9 354 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 9 355 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 9 361 dws SO: the, Input: [d]
1 2 3 2 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 9 371 dws SO: the, Input: [d]
1 2 3 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 101 dws SO: the, Input: [d]
1 2 3 2 101 1 esm SO: {the,d}, Input: []
1 2 3 2 101 2 epm SO: <the,d>, Input: []
1 2 3 2 101 3 epm SO: <d,the>, Input: []
1 2 3 2 102 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 102 1 dws SO: the, Input: [d]
1 2 3 2 102 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 102 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 102 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 102 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 102 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 102 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 102 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 102 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 102 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 102 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 102 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 102 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 102 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 102 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 102 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 102 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 102 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 103 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 103 1 dws SO: the, Input: [d]
1 2 3 2 103 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 15ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 16ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 103 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 103 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 103 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 103 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 103 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 103 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 103 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 103 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 103 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 103 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 103 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 103 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 103 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 103 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 103 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 103 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 103 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 103 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 103 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 103 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 103 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 103 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 103 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 103 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 103 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 103 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 103 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 103 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 104 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 104 1 dws SO: the, Input: [d]
1 2 3 2 104 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 104 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 104 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 104 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 104 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 104 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 104 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 104 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 104 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 104 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 104 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 104 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 104 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 104 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 104 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 104 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 104 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 104 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 104 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 105 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 105 1 dws SO: the, Input: [d]
1 2 3 2 105 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 105 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 105 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 105 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 105 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 105 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 105 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 105 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 105 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 105 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 105 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 105 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 105 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 105 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 105 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 105 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 105 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 106 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 106 1 dws SO: the, Input: [d]
1 2 3 2 106 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 14ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 106 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 106 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 106 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 106 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 106 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 106 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 106 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 106 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 106 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 106 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 106 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 106 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 106 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 106 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 106 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 106 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 107 1 dws SO: the, Input: [d]
1 2 3 2 107 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 11ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 107 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 107 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 107 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 107 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 107 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 107 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 107 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 107 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 107 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 107 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 107 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 107 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 107 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 107 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 107 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 107 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 107 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 107 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 107 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 107 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 107 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 107 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 107 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 107 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 108 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 108 1 dws SO: the, Input: [d]
1 2 3 2 108 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 108 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 108 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 108 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 108 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 108 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 108 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 108 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 108 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 108 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 108 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 108 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 108 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 108 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 108 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 108 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 108 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 108 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 108 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 109 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 109 1 dws SO: the, Input: [d]
1 2 3 2 109 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 109 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 109 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 109 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 109 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 109 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 109 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 109 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 109 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 109 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 109 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 109 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 109 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 109 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 109 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 109 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 109 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1010ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 10101 dws SO: the, Input: [d]
1 2 3 2 10102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10103 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101014ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 101020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 101022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 101026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 101030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 10111 dws SO: the, Input: [d]
1 2 3 2 10112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10113 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10115 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10117 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10118 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101110ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101111ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101112ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101114ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101115ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101118ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101120ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101122ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 101123ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101124ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101125ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101126ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101127ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 101128ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101129ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 101130ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101131ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101132ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101133ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 101134ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101135ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101136ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101137ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 101138ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101139ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101140ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101141ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1012ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 10121 dws SO: the, Input: [d]
1 2 3 2 10122 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10123 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10124 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10127 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10128 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101210ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101211ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101212ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101213ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101214ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101215ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101216ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101217ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101218ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101219ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 101220ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101221ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 101222ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101223ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101224ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101225ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 101226ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101227ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101228ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101229ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 101230ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101231ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101232ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101233ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1013ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 10131 dws SO: the, Input: [d]
1 2 3 2 10132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10135 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101316ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 101324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 101326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 101330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 101334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1014ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 10141 dws SO: the, Input: [d]
1 2 3 2 10142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10143 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101413ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101414ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 101420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 101422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 101426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 101430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1015ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 10151 dws SO: the, Input: [d]
1 2 3 2 10152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10153 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 10159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101514ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 101518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 101520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 101522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 101526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 101529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 101530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 101532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 101533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1016ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 10161 dws SO: the, Input: [d]
1 2 3 2 1017ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 10171 dws SO: the, Input: [d]
1 2 3 2 10172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 10173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 10174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 10175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 10176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 10177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 10178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 10179 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 101710ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 101711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 101712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 101713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 101714ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 101715ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 101716ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 101717ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 101718ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 101719ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 101720ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 101721ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 101722ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 101723ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 101724ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 101725ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 1018ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 10181 dws SO: the, Input: [d]
1 2 3 2 10182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 10183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 10184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 10185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1019ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 10191 dws SO: the, Input: [d]
1 2 3 2 1020ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 10201 dws SO: the, Input: [d]
1 2 3 2 1021ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 10211 dws SO: the, Input: [d]
1 2 3 2 10212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 10213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 10214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 10215 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 10216 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 10217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 10218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 10219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 102110ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 102111ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 102112ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 102113ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 102114ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 102115ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 102116ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 102117ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 1022ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 10221 dws SO: the, Input: [d]
1 2 3 2 10222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 10223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 10224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 10225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1023ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 10231 dws SO: the, Input: [d]
1 2 3 2 1024ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 10241 dws SO: the, Input: [d]
1 2 3 2 1025ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 10251 dws SO: the, Input: [d]
1 2 3 2 10252 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 10253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 10254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 10255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 10256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 10257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 10258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 10259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 1026ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 10261 dws SO: the, Input: [d]
1 2 3 2 1027ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 10271 dws SO: the, Input: [d]
1 2 3 2 10272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 10273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 10274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 10275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1028ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 10281 dws SO: the, Input: [d]
1 2 3 2 1029ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 10291 dws SO: the, Input: [d]
1 2 3 2 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 111 dws SO: the, Input: [d]
1 2 3 2 111 1 esm SO: {the,d}, Input: []
1 2 3 2 111 2 epm SO: <the,d>, Input: []
1 2 3 2 111 3 epm SO: <d,the>, Input: []
1 2 3 2 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 112 1 dws SO: the, Input: [d]
1 2 3 2 112 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 112 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 112 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 112 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 112 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 112 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 112 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 112 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 112 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 112 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 112 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 112 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 112 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 112 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 112 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 112 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 112 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 112 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 112 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 112 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 112 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 113 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 113 1 dws SO: the, Input: [d]
1 2 3 2 113 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 113 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 113 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 113 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 113 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 113 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 113 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 113 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 113 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 113 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 113 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 113 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 113 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 113 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 113 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 113 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 113 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 113 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 113 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 114 1 dws SO: the, Input: [d]
1 2 3 2 114 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 114 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 114 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 114 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 114 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 114 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 114 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 114 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 114 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 114 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 114 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 114 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 114 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 114 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 114 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 114 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 114 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 114 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 114 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 115 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 115 1 dws SO: the, Input: [d]
1 2 3 2 115 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 17ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 19ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 21ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 25ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 27ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 30ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 115 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 115 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 115 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 115 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 115 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 115 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 115 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 115 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 115 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 115 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 115 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 115 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 115 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 115 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 115 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 115 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 115 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 115 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 115 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 115 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 115 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 115 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 115 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 115 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 115 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 115 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 115 58ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 115 59ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 115 60ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 115 61ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 116 1 dws SO: the, Input: [d]
1 2 3 2 116 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 116 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 116 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 116 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 116 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 116 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 116 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 116 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 116 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 116 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 116 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 116 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 116 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 116 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 116 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 116 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 116 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 116 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 116 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 116 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 116 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 117 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 117 1 dws SO: the, Input: [d]
1 2 3 2 117 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 117 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 117 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 117 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 117 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 117 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 117 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 117 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 117 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 117 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 117 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 117 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 117 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 117 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 117 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 117 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 117 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 117 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 117 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 118 1 dws SO: the, Input: [d]
1 2 3 2 118 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 118 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 118 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 118 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 118 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 118 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 118 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 118 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 118 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 118 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 118 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 118 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 118 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 118 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 118 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 118 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 118 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 118 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 118 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 119 1 dws SO: the, Input: [d]
1 2 3 2 119 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 15ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 119 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 119 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 119 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 119 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 119 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 119 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 119 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 119 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 119 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 119 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 119 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 119 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 119 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 119 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 119 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 119 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 119 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 119 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 119 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 119 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 119 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 119 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 119 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 119 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 119 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 119 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1110ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 11101 dws SO: the, Input: [d]
1 2 3 2 11102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11109 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111017ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111018ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 111026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 111030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 111034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 111038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1111ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 11111 dws SO: the, Input: [d]
1 2 3 2 11112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11117 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111115ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111116ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 111122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 111126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 111130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 111134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 11121 dws SO: the, Input: [d]
1 2 3 2 11122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11127 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111215ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 111222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 111226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 111230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 111234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 11131 dws SO: the, Input: [d]
1 2 3 2 11132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111311ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111314ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111316ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111317ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111318ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 111325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 111330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 111334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 111338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 111342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1114ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 11141 dws SO: the, Input: [d]
1 2 3 2 11142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11147 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111412ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111413ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111416ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111417ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111418ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111419ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111420ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111421ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 111422ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111423ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111424ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111425ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 111426ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111427ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111428ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111429ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 111430ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111431ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111432ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111433ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 111434ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111435ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111436ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111437ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 11151 dws SO: the, Input: [d]
1 2 3 2 11152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11159 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111518ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 111526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 111530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 111534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 111538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1116ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 11161 dws SO: the, Input: [d]
1 2 3 2 11162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11167 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111616ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 111622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 111626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 111630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 111634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 11171 dws SO: the, Input: [d]
1 2 3 2 11172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11177 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 11179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111716ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 111720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 111722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 111726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 111730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 111733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 111734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 111736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 111737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1118ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 11181 dws SO: the, Input: [d]
1 2 3 2 11182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 11183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 11184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 11185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1119ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 11191 dws SO: the, Input: [d]
1 2 3 2 1120ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 11201 dws SO: the, Input: [d]
1 2 3 2 1121ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 11211 dws SO: the, Input: [d]
1 2 3 2 11212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 11213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 11214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 11215 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 11216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 11217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 11218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 11219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 112110ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 112111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 112112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 112113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 112114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 112115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 112116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 112117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 112118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 112119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 112120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 112121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 112122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 112123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 112124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 112125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 1122ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 11221 dws SO: the, Input: [d]
1 2 3 2 11222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 11223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 11224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 11225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1123ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 11231 dws SO: the, Input: [d]
1 2 3 2 1124ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 11241 dws SO: the, Input: [d]
1 2 3 2 1125ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 11251 dws SO: the, Input: [d]
1 2 3 2 11252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 11253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 11254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 11255 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 11256 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 11257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 11258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 11259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 112510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 112511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 112512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 112513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 112514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 112515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 112516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 112517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 1126ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 11261 dws SO: the, Input: [d]
1 2 3 2 11262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 11263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 11264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 11265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1127ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 11271 dws SO: the, Input: [d]
1 2 3 2 1128ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 11281 dws SO: the, Input: [d]
1 2 3 2 1129ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 11291 dws SO: the, Input: [d]
1 2 3 2 11292 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 11293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 11294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 11295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 11296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 11297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 11298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 11299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 1130ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 11301 dws SO: the, Input: [d]
1 2 3 2 1131ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 11311 dws SO: the, Input: [d]
1 2 3 2 11312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 11313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 11314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 11315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1132ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 11321 dws SO: the, Input: [d]
1 2 3 2 1133ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 11331 dws SO: the, Input: [d]
1 2 3 2 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 121 dws SO: the, Input: [d]
1 2 3 2 121 1 esm SO: {the,d}, Input: []
1 2 3 2 121 2 epm SO: <the,d>, Input: []
1 2 3 2 121 3 epm SO: <d,the>, Input: []
1 2 3 2 122 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 122 1 dws SO: the, Input: [d]
1 2 3 2 122 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 122 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 122 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 122 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 122 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 122 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 122 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 122 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 122 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 122 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 122 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 122 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 122 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 122 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 122 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 122 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 122 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 123 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 123 1 dws SO: the, Input: [d]
1 2 3 2 123 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 15ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 16ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 123 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 123 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 123 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 123 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 123 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 123 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 123 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 123 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 123 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 123 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 123 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 123 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 123 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 123 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 123 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 123 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 123 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 123 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 123 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 123 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 123 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 123 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 123 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 123 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 123 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 123 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 123 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 123 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 124 1 dws SO: the, Input: [d]
1 2 3 2 124 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 124 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 124 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 124 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 124 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 124 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 124 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 124 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 124 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 124 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 124 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 124 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 124 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 124 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 124 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 124 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 124 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 124 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 124 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 125 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 125 1 dws SO: the, Input: [d]
1 2 3 2 125 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 125 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 125 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 125 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 125 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 125 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 125 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 125 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 125 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 125 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 125 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 125 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 125 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 125 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 125 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 125 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 125 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 126 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 126 1 dws SO: the, Input: [d]
1 2 3 2 126 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 14ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 126 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 126 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 126 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 126 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 126 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 126 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 126 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 126 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 126 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 126 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 126 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 126 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 126 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 126 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 126 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 126 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 127 1 dws SO: the, Input: [d]
1 2 3 2 127 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 11ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 127 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 127 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 127 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 127 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 127 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 127 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 127 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 127 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 127 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 127 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 127 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 127 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 127 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 127 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 127 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 127 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 127 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 127 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 127 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 127 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 127 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 127 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 127 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 127 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 128 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 128 1 dws SO: the, Input: [d]
1 2 3 2 128 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 128 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 128 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 128 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 128 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 128 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 128 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 128 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 128 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 128 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 128 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 128 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 128 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 128 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 128 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 128 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 128 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 128 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 128 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 129 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 129 1 dws SO: the, Input: [d]
1 2 3 2 129 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 129 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 129 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 129 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 129 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 129 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 129 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 129 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 129 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 129 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 129 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 129 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 129 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 129 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 129 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 129 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 129 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1210ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 12101 dws SO: the, Input: [d]
1 2 3 2 12102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12103 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121014ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 121020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 121022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 121026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 121030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 12111 dws SO: the, Input: [d]
1 2 3 2 12112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12113 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12115 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12117 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12118 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121110ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121111ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121112ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121114ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121115ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121118ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121120ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121122ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 121123ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121124ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121125ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121126ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121127ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 121128ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121129ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 121130ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121131ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121132ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121133ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 121134ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121135ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121136ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121137ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 121138ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121139ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121140ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121141ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1212ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 12121 dws SO: the, Input: [d]
1 2 3 2 12122 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12123 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12124 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12127 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12128 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121210ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121211ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121212ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121213ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121214ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121215ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121216ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121217ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121218ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121219ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 121220ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121221ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 121222ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121223ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121224ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121225ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 121226ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121227ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121228ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121229ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 121230ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121231ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121232ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121233ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1213ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 12131 dws SO: the, Input: [d]
1 2 3 2 12132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12135 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121316ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 121324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 121326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 121330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 121334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1214ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 12141 dws SO: the, Input: [d]
1 2 3 2 12142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12143 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121413ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121414ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 121420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 121422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 121426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 121430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1215ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 12151 dws SO: the, Input: [d]
1 2 3 2 12152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12153 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 12159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121514ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 121518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 121520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 121522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 121526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 121529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 121530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 121532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 121533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1216ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 12161 dws SO: the, Input: [d]
1 2 3 2 1217ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 12171 dws SO: the, Input: [d]
1 2 3 2 12172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 12173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 12174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 12175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 12176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 12177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 12178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 12179 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 121710ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 121711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 121712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 121713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 121714ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 121715ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 121716ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 121717ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 121718ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 121719ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 121720ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 121721ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 121722ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 121723ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 121724ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 121725ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 1218ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 12181 dws SO: the, Input: [d]
1 2 3 2 12182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 12183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 12184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 12185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1219ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 12191 dws SO: the, Input: [d]
1 2 3 2 1220ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 12201 dws SO: the, Input: [d]
1 2 3 2 1221ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 12211 dws SO: the, Input: [d]
1 2 3 2 12212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 12213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 12214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 12215 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 12216 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 12217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 12218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 12219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 122110ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 122111ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 122112ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 122113ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 122114ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 122115ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 122116ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 122117ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 1222ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 12221 dws SO: the, Input: [d]
1 2 3 2 12222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 12223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 12224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 12225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1223ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 12231 dws SO: the, Input: [d]
1 2 3 2 1224ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 12241 dws SO: the, Input: [d]
1 2 3 2 1225ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 12251 dws SO: the, Input: [d]
1 2 3 2 12252 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 12253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 12254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 12255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 12256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 12257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 12258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 12259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 1226ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 12261 dws SO: the, Input: [d]
1 2 3 2 1227ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 12271 dws SO: the, Input: [d]
1 2 3 2 12272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 12273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 12274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 12275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1228ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 12281 dws SO: the, Input: [d]
1 2 3 2 1229ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 12291 dws SO: the, Input: [d]
1 2 3 2 13ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 2 131 dws SO: the, Input: [d]
1 2 3 2 131 1 esm SO: {the,d}, Input: []
1 2 3 2 131 2 epm SO: <the,d>, Input: []
1 2 3 2 131 3 epm SO: <d,the>, Input: []
1 2 3 2 132 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 132 1 dws SO: the, Input: [d]
1 2 3 2 132 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 132 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 132 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 132 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 132 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 132 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 132 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 132 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 132 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 132 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 132 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 132 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 132 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 132 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 132 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 132 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 132 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 133 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 133 1 dws SO: the, Input: [d]
1 2 3 2 133 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 133 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 133 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 133 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 133 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 133 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 133 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 133 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 133 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 133 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 133 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 133 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 133 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 133 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 133 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 133 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 133 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 133 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 133 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 133 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 133 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 133 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 133 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 133 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 133 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 133 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 133 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 133 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 133 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 134 1 dws SO: the, Input: [d]
1 2 3 2 134 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 134 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 134 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 134 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 134 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 134 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 134 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 134 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 134 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 134 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 134 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 134 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 134 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 134 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 134 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 134 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 134 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 134 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 134 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 135 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 135 1 dws SO: the, Input: [d]
1 2 3 2 135 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 135 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 135 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 135 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 135 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 135 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 135 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 135 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 135 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 135 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 135 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 135 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 135 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 135 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 135 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 135 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 135 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 136 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 136 1 dws SO: the, Input: [d]
1 2 3 2 136 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 136 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 136 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 136 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 136 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 136 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 136 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 136 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 136 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 136 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 136 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 136 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 136 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 136 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 136 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 136 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 136 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 137 1 dws SO: the, Input: [d]
1 2 3 2 137 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 137 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 137 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 137 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 137 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 137 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 137 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 137 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 137 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 137 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 137 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 137 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 137 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 137 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 137 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 137 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 137 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 137 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 137 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 137 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 137 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 137 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 137 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 137 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 137 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 138 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 138 1 dws SO: the, Input: [d]
1 2 3 2 138 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 138 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 138 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 138 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 138 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 138 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 138 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 138 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 138 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 138 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 138 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 138 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 138 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 138 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 138 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 138 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 138 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 138 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 138 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 139 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 139 1 dws SO: the, Input: [d]
1 2 3 2 139 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 139 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 139 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 139 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 139 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 139 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 139 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 139 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 139 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 139 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 139 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 139 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 139 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 139 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 139 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 139 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 139 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1310ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 13101 dws SO: the, Input: [d]
1 2 3 2 13102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131013ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131014ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 131020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 131022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 131026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 131030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 13111 dws SO: the, Input: [d]
1 2 3 2 13112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131110ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131112ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131114ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131115ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131116ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131122ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 131123ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131124ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131125ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131126ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131127ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 131128ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131129ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 131130ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131131ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131132ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131133ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 131134ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131135ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131136ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131137ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 131138ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131139ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131140ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131141ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1312ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 13121 dws SO: the, Input: [d]
1 2 3 2 13122 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13124 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13127 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13128 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131210ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131211ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131212ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131214ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131215ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131216ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131217ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131218ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131219ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 131220ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131221ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 131222ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131223ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131224ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131225ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 131226ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131227ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131228ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131229ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 131230ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131231ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131232ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131233ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 13131 dws SO: the, Input: [d]
1 2 3 2 13132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131316ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 131324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 131326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 131330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 131334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1314ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 13141 dws SO: the, Input: [d]
1 2 3 2 13142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131414ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 131420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 131422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 131426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 131430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1315ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 2 13151 dws SO: the, Input: [d]
1 2 3 2 13152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 13159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131514ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 2 131518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 2 131520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 131522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 131526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 131529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 131530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 131532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 2 131533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 2 1316ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 13161 dws SO: the, Input: [d]
1 2 3 2 1317ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 2 13171 dws SO: the, Input: [d]
1 2 3 2 13172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 13173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 13174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 13175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 13176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 13177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 13178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 13179 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 131710ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 131711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 131712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 131713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 2 131714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 131715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 131716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 131717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 131718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 131719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 131720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 131721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 131722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 131723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 131724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 2 131725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 2 1318ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 13181 dws SO: the, Input: [d]
1 2 3 2 13182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 13183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 13184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 13185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1319ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 13191 dws SO: the, Input: [d]
1 2 3 2 1320ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 13201 dws SO: the, Input: [d]
1 2 3 2 1321ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 13211 dws SO: the, Input: [d]
1 2 3 2 13212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 13213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 13214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 13215 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 13216 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 13217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 13218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 13219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 132110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 132111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 132112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 132113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 132114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 132115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 132116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 132117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 1322ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 13221 dws SO: the, Input: [d]
1 2 3 2 13222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 13223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 13224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 13225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1323ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 13231 dws SO: the, Input: [d]
1 2 3 2 1324ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 13241 dws SO: the, Input: [d]
1 2 3 2 1325ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 13251 dws SO: the, Input: [d]
1 2 3 2 13252 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 13253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 13254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 13255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 13256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 13257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 13258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 13259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 1326ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 13261 dws SO: the, Input: [d]
1 2 3 2 1327ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 13271 dws SO: the, Input: [d]
1 2 3 2 13272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 13273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 13274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 13275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1328ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 2 13281 dws SO: the, Input: [d]
1 2 3 2 1329ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 2 13291 dws SO: the, Input: [d]
1 2 3 2 14ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 141 dws SO: the, Input: [d]
1 2 3 2 141 1 esm SO: {the,d}, Input: []
1 2 3 2 141 2 epm SO: <the,d>, Input: []
1 2 3 2 141 3 epm SO: <d,the>, Input: []
1 2 3 2 142 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 142 1 dws SO: the, Input: [d]
1 2 3 2 142 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 142 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 142 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 142 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 142 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 2 142 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 2 142 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 2 142 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 2 143 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 143 1 dws SO: the, Input: [d]
1 2 3 2 143 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 143 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 143 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 143 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 143 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 2 143 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 2 143 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 2 143 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 2 144 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 144 1 dws SO: the, Input: [d]
1 2 3 2 145 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 145 1 dws SO: the, Input: [d]
1 2 3 2 15ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 2 151 dws SO: the, Input: [d]
1 2 3 2 151 1 esm SO: {the,d}, Input: []
1 2 3 2 151 2 epm SO: <the,d>, Input: []
1 2 3 2 151 3 epm SO: <d,the>, Input: []
1 2 3 2 16ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 2 161 dws SO: the, Input: [d]
1 2 3 2 161 1 esm SO: {the,d}, Input: []
1 2 3 2 161 2 epm SO: <the,d>, Input: []
1 2 3 2 161 3 epm SO: <d,the>, Input: []
1 2 3 2 17ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 2 171 dws SO: the, Input: [d]
1 2 3 2 171 1 esm SO: {the,d}, Input: []
1 2 3 2 171 2 epm SO: <the,d>, Input: []
1 2 3 2 171 3 epm SO: <d,the>, Input: []
1 2 3 2 172 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 172 1 dws SO: the, Input: [d]
1 2 3 2 172 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 5 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 6 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 7 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 8 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 10ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 11ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 12ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 13ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 172 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 172 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 172 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 172 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 2 172 18ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 172 19ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 172 20ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 172 21ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 172 22ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 172 23ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 172 24ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 172 25ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 173 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 173 1 dws SO: the, Input: [d]
1 2 3 2 173 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 173 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 173 4 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 173 5 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 173 6 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 173 7 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 173 8 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 173 9 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 173 10ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 173 11ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 173 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 173 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 2 173 14ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 173 15ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 173 16ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 173 17ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 173 18ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 173 19ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 173 20ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 173 21ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 174 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 174 1 dws SO: the, Input: [d]
1 2 3 2 174 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 174 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 174 4 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 174 5 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 174 6 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 174 7 ism SO: {{book,{book,n!case}},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 174 8 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 174 9 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 174 10ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 174 11ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 174 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 174 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 2 174 14ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 174 15ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 174 16ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 174 17ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 174 18ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 174 19ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 174 20ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 174 21ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 175 1 dws SO: the, Input: [d]
1 2 3 2 175 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 3 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 5 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 6 ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 7 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 8 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 9 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 10ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 12ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 13ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 14ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 15ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 175 16ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 175 17ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 175 18ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 175 19ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 175 20ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 175 21ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 2 175 22ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 175 23ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 175 24ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 175 25ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 175 26ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 175 27ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 175 28ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 175 29ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 176 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 176 1 dws SO: the, Input: [d]
1 2 3 2 176 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 176 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 176 4 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 176 5 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 176 6 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 176 7 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 176 8 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 176 9 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 176 10ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 176 11ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 176 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 176 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 2 176 14ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 176 15ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 176 16ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 176 17ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 176 18ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 176 19ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 176 20ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 176 21ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 177 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 177 1 dws SO: the, Input: [d]
1 2 3 2 177 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 5 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 6 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 7 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 8 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 10ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 11ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 12ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 13ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 177 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 177 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 177 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 177 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 2 177 18ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 177 19ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 177 20ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 177 21ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 177 22ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 177 23ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 177 24ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 177 25ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 178 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 178 1 dws SO: the, Input: [d]
1 2 3 2 178 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 178 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 178 4 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 178 5 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 178 6 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 178 7 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 178 8 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 178 9 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 178 10ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 178 11ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 178 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 178 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 2 178 14ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 178 15ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 178 16ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 178 17ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 178 18ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 178 19ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 178 20ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 178 21ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 179 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 2 179 1 dws SO: the, Input: [d]
1 2 3 2 179 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 179 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 179 4 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 179 5 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 179 6 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 179 7 ism SO: {{book,{book,n!case}},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 179 8 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 179 9 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 179 10ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 179 11ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 2 179 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 179 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 2 179 14ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 179 15ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 179 16ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 179 17ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 179 18ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 179 19ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 179 20ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 2 179 21ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 2 1710ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 17101 dws SO: the, Input: [d]
1 2 3 2 17102 ism SO: {book,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 2 17103 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 2 17104 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 17105 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1711ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 17111 dws SO: the, Input: [d]
1 2 3 2 1712ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 17121 dws SO: the, Input: [d]
1 2 3 2 1713ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 17131 dws SO: the, Input: [d]
1 2 3 2 17132 ism SO: {book,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 17133 ism SO: {{book,n!case},<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 17134 ism SO: {book,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 17135 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 17136 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 17137 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 17138 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 17139 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 1714ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 17141 dws SO: the, Input: [d]
1 2 3 2 1715ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 17151 dws SO: the, Input: [d]
1 2 3 2 17152 ism SO: {book,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 2 17153 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 2 17154 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 17155 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 1716ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 2 17161 dws SO: the, Input: [d]
1 2 3 2 1717ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 2 17171 dws SO: the, Input: [d]
1 2 3 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 181 dws SO: the, Input: [d]
1 2 3 2 181 1 esm SO: {the,d}, Input: []
1 2 3 2 181 2 epm SO: <the,d>, Input: []
1 2 3 2 181 3 epm SO: <d,the>, Input: []
1 2 3 2 182 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 182 1 dws SO: the, Input: [d]
1 2 3 2 182 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 182 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 182 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 182 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 182 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 2 182 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 2 182 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 2 182 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 2 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 183 1 dws SO: the, Input: [d]
1 2 3 2 183 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 183 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 183 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 183 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 183 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 2 183 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 2 183 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 2 183 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 2 184 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 184 1 dws SO: the, Input: [d]
1 2 3 2 185 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 185 1 dws SO: the, Input: [d]
1 2 3 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 2 191 dws SO: the, Input: [d]
1 2 3 2 191 1 esm SO: {the,d}, Input: []
1 2 3 2 191 2 epm SO: <the,d>, Input: []
1 2 3 2 191 3 epm SO: <d,the>, Input: []
1 2 3 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 2 201 dws SO: the, Input: [d]
1 2 3 2 201 1 esm SO: {the,d}, Input: []
1 2 3 2 201 2 epm SO: <the,d>, Input: []
1 2 3 2 201 3 epm SO: <d,the>, Input: []
1 2 3 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 2 211 dws SO: the, Input: [d]
1 2 3 2 211 1 esm SO: {the,d}, Input: []
1 2 3 2 211 2 epm SO: <the,d>, Input: []
1 2 3 2 211 3 epm SO: <d,the>, Input: []
1 2 3 2 212 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 212 1 dws SO: the, Input: [d]
1 2 3 2 212 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 212 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 212 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 212 5 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 212 6 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 212 7 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 212 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 2 212 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 2 212 10ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 2 212 11ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 212 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 2 212 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 2 213 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 213 1 dws SO: the, Input: [d]
1 2 3 2 213 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 213 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 213 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 213 5 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 213 6 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 213 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 213 8 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 213 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 213 10ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 213 11ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 2 213 12ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 2 213 13ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 2 213 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 2 213 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 213 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 2 213 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 2 214 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 214 1 dws SO: the, Input: [d]
1 2 3 2 214 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 214 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 214 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 214 5 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 214 6 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 214 7 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 214 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 2 214 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 2 214 10ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 2 214 11ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 214 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 2 214 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 2 215 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 2 215 1 dws SO: the, Input: [d]
1 2 3 2 215 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 215 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 215 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 215 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 215 6 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 215 7 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 2 215 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 2 215 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 2 215 10ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 2 215 11ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 2 215 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 2 215 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 2 216 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 216 1 dws SO: the, Input: [d]
1 2 3 2 217 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 2 217 1 dws SO: the, Input: [d]
1 2 3 2 217 2 ism SO: {book,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 2 217 3 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 2 217 4 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 217 5 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 218 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 2 218 1 dws SO: the, Input: [d]
1 2 3 2 219 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 2 219 1 dws SO: the, Input: [d]
1 2 3 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 2 221 dws SO: the, Input: [d]
1 2 3 2 221 1 esm SO: {the,d}, Input: []
1 2 3 2 221 2 epm SO: <the,d>, Input: []
1 2 3 2 221 3 epm SO: <d,the>, Input: []
1 2 3 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 2 231 dws SO: the, Input: [d]
1 2 3 2 231 1 esm SO: {the,d}, Input: []
1 2 3 2 231 2 epm SO: <the,d>, Input: []
1 2 3 2 231 3 epm SO: <d,the>, Input: []
1 2 3 2 232 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 232 1 dws SO: the, Input: [d]
1 2 3 2 232 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 232 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 232 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 232 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 232 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 2 232 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 2 232 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 2 232 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 2 233 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 2 233 1 dws SO: the, Input: [d]
1 2 3 2 233 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 233 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 233 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 233 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 2 233 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 2 233 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 2 233 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 2 233 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 2 234 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 2 234 1 dws SO: the, Input: [d]
1 2 3 2 235 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 2 235 1 dws SO: the, Input: [d]
1 2 3 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 2 241 dws SO: the, Input: [d]
1 2 3 2 241 1 esm SO: {the,d}, Input: []
1 2 3 2 241 2 epm SO: <the,d>, Input: []
1 2 3 2 241 3 epm SO: <d,the>, Input: []
1 2 3 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 2 251 dws SO: the, Input: [d]
1 2 3 2 251 1 esm SO: {the,d}, Input: []
1 2 3 2 251 2 epm SO: <the,d>, Input: []
1 2 3 2 251 3 epm SO: <d,the>, Input: []
1 2 3 3 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [[the,d]]
1 2 3 3 1 dws SO: the, Input: [d]
1 2 3 3 1 1 esm SO: {the,d}, Input: []
1 2 3 3 1 1 1 uws SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 3 1 2 epm SO: <the,d>, Input: []
1 2 3 3 1 2 1 uws SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 3 1 3 epm SO: <d,the>, Input: []
1 2 3 3 1 3 1 uws SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 3 2 ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 3 2 1 dws SO: the, Input: [d]
1 2 3 3 2 1 1 esm SO: {the,d}, Input: []
1 2 3 3 2 1 2 epm SO: <the,d>, Input: []
1 2 3 3 2 1 3 epm SO: <d,the>, Input: []
1 2 3 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 1 dws SO: the, Input: [d]
1 2 3 3 2 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 2 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 2 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 2 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 2 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 2 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 2 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 2 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 2 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 2 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 2 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 2 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 2 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 2 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 2 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 1 dws SO: the, Input: [d]
1 2 3 3 2 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 1 dws SO: the, Input: [d]
1 2 3 3 2 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 4 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 4 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 4 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 4 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 4 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 4 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 4 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 4 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 4 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 4 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 4 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 4 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 4 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 4 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 1 dws SO: the, Input: [d]
1 2 3 3 2 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 1 dws SO: the, Input: [d]
1 2 3 3 2 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 1 dws SO: the, Input: [d]
1 2 3 3 2 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 7 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 7 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 7 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 7 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 7 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 7 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 7 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 7 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 7 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 7 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 7 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 7 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 7 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 7 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 1 dws SO: the, Input: [d]
1 2 3 3 2 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 9 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 1 dws SO: the, Input: [d]
1 2 3 3 2 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 9 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 9 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 9 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 9 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 9 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 9 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 9 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 9 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 9 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 9 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 9 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 9 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 9 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 9 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 9 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 9 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 9 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 9 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 101 dws SO: the, Input: [d]
1 2 3 3 2 102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 1018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 1020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 1022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 1025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 1026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 111 dws SO: the, Input: [d]
1 2 3 3 2 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 121 dws SO: the, Input: [d]
1 2 3 3 2 122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 1218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 1220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 1222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 1225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 1226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 13ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 2 131 dws SO: the, Input: [d]
1 2 3 3 2 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 2 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 2 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 2 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 14ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 2 141 dws SO: the, Input: [d]
1 2 3 3 2 15ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 2 151 dws SO: the, Input: [d]
1 2 3 3 2 152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 2 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 2 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 2 155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 2 156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 2 157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 2 158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 2 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 2 1510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 2 1511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 2 1512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 2 1513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 1514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 2 1516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 2 1517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 1518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 2 1519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 2 1521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 2 16ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 2 161 dws SO: the, Input: [d]
1 2 3 3 2 17ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 2 171 dws SO: the, Input: [d]
1 2 3 3 2 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 2 173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 2 174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 2 175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 2 176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 2 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 2 178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 2 179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 2 1710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 2 1712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 2 1713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 1714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 2 1715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 1716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 2 1717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 2 18ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 181 dws SO: the, Input: [d]
1 2 3 3 2 182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 2 183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 2 184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 2 185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 2 19ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 2 191 dws SO: the, Input: [d]
1 2 3 3 2 20ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 201 dws SO: the, Input: [d]
1 2 3 3 2 21ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 2 211 dws SO: the, Input: [d]
1 2 3 3 2 212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 2 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 2 214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 2 215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 2 216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 2 217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 2 219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 2 22ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 2 221 dws SO: the, Input: [d]
1 2 3 3 2 23ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 2 231 dws SO: the, Input: [d]
1 2 3 3 2 232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 2 233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 2 234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 2 235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 2 24ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 2 241 dws SO: the, Input: [d]
1 2 3 3 2 25ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 2 251 dws SO: the, Input: [d]
1 2 3 3 3 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 3 3 1 dws SO: the, Input: [d]
1 2 3 3 3 1 1 esm SO: {the,d}, Input: []
1 2 3 3 3 1 2 epm SO: <the,d>, Input: []
1 2 3 3 3 1 3 epm SO: <d,the>, Input: []
1 2 3 3 3 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 1 dws SO: the, Input: [d]
1 2 3 3 3 2 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 11ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 12ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 13ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 15ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 16ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 21ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 24ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 25ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 26ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 27ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 28ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 29ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 30ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 31ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 2 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 2 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 2 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 2 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 2 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 2 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 2 54ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2 55ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2 56ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2 57ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 2 58ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2 59ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2 60ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2 61ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 1 dws SO: the, Input: [d]
1 2 3 3 3 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 16ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 21ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 22ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 3 26ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 3 27ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 3 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 3 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 3 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 3 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 3 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 3 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 3 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 3 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 3 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 3 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 3 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 3 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 3 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 3 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 3 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 3 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 3 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 3 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 3 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 3 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 3 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 3 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 1 dws SO: the, Input: [d]
1 2 3 3 3 4 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 14ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 4 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 4 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 4 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 4 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 4 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 4 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 4 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 4 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 4 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 4 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 4 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 4 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 4 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 4 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 4 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 4 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 4 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 4 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 4 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 4 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 4 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 4 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 1 dws SO: the, Input: [d]
1 2 3 3 3 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 6 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 8 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 9 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 11ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 12ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 14ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 17ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 18ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 19ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 20ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 22ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 23ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 5 24ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 5 25ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 5 26ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 5 27ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 5 28ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 5 29ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 5 30ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 5 31ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 5 32ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 5 33ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 5 34ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 5 35ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 5 36ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 5 37ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 5 38ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 5 39ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 5 40ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 5 41ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 5 42ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 5 43ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 5 44ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 5 45ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 1 dws SO: the, Input: [d]
1 2 3 3 3 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 3 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 5 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 6 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 7 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 9 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 10ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 11ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 13ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 15ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 16ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 18ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 20ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 21ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 22ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 24ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 25ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 26ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 27ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 6 28ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 6 29ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 6 30ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 6 31ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 6 32ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 6 33ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 6 34ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 6 35ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 6 36ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 6 37ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 6 38ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 6 39ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 6 40ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 6 41ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 6 42ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 6 43ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 6 44ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 6 45ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 6 46ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 6 47ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 6 48ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 6 49ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 6 50ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 6 51ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 6 52ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 6 53ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 1 dws SO: the, Input: [d]
1 2 3 3 3 7 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 14ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 7 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 7 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 7 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 7 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 7 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 7 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 7 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 7 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 7 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 7 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 7 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 7 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 7 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 7 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 7 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 7 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 7 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 7 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 7 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 7 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 7 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 7 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 1 dws SO: the, Input: [d]
1 2 3 3 3 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 16ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 21ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 22ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 8 26ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 8 27ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 8 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 8 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 8 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 8 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 8 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 8 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 8 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 8 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 8 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 8 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 8 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 8 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 8 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 8 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 8 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 8 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 8 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 8 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 8 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 8 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 8 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 8 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 1 dws SO: the, Input: [d]
1 2 3 3 3 9 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 14ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 9 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 9 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 9 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 9 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 9 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 9 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 9 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 9 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 9 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 9 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 9 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 9 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 9 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 9 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 9 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 9 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 9 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 9 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 9 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 9 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 9 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 9 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 101 dws SO: the, Input: [d]
1 2 3 3 3 102 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 103 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 104 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 106 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 107 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 108 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 109 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1011ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1012ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1013ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1014ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1015ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1017ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1018ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1019ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1020ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1021ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1022ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1023ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1024ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1025ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 1026ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1027ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1028ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1029ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1030ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1031ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1032ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1033ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1034ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1035ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 1036ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1037ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1038ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1039ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1040ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1041ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1042ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1043ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1044ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1045ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 11ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 111 dws SO: the, Input: [d]
1 2 3 3 3 112 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 113 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 114 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 115 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 116 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 117 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 118 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 119 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1110ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1111ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1112ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1113ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1114ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1115ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1116ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1117ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1118ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1119ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1120ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1121ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1122ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1123ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1124ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1125ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1126ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1127ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1128ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1129ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1130ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1131ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1132ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1133ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1134ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 1135ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1136ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1137ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1138ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1139ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1140ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1141ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1142ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1143ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1144ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1145ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 1146ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1147ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1148ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1149ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1150ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1151ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1152ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1153ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1154ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1155ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 1156ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1157ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1158ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1159ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1160ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1161ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1162ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1163ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1164ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1165ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 121 dws SO: the, Input: [d]
1 2 3 3 3 122 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 123 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 124 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 125 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 126 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 127 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 128 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 129 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1210ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1211ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1212ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1213ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1214ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1215ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1216ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1217ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1218ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1219ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1220ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1221ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1222ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1223ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1224ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1225ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 1226ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1227ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1228ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1229ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1230ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1231ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1232ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1233ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1234ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1235ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 1236ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1237ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1238ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1239ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1240ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1241ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1242ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1243ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1244ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1245ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 131 dws SO: the, Input: [d]
1 2 3 3 3 132 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 133 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 134 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 135 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 136 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 137 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 138 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 139 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1310ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1311ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1312ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1313ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1314ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1315ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1316ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1317ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1318ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1319ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1320ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1321ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1322ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1323ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1324ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1325ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1326ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1327ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1328ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1329ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1330ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1331ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1332ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1333ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1334ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1335ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1336ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1337ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1338ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1339ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1340ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1341ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 1342ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1343ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1344ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1345ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1346ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1347ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1348ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1349ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1350ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1351ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 1352ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1353ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1354ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1355ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1356ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1357ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1358ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1359ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1360ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1361ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 141 dws SO: the, Input: [d]
1 2 3 3 3 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 143 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 145 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 146 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 148 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1410ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1411ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1413ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1415ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1416ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1417ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1419ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1421ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1422ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1423ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1424ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1425ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1426ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1427ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1428ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1429ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 1430ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1431ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1432ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1433ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1434ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1435ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1436ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1437ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1438ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1439ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 1440ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1441ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1442ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1443ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1444ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1445ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1446ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1447ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1448ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1449ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 151 dws SO: the, Input: [d]
1 2 3 3 3 152 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 153 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 154 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 155 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 156 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 157 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 158 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 159 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1510ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1511ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1512ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1513ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1514ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1515ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1516ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1517ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1518ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1519ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1520ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1521ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1522ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1523ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1524ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1525ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 1526ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1527ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1528ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1529ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1530ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1531ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1532ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1533ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1534ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1535ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 1536ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1537ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1538ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1539ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1540ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1541ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1542ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1543ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1544ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1545ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 161 dws SO: the, Input: [d]
1 2 3 3 3 162 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 163 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 164 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 166 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 167 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 168 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 169 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1611ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1612ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1613ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1614ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1615ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1617ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1618ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1619ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1620ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1621ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1622ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1623ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1624ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1625ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 1626ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1627ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1628ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1629ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1630ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1631ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1632ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1633ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1634ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1635ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 1636ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1637ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1638ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1639ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1640ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1641ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1642ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1643ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1644ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1645ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 17ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 171 dws SO: the, Input: [d]
1 2 3 3 3 172 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 173 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 174 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 175 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 176 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 177 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 178 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 179 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1710ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1711ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1712ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1713ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1714ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1715ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1716ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1717ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1718ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1719ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1720ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1721ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1722ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1723ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1724ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1725ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1726ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1727ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1728ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1729ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1730ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1731ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1732ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1733ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 1734ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1735ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1736ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1737ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1738ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1739ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1740ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1741ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1742ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1743ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 1744ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1745ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1746ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1747ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1748ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1749ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1750ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1751ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1752ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1753ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 18ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 181 dws SO: the, Input: [d]
1 2 3 3 3 182 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 183 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 184 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 185 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 186 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 187 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 188 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 189 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1810ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1811ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1812ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1813ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1814ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1815ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1816ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1817ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1818ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1819ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1820ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1821ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1822ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1823ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1824ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1825ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 1826ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1827ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1828ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1829ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1830ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1831ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1832ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1833ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1834ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1835ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 1836ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1837ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1838ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1839ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1840ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1841ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1842ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1843ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1844ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1845ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 19ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 191 dws SO: the, Input: [d]
1 2 3 3 3 192 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 193 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 194 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 195 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 196 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 197 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 198 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 199 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1910ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1911ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1912ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1913ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1914ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1915ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1916ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1917ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1918ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1919ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1920ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1921ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1922ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1923ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1924ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1925ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 1926ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1927ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1928ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1929ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 1930ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1931ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1932ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1933ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1934ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1935ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1936ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1937ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1938ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1939ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 1940ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1941ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 1942ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1943ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1944ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 1945ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 1946ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1947ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 1948ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 1949ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 201 dws SO: the, Input: [d]
1 2 3 3 3 202 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 203 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 204 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 205 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 206 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 207 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 208 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 209 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2010ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2011ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2012ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2013ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2014ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2015ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2016ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2017ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2018ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2019ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2020ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2021ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2022ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2023ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2024ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2025ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 2026ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 2027ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2028ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2029ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2030ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 2031ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2032ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2033ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2034ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2035ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 2036ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2037ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 2038ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2039ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2040ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2041ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 2042ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2043ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2044ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2045ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 21ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 3 211 dws SO: the, Input: [d]
1 2 3 3 3 212 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 213 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 214 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 215 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 216 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 217 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 218 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 219 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2110ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2111ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2112ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2113ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2114ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2115ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2116ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2117ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2118ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2119ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2120ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2121ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2122ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2123ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 3 2124ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2125ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 3 2126ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 2127ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2128ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2129ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2130ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 2131ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2132ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2133ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2134ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2135ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 2136ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2137ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 2138ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2139ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2140ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 2141ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 2142ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2143ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2144ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 3 2145ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 22ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 221 dws SO: the, Input: [d]
1 2 3 3 3 222 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 223 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 224 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 225 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 226 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 227 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 228 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 229 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 2210ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2211ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 3 2212ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 3 2213ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 2214ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 3 2215ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 2216ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 3 2217ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 3 23ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 231 dws SO: the, Input: [d]
1 2 3 3 3 232 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 3 233 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 3 234 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 3 235 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 3 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 3 241 dws SO: the, Input: [d]
1 2 3 3 3 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 251 dws SO: the, Input: [d]
1 2 3 3 3 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 261 dws SO: the, Input: [d]
1 2 3 3 3 262 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 3 263 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 3 264 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 3 265 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 3 266 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 3 267 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 268 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 3 269 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 3 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 3 271 dws SO: the, Input: [d]
1 2 3 3 3 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 281 dws SO: the, Input: [d]
1 2 3 3 3 282 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 3 283 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 3 284 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 3 285 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 3 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 3 291 dws SO: the, Input: [d]
1 2 3 3 3 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 301 dws SO: the, Input: [d]
1 2 3 3 3 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 3 311 dws SO: the, Input: [d]
1 2 3 3 3 312 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 3 313 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 3 314 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 3 315 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 3 316 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 3 317 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 3 318 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 3 319 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 3 3110ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 3 3111ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 3 3112ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 3 3113ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 3114ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 3115ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 3 3116ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 3 3117ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 3118ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 3 3119ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 3120ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 3 3121ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 3 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 3 321 dws SO: the, Input: [d]
1 2 3 3 3 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 3 331 dws SO: the, Input: [d]
1 2 3 3 3 332 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 333 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 334 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 335 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 336 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 337 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 338 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 339 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 3 3310ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 3311ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 3 3312ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 3 3313ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 3314ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 3 3315ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 3316ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 3 3317ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 3 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 341 dws SO: the, Input: [d]
1 2 3 3 3 342 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 3 343 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 3 344 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 3 345 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 3 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 3 351 dws SO: the, Input: [d]
1 2 3 3 3 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 361 dws SO: the, Input: [d]
1 2 3 3 3 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 3 371 dws SO: the, Input: [d]
1 2 3 3 3 372 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 3 373 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 3 374 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 3 375 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 3 376 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 3 377 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 378 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 3 379 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 3 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 3 381 dws SO: the, Input: [d]
1 2 3 3 3 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 3 391 dws SO: the, Input: [d]
1 2 3 3 3 392 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 3 393 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 3 394 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 3 395 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 3 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 3 401 dws SO: the, Input: [d]
1 2 3 3 3 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 3 411 dws SO: the, Input: [d]
1 2 3 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 3 4 1 dws SO: the, Input: [d]
1 2 3 3 4 1 1 esm SO: {the,d}, Input: []
1 2 3 3 4 1 2 epm SO: <the,d>, Input: []
1 2 3 3 4 1 3 epm SO: <d,the>, Input: []
1 2 3 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 1 dws SO: the, Input: [d]
1 2 3 3 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 1 dws SO: the, Input: [d]
1 2 3 3 4 3 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 3 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 3 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 3 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 3 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 3 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 3 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 3 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 3 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 3 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 3 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 3 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 3 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 3 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 3 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 3 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 3 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 1 dws SO: the, Input: [d]
1 2 3 3 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 11ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 14ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 16ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 17ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 4 18ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 4 19ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 4 20ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 4 21ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 4 22ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 4 23ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 4 24ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 4 25ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 4 26ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 4 27ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 4 28ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 4 29ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 4 30ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 4 31ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 4 32ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 4 33ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 1 dws SO: the, Input: [d]
1 2 3 3 4 5 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 13ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 14ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 15ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 16ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 18ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 20ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 21ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 22ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 23ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 25ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 26ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 27ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 5 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 5 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 5 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 5 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 5 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 5 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 5 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 5 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 5 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 5 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 5 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 5 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 5 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 5 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 5 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 5 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 5 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 5 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 5 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 5 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 5 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 5 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 5 50ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 5 51ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 5 52ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 5 53ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 1 dws SO: the, Input: [d]
1 2 3 3 4 6 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 6 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 6 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 6 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 6 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 6 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 6 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 6 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 6 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 6 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 6 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 6 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 6 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 6 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 6 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 6 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 6 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 1 dws SO: the, Input: [d]
1 2 3 3 4 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 11ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 16ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 1 dws SO: the, Input: [d]
1 2 3 3 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 8 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 8 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 1 dws SO: the, Input: [d]
1 2 3 3 4 9 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 9 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 9 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 9 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 9 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 9 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 9 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 9 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 9 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 9 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 9 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 9 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 9 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 9 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 9 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 9 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 9 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 101 dws SO: the, Input: [d]
1 2 3 3 4 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 103 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 105 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 107 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 108 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1011ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1014ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1016ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1017ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1018ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1019ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 1020ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1021ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1022ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1023ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 1024ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1025ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 1026ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1027ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1028ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1029ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 1030ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1031ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1032ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1033ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 111 dws SO: the, Input: [d]
1 2 3 3 4 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 117 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1111ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1112ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1114ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1115ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 121 dws SO: the, Input: [d]
1 2 3 3 4 122 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 123 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 125 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 126 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 127 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 128 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1210ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1211ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1212ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1214ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1215ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1216ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1217ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1218ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1219ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 1220ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1221ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1222ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1223ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 1224ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1225ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 1226ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1227ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1228ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1229ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 1230ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1231ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1232ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1233ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 13ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 131 dws SO: the, Input: [d]
1 2 3 3 4 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 133 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 135 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 137 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 139 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1310ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1313ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1316ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1318ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1320ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1321ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1322ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1323ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 1324ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1325ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1326ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1327ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 1328ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1329ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 1330ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1331ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1332ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1333ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 1334ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1335ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1336ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1337ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 141 dws SO: the, Input: [d]
1 2 3 3 4 142 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 143 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 145 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 146 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 147 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 148 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1411ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1412ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1414ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1415ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1416ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1417ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1418ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1419ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 1420ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1421ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1422ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1423ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 1424ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1425ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 1426ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1427ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1428ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1429ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 1430ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1431ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1432ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1433ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 15ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 4 151 dws SO: the, Input: [d]
1 2 3 3 4 152 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 153 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 155 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 156 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 157 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 158 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1511ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1512ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1514ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1516ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1517ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 4 1518ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1519ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 4 1520ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1521ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1522ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1523ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 1524ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1525ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 1526ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1527ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1528ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 1529ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 1530ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1531ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1532ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 4 1533ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 16ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 161 dws SO: the, Input: [d]
1 2 3 3 4 162 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 4 163 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 4 164 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 4 165 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 4 17ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 4 171 dws SO: the, Input: [d]
1 2 3 3 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 181 dws SO: the, Input: [d]
1 2 3 3 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 4 191 dws SO: the, Input: [d]
1 2 3 3 4 192 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 4 193 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 4 194 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 4 195 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 4 196 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 4 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 4 198 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 4 199 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 4 1910ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 4 1911ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 4 1912ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 4 1913ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 1914ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1915ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 4 1916ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 4 1917ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 1918ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 4 1919ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 1920ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 4 1921ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 4 201 dws SO: the, Input: [d]
1 2 3 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 4 211 dws SO: the, Input: [d]
1 2 3 3 4 212 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 4 213 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 4 214 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 4 215 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 4 216 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 4 217 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 4 218 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 4 219 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 4 2110ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 2111ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 4 2112ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 4 2113ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 2114ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 4 2115ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 2116ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 4 2117ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 221 dws SO: the, Input: [d]
1 2 3 3 4 222 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 4 223 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 4 224 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 4 225 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 4 231 dws SO: the, Input: [d]
1 2 3 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 241 dws SO: the, Input: [d]
1 2 3 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 4 251 dws SO: the, Input: [d]
1 2 3 3 4 252 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 4 253 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 4 254 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 4 255 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 4 256 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 4 257 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 258 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 4 259 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 4 261 dws SO: the, Input: [d]
1 2 3 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 4 271 dws SO: the, Input: [d]
1 2 3 3 4 272 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 4 273 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 4 274 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 4 275 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 4 281 dws SO: the, Input: [d]
1 2 3 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 4 291 dws SO: the, Input: [d]
1 2 3 3 5 ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 3 5 1 dws SO: the, Input: [d]
1 2 3 3 5 1 1 esm SO: {the,d}, Input: []
1 2 3 3 5 1 2 epm SO: <the,d>, Input: []
1 2 3 3 5 1 3 epm SO: <d,the>, Input: []
1 2 3 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 1 dws SO: the, Input: [d]
1 2 3 3 5 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 2 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 2 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 2 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 2 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 2 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 2 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 2 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 2 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 2 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 2 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 2 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 2 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 2 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 2 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 1 dws SO: the, Input: [d]
1 2 3 3 5 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 1 dws SO: the, Input: [d]
1 2 3 3 5 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 4 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 4 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 4 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 4 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 4 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 4 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 4 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 4 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 4 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 4 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 4 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 4 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 4 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 4 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 1 dws SO: the, Input: [d]
1 2 3 3 5 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 1 dws SO: the, Input: [d]
1 2 3 3 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 1 dws SO: the, Input: [d]
1 2 3 3 5 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 7 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 7 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 7 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 7 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 7 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 7 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 7 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 7 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 7 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 7 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 7 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 7 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 7 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 7 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 1 dws SO: the, Input: [d]
1 2 3 3 5 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 9 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 1 dws SO: the, Input: [d]
1 2 3 3 5 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 9 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 9 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 9 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 9 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 9 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 9 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 9 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 9 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 9 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 9 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 9 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 9 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 9 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 9 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 9 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 9 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 9 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 9 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 101 dws SO: the, Input: [d]
1 2 3 3 5 102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 1018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 1020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 1022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 1025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 1026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 111 dws SO: the, Input: [d]
1 2 3 3 5 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 121 dws SO: the, Input: [d]
1 2 3 3 5 122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 1218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 1220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 1222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 1225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 1226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 13ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 5 131 dws SO: the, Input: [d]
1 2 3 3 5 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 5 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 5 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 5 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 14ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 5 141 dws SO: the, Input: [d]
1 2 3 3 5 15ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 5 151 dws SO: the, Input: [d]
1 2 3 3 5 152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 5 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 5 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 5 155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 5 156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 5 157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 5 158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 5 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 5 1510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 5 1511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 5 1512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 5 1513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 1514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 5 1516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 5 1517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 1518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 5 1519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 5 1521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 5 16ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 5 161 dws SO: the, Input: [d]
1 2 3 3 5 17ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 5 171 dws SO: the, Input: [d]
1 2 3 3 5 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 5 173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 5 174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 5 175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 5 176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 5 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 5 178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 5 179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 5 1710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 5 1712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 5 1713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 1714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 5 1715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 1716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 5 1717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 5 18ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 181 dws SO: the, Input: [d]
1 2 3 3 5 182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 5 183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 5 184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 5 185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 5 19ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 5 191 dws SO: the, Input: [d]
1 2 3 3 5 20ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 201 dws SO: the, Input: [d]
1 2 3 3 5 21ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 5 211 dws SO: the, Input: [d]
1 2 3 3 5 212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 5 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 5 214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 5 215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 5 216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 5 217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 5 219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 5 22ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 5 221 dws SO: the, Input: [d]
1 2 3 3 5 23ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 5 231 dws SO: the, Input: [d]
1 2 3 3 5 232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 5 233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 5 234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 5 235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 5 24ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 5 241 dws SO: the, Input: [d]
1 2 3 3 5 25ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 5 251 dws SO: the, Input: [d]
1 2 3 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 3 6 1 dws SO: the, Input: [d]
1 2 3 3 6 1 1 esm SO: {the,d}, Input: []
1 2 3 3 6 1 2 epm SO: <the,d>, Input: []
1 2 3 3 6 1 3 epm SO: <d,the>, Input: []
1 2 3 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 1 dws SO: the, Input: [d]
1 2 3 3 6 2 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 2 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 2 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 2 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 2 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 2 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 2 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 2 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 2 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 2 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 2 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 2 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 2 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 2 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 2 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 1 dws SO: the, Input: [d]
1 2 3 3 6 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 13ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 14ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 1 dws SO: the, Input: [d]
1 2 3 3 6 4 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 4 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 4 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 4 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 4 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 4 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 4 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 4 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 4 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 4 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 4 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 4 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 4 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 4 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 4 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 1 dws SO: the, Input: [d]
1 2 3 3 6 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 11ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 1 dws SO: the, Input: [d]
1 2 3 3 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 5 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 14ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 6 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 6 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 6 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 6 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 6 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 6 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 6 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 6 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 6 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 6 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 6 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 6 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 6 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 6 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 6 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 6 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 1 dws SO: the, Input: [d]
1 2 3 3 6 7 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 7 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 7 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 7 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 7 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 7 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 7 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 7 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 7 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 7 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 7 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 7 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 7 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 7 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 7 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 1 dws SO: the, Input: [d]
1 2 3 3 6 8 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 8 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 8 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 8 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 8 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 8 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 8 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 8 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 8 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 8 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 8 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 8 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 8 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 8 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 8 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 1 dws SO: the, Input: [d]
1 2 3 3 6 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 7 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 13ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 18ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 9 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 9 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 9 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 9 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 9 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 9 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 9 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 9 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 9 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 9 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 9 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 9 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 9 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 9 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 9 34ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 9 35ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 9 36ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 9 37ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 101 dws SO: the, Input: [d]
1 2 3 3 6 102 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 103 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 104 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 106 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 108 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 109 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1010ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1011ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1012ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1013ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1014ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1015ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1016ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1017ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 1018ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 1019ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 1020ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1021ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 1022ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1023ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1024ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 1025ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 1026ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1027ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1028ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1029ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 11ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 111 dws SO: the, Input: [d]
1 2 3 3 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 115 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1114ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 1121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 1122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 1123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 1124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 1126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 1129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 1130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 12ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 121 dws SO: the, Input: [d]
1 2 3 3 6 122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 123 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1211ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1212ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1214ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1216ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1217ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 1218ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 1219ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 1220ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1221ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 1222ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1223ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1224ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 1225ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 1226ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1227ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1228ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1229ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 13ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 6 131 dws SO: the, Input: [d]
1 2 3 3 6 132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 133 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1311ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1312ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 6 1316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 1317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 6 1318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 1319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 1320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 1322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 1325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 1326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 6 1329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 14ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 141 dws SO: the, Input: [d]
1 2 3 3 6 15ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 6 151 dws SO: the, Input: [d]
1 2 3 3 6 152 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 6 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 6 154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 6 155 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 6 156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 6 157 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 6 158 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 6 159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 6 1510ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 6 1511ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 6 1512ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 6 1513ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 1514ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1515ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 6 1516ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 6 1517ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 1518ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 6 1519ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1520ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 6 1521ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 6 16ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 6 161 dws SO: the, Input: [d]
1 2 3 3 6 17ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 6 171 dws SO: the, Input: [d]
1 2 3 3 6 172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 6 173 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 6 174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 6 175 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 6 176 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 6 177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 6 178 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 6 179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 6 1710ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1711ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 6 1712ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 6 1713ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 1714ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 6 1715ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 1716ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 6 1717ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 181 dws SO: the, Input: [d]
1 2 3 3 6 182 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 6 183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 6 184 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 6 185 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 6 191 dws SO: the, Input: [d]
1 2 3 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 201 dws SO: the, Input: [d]
1 2 3 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 6 211 dws SO: the, Input: [d]
1 2 3 3 6 212 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 6 213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 6 214 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 6 215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 6 216 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 6 217 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 218 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 6 219 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 6 221 dws SO: the, Input: [d]
1 2 3 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 6 231 dws SO: the, Input: [d]
1 2 3 3 6 232 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 6 233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 6 234 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 6 235 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 6 241 dws SO: the, Input: [d]
1 2 3 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 6 251 dws SO: the, Input: [d]
1 2 3 3 7 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 3 7 1 dws SO: the, Input: [d]
1 2 3 3 7 1 1 esm SO: {the,d}, Input: []
1 2 3 3 7 1 2 epm SO: <the,d>, Input: []
1 2 3 3 7 1 3 epm SO: <d,the>, Input: []
1 2 3 3 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 1 dws SO: the, Input: [d]
1 2 3 3 7 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 7 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 1 dws SO: the, Input: [d]
1 2 3 3 7 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 13ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 16ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 18ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 19ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 3 30ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 3 31ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 3 32ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 3 33ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 3 34ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 3 35ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 3 36ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 3 37ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 1 dws SO: the, Input: [d]
1 2 3 3 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 5 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 11ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 21ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 1 dws SO: the, Input: [d]
1 2 3 3 7 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 13ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 16ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 18ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 19ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 5 30ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 5 31ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 5 32ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 5 33ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 5 34ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 5 35ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 5 36ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 5 37ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 1 dws SO: the, Input: [d]
1 2 3 3 7 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 17ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 19ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 6 30ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 6 31ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 6 32ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 6 33ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 6 34ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 6 35ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 6 36ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 6 37ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 1 dws SO: the, Input: [d]
1 2 3 3 7 7 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 13ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 14ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 15ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 16ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 17ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 18ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 19ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 20ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 22ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 23ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 24ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 25ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 26ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 27ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 28ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 29ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 7 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 7 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 7 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 7 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 7 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 7 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 7 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 7 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 7 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 7 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 7 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 7 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 7 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 7 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 7 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 7 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 7 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 7 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 7 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 7 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 7 50ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 7 51ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 7 52ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 7 53ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 7 54ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 7 55ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 7 56ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 7 57ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 1 dws SO: the, Input: [d]
1 2 3 3 7 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 13ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 14ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 16ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 18ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 19ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 8 30ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 8 31ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 8 32ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 8 33ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 8 34ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 8 35ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 8 36ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 8 37ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 1 dws SO: the, Input: [d]
1 2 3 3 7 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 11ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 12ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 18ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 101 dws SO: the, Input: [d]
1 2 3 3 7 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 105 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1011ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1012ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1017ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1018ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1019ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1020ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1021ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1022ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1023ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1024ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1025ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 111 dws SO: the, Input: [d]
1 2 3 3 7 112 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 113 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 115 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 117 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 118 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 119 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1110ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1113ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1114ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1115ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1116ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1117ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1118ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1119ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1120ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1121ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 1122ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1123ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1124ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1125ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1126ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1127ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 1128ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1129ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 1130ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1131ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1132ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1133ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1134ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1135ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1136ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1137ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 121 dws SO: the, Input: [d]
1 2 3 3 7 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 123 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 125 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 127 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 129 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1210ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1213ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1215ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1216ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1217ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1218ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1219ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1220ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1221ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 1222ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1223ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1224ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1225ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1226ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1227ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 1228ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1229ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 1230ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1231ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1232ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1233ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1234ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1235ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1236ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1237ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 131 dws SO: the, Input: [d]
1 2 3 3 7 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 137 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 138 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1310ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1312ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1313ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1314ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1316ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1317ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1318ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1324ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1325ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1326ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1327ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1328ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1329ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 1330ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1331ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1332ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1333ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1334ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1335ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 1336ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1337ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 1338ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1339ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1340ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1341ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1342ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1343ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1344ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1345ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 14ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 141 dws SO: the, Input: [d]
1 2 3 3 7 142 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 143 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 145 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 147 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 148 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 149 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1410ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1412ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1413ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1414ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1416ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1417ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1418ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1419ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1420ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1421ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 1422ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1423ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1424ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1425ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1426ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1427ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 1428ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1429ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 1430ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1431ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1432ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1433ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1434ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1435ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1436ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1437ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 151 dws SO: the, Input: [d]
1 2 3 3 7 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 153 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 154 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 155 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 156 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 157 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 158 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 159 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1510ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1511ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1512ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1514ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1515ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1516ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1518ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1520ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1521ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1522ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1523ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1524ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1525ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 1526ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1527ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1528ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1529ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1530ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1531ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 1532ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1533ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 1534ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1535ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1536ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1537ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1538ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1539ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1540ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1541ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 161 dws SO: the, Input: [d]
1 2 3 3 7 162 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 163 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 165 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 167 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 168 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 169 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1610ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1612ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1613ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1614ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1616ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1617ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1618ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1619ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1620ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1621ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 1622ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1623ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1624ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1625ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1626ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1627ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 1628ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1629ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 1630ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1631ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1632ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1633ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1634ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1635ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1636ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1637ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 7 171 dws SO: the, Input: [d]
1 2 3 3 7 172 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 173 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 174 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 175 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 176 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 177 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 178 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 179 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1710ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1712ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1713ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1714ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1716ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1717ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1718ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1719ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 7 1720ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1721ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 7 1722ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1723ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1724ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1725ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1726ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1727ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 1728ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1729ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 1730ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1731ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1732ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 1733ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 1734ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1735ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 1736ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 7 1737ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 18ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 181 dws SO: the, Input: [d]
1 2 3 3 7 182 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 7 183 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 7 184 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 7 185 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 7 186 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 7 187 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 188 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 7 189 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 7 19ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 7 191 dws SO: the, Input: [d]
1 2 3 3 7 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 201 dws SO: the, Input: [d]
1 2 3 3 7 202 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 7 203 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 7 204 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 7 205 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 7 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 7 211 dws SO: the, Input: [d]
1 2 3 3 7 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 221 dws SO: the, Input: [d]
1 2 3 3 7 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 7 231 dws SO: the, Input: [d]
1 2 3 3 7 232 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 7 233 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 7 234 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 7 235 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 7 236 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 7 237 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 7 238 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 7 239 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 7 2310ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 7 2311ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 7 2312ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 7 2313ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 2314ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 2315ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 7 2316ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 7 2317ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 2318ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 7 2319ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 2320ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 7 2321ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 7 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 7 241 dws SO: the, Input: [d]
1 2 3 3 7 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 7 251 dws SO: the, Input: [d]
1 2 3 3 7 252 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 7 253 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 7 254 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 7 255 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 7 256 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 7 257 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 7 258 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 7 259 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 7 2510ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 2511ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 7 2512ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 7 2513ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 2514ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 7 2515ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 2516ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 7 2517ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 7 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 261 dws SO: the, Input: [d]
1 2 3 3 7 262 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 7 263 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 7 264 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 7 265 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 7 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 7 271 dws SO: the, Input: [d]
1 2 3 3 7 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 281 dws SO: the, Input: [d]
1 2 3 3 7 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 7 291 dws SO: the, Input: [d]
1 2 3 3 7 292 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 7 293 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 7 294 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 7 295 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 7 296 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 7 297 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 298 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 7 299 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 7 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 7 301 dws SO: the, Input: [d]
1 2 3 3 7 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 7 311 dws SO: the, Input: [d]
1 2 3 3 7 312 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 7 313 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 7 314 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 7 315 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 7 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 7 321 dws SO: the, Input: [d]
1 2 3 3 7 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 7 331 dws SO: the, Input: [d]
1 2 3 3 8 ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 3 8 1 dws SO: the, Input: [d]
1 2 3 3 8 1 1 esm SO: {the,d}, Input: []
1 2 3 3 8 1 2 epm SO: <the,d>, Input: []
1 2 3 3 8 1 3 epm SO: <d,the>, Input: []
1 2 3 3 8 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 1 dws SO: the, Input: [d]
1 2 3 3 8 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 2 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 2 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 2 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 2 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 2 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 2 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 2 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 2 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 2 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 2 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 2 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 2 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 2 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 2 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 1 dws SO: the, Input: [d]
1 2 3 3 8 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 1 dws SO: the, Input: [d]
1 2 3 3 8 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 4 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 4 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 4 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 4 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 4 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 4 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 4 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 4 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 4 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 4 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 4 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 4 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 4 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 4 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 1 dws SO: the, Input: [d]
1 2 3 3 8 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 1 dws SO: the, Input: [d]
1 2 3 3 8 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 1 dws SO: the, Input: [d]
1 2 3 3 8 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 7 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 7 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 7 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 7 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 7 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 7 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 7 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 7 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 7 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 7 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 7 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 7 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 7 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 7 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 1 dws SO: the, Input: [d]
1 2 3 3 8 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 9 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 1 dws SO: the, Input: [d]
1 2 3 3 8 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 9 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 9 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 9 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 9 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 9 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 9 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 9 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 9 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 9 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 9 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 9 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 9 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 9 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 9 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 9 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 9 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 9 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 9 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 101 dws SO: the, Input: [d]
1 2 3 3 8 102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 1018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 1020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 1022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 1025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 1026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 111 dws SO: the, Input: [d]
1 2 3 3 8 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 121 dws SO: the, Input: [d]
1 2 3 3 8 122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 1218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 1220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 1222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 1225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 1226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 13ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 8 131 dws SO: the, Input: [d]
1 2 3 3 8 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 8 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 8 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 8 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 14ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 8 141 dws SO: the, Input: [d]
1 2 3 3 8 15ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 8 151 dws SO: the, Input: [d]
1 2 3 3 8 152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 8 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 8 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 8 155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 8 156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 8 157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 8 158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 8 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 8 1510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 8 1511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 8 1512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 8 1513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 1514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 8 1516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 8 1517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 1518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 8 1519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 8 1521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 8 16ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 8 161 dws SO: the, Input: [d]
1 2 3 3 8 17ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 8 171 dws SO: the, Input: [d]
1 2 3 3 8 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 8 173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 8 174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 8 175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 8 176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 8 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 8 178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 8 179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 8 1710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 8 1712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 8 1713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 1714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 8 1715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 1716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 8 1717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 8 18ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 181 dws SO: the, Input: [d]
1 2 3 3 8 182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 8 183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 8 184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 8 185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 8 19ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 8 191 dws SO: the, Input: [d]
1 2 3 3 8 20ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 201 dws SO: the, Input: [d]
1 2 3 3 8 21ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 8 211 dws SO: the, Input: [d]
1 2 3 3 8 212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 8 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 8 214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 8 215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 8 216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 8 217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 8 219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 8 22ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 8 221 dws SO: the, Input: [d]
1 2 3 3 8 23ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 8 231 dws SO: the, Input: [d]
1 2 3 3 8 232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 8 233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 8 234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 8 235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 8 24ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 8 241 dws SO: the, Input: [d]
1 2 3 3 8 25ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 8 251 dws SO: the, Input: [d]
1 2 3 3 9 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 3 9 1 dws SO: the, Input: [d]
1 2 3 3 9 1 1 esm SO: {the,d}, Input: []
1 2 3 3 9 1 2 epm SO: <the,d>, Input: []
1 2 3 3 9 1 3 epm SO: <d,the>, Input: []
1 2 3 3 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 1 dws SO: the, Input: [d]
1 2 3 3 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 1 dws SO: the, Input: [d]
1 2 3 3 9 3 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 3 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 3 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 3 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 3 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 3 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 3 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 3 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 3 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 3 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 3 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 3 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 3 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 3 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 3 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 3 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 3 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 1 dws SO: the, Input: [d]
1 2 3 3 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 11ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 14ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 16ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 4 18ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 4 19ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 4 20ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 4 21ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 4 22ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 4 23ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 4 24ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 4 25ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 4 26ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 4 27ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 4 28ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 4 29ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 4 30ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 4 31ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 4 32ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 4 33ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 1 dws SO: the, Input: [d]
1 2 3 3 9 5 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 13ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 14ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 15ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 16ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 18ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 20ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 21ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 22ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 23ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 25ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 26ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 27ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 5 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 5 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 5 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 5 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 5 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 5 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 5 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 5 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 5 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 5 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 5 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 5 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 5 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 5 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 5 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 5 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 5 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 5 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 5 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 5 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 5 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 5 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 5 50ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 5 51ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 5 52ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 5 53ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 1 dws SO: the, Input: [d]
1 2 3 3 9 6 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 6 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 6 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 6 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 6 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 6 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 6 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 6 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 6 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 6 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 6 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 6 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 6 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 6 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 6 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 6 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 6 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 1 dws SO: the, Input: [d]
1 2 3 3 9 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 11ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 16ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 1 dws SO: the, Input: [d]
1 2 3 3 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 8 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 8 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 8 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 8 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 8 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 8 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 8 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 8 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 8 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 8 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 8 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 8 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 8 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 8 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 8 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 8 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 8 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 8 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 1 dws SO: the, Input: [d]
1 2 3 3 9 9 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 9 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 9 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 9 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 9 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 9 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 9 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 9 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 9 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 9 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 9 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 9 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 9 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 9 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 9 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 9 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 9 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 101 dws SO: the, Input: [d]
1 2 3 3 9 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 103 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 105 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 107 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 108 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1011ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1014ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1016ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1017ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1018ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1019ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 1020ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1021ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1022ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1023ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 1024ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1025ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 1026ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1027ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1028ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1029ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 1030ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1031ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1032ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1033ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 111 dws SO: the, Input: [d]
1 2 3 3 9 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 117 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1111ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1112ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1114ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1115ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 121 dws SO: the, Input: [d]
1 2 3 3 9 122 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 123 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 125 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 126 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 127 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 128 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1210ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1211ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1212ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1214ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1215ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1216ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1217ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1218ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1219ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 1220ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1221ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1222ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1223ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 1224ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1225ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 1226ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1227ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1228ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1229ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 1230ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1231ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1232ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1233ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 13ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 131 dws SO: the, Input: [d]
1 2 3 3 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 135 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 139 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1310ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1313ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1316ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1320ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1321ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1322ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1323ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 1324ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1325ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1326ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1327ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 1328ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1329ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 1330ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1331ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1332ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1333ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 1334ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1335ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1336ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1337ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 141 dws SO: the, Input: [d]
1 2 3 3 9 142 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 143 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 145 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 146 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 147 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 148 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1410ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1411ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1412ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1414ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1416ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1417ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1418ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1419ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 1420ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1421ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1422ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1423ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 1424ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1425ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 1426ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1427ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1428ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1429ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 1430ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1431ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1432ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1433ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 15ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 9 151 dws SO: the, Input: [d]
1 2 3 3 9 152 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 153 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 155 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 156 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 157 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 158 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1511ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1512ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1514ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1516ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1517ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 9 1518ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1519ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 9 1520ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1521ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1522ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1523ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 1524ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1525ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 1526ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1527ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1528ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 1529ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 1530ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1531ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1532ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 9 1533ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 16ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 161 dws SO: the, Input: [d]
1 2 3 3 9 162 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 9 163 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 9 164 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 9 165 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 9 17ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 9 171 dws SO: the, Input: [d]
1 2 3 3 9 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 181 dws SO: the, Input: [d]
1 2 3 3 9 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 9 191 dws SO: the, Input: [d]
1 2 3 3 9 192 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 9 193 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 9 194 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 9 195 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 9 196 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 9 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 9 198 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 9 199 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 9 1910ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 9 1911ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 9 1912ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 9 1913ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 1914ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1915ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 9 1916ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 9 1917ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 1918ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 9 1919ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 1920ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 9 1921ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 9 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 9 201 dws SO: the, Input: [d]
1 2 3 3 9 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 9 211 dws SO: the, Input: [d]
1 2 3 3 9 212 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 9 213 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 9 214 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 9 215 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 9 216 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 9 217 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 9 218 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 9 219 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 9 2110ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 2111ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 9 2112ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 9 2113ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 2114ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 9 2115ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 2116ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 9 2117ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 9 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 221 dws SO: the, Input: [d]
1 2 3 3 9 222 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 9 223 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 9 224 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 9 225 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 9 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 9 231 dws SO: the, Input: [d]
1 2 3 3 9 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 241 dws SO: the, Input: [d]
1 2 3 3 9 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 9 251 dws SO: the, Input: [d]
1 2 3 3 9 252 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 9 253 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 9 254 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 9 255 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 9 256 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 9 257 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 258 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 9 259 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 9 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 9 261 dws SO: the, Input: [d]
1 2 3 3 9 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 9 271 dws SO: the, Input: [d]
1 2 3 3 9 272 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 9 273 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 9 274 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 9 275 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 9 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 9 281 dws SO: the, Input: [d]
1 2 3 3 9 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 9 291 dws SO: the, Input: [d]
1 2 3 3 10ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 3 101 dws SO: the, Input: [d]
1 2 3 3 101 1 esm SO: {the,d}, Input: []
1 2 3 3 101 2 epm SO: <the,d>, Input: []
1 2 3 3 101 3 epm SO: <d,the>, Input: []
1 2 3 3 102 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 102 1 dws SO: the, Input: [d]
1 2 3 3 102 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 102 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 102 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 102 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 102 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 102 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 102 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 102 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 102 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 102 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 102 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 102 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 102 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 102 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 102 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 103 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 103 1 dws SO: the, Input: [d]
1 2 3 3 103 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 103 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 103 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 103 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 103 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 103 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 103 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 103 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 103 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 103 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 103 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 103 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 103 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 103 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 103 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 103 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 103 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 103 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 103 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 103 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 103 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 103 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 103 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 103 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 103 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 104 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 104 1 dws SO: the, Input: [d]
1 2 3 3 104 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 104 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 104 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 104 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 104 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 104 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 104 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 104 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 104 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 104 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 104 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 104 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 104 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 104 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 104 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 105 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 105 1 dws SO: the, Input: [d]
1 2 3 3 105 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 105 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 105 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 105 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 105 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 105 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 105 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 105 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 105 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 105 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 105 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 105 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 105 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 105 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 105 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 105 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 105 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 105 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 105 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 105 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 105 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 105 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 105 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 106 1 dws SO: the, Input: [d]
1 2 3 3 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 106 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 106 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 106 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 106 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 106 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 106 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 106 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 106 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 106 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 106 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 106 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 106 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 106 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 106 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 106 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 106 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 107 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 107 1 dws SO: the, Input: [d]
1 2 3 3 107 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 107 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 107 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 107 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 107 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 107 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 107 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 107 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 107 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 107 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 107 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 107 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 107 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 107 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 107 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 108 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 108 1 dws SO: the, Input: [d]
1 2 3 3 108 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 108 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 108 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 108 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 108 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 108 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 108 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 108 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 108 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 108 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 108 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 108 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 108 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 108 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 108 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 109 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 109 1 dws SO: the, Input: [d]
1 2 3 3 109 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 109 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 109 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 109 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 109 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 109 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 109 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 109 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 109 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 109 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 109 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 109 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 109 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 109 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 109 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 109 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 109 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 109 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 109 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 1010ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 10101 dws SO: the, Input: [d]
1 2 3 3 10102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 101018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 101020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 101022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 101023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 101025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 101026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 101028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 1011ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 10111 dws SO: the, Input: [d]
1 2 3 3 10112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 101119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 101121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 101122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 101124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 101126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 101127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 101129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 101130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 101132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 1012ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 10121 dws SO: the, Input: [d]
1 2 3 3 10122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 101218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 101220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 101222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 101223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 101225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 101226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 101228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 1013ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 10131 dws SO: the, Input: [d]
1 2 3 3 10132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 10139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 101316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 101317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 101318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 101320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 101322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 101323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 101325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 101326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 101328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 101329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 1014ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 10141 dws SO: the, Input: [d]
1 2 3 3 1015ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 10151 dws SO: the, Input: [d]
1 2 3 3 10152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 10153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 10154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 10155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 10156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 10157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 10158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 10159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 101510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 101511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 101512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 101513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 101514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 101515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 101516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 101517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 101518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 101519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 101520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 101521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 1016ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 10161 dws SO: the, Input: [d]
1 2 3 3 1017ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 10171 dws SO: the, Input: [d]
1 2 3 3 10172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 10173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 10174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 10175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 10176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 10177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 10178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 10179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 101710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 101711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 101712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 101713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 101714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 101715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 101716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 101717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 1018ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 10181 dws SO: the, Input: [d]
1 2 3 3 10182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 10183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 10184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 10185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 1019ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 10191 dws SO: the, Input: [d]
1 2 3 3 1020ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 10201 dws SO: the, Input: [d]
1 2 3 3 1021ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 10211 dws SO: the, Input: [d]
1 2 3 3 10212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 10213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 10214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 10215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 10216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 10217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 10218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 10219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 1022ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 10221 dws SO: the, Input: [d]
1 2 3 3 1023ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 10231 dws SO: the, Input: [d]
1 2 3 3 10232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 10233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 10234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 10235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 1024ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 10241 dws SO: the, Input: [d]
1 2 3 3 1025ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 10251 dws SO: the, Input: [d]
1 2 3 3 11ism SO: {n!case,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 3 111 dws SO: the, Input: [d]
1 2 3 3 111 1 esm SO: {the,d}, Input: []
1 2 3 3 111 2 epm SO: <the,d>, Input: []
1 2 3 3 111 3 epm SO: <d,the>, Input: []
1 2 3 3 112 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 112 1 dws SO: the, Input: [d]
1 2 3 3 112 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 112 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 112 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 112 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 112 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 112 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 112 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 112 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 112 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 112 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 112 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 112 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 112 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 112 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 112 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 113 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 113 1 dws SO: the, Input: [d]
1 2 3 3 113 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 13ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 14ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 113 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 113 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 113 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 113 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 113 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 113 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 113 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 113 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 113 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 113 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 113 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 113 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 113 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 113 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 113 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 113 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 113 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 113 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 113 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 113 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 113 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 113 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 113 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 113 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 114 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 114 1 dws SO: the, Input: [d]
1 2 3 3 114 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 114 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 114 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 114 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 114 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 114 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 114 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 114 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 114 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 114 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 114 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 114 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 114 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 114 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 114 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 115 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 115 1 dws SO: the, Input: [d]
1 2 3 3 115 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 11ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 115 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 115 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 115 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 115 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 115 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 115 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 115 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 115 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 115 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 115 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 115 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 115 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 115 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 115 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 115 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 115 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 115 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 115 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 115 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 115 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 115 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 115 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 116 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 116 1 dws SO: the, Input: [d]
1 2 3 3 116 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 5 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 14ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 116 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 116 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 116 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 116 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 116 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 116 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 116 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 116 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 116 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 116 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 116 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 116 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 116 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 116 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 116 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 116 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 117 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 117 1 dws SO: the, Input: [d]
1 2 3 3 117 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 117 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 117 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 117 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 117 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 117 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 117 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 117 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 117 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 117 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 117 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 117 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 117 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 117 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 117 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 118 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 118 1 dws SO: the, Input: [d]
1 2 3 3 118 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 118 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 118 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 118 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 118 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 118 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 118 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 118 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 118 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 118 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 118 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 118 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 118 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 118 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 118 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 119 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 119 1 dws SO: the, Input: [d]
1 2 3 3 119 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 7 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 13ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 18ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 119 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 119 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 119 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 119 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 119 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 119 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 119 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 119 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 119 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 119 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 119 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 119 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 119 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 119 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 119 34ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 119 35ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 119 36ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 119 37ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 1110ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 11101 dws SO: the, Input: [d]
1 2 3 3 11102 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11103 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11104 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11106 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11108 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11109 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111010ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111011ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111012ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111013ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111014ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111015ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111016ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111017ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 111018ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 111019ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 111020ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111021ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 111022ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 111023ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111024ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 111025ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 111026ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111027ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 111028ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111029ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 1111ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 11111 dws SO: the, Input: [d]
1 2 3 3 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11115 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111114ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 111119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 111121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 111122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 111123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 111124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 111126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 111127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 111129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 111130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 111132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 1112ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 11121 dws SO: the, Input: [d]
1 2 3 3 11122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11123 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111211ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111212ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111214ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111216ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111217ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 111218ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 111219ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 111220ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111221ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 111222ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 111223ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111224ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 111225ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 111226ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111227ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 111228ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111229ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 1113ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 3 11131 dws SO: the, Input: [d]
1 2 3 3 11132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11133 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 11139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111311ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111312ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 3 111316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 111317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 3 111318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 111319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 111320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 111322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 111323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 111325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 111326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 111328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 3 111329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 3 1114ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 11141 dws SO: the, Input: [d]
1 2 3 3 1115ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 3 11151 dws SO: the, Input: [d]
1 2 3 3 11152 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 11153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 11154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 11155 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 11156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 11157 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 11158 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 11159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 111510ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 111511ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 3 111512ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 111513ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 111514ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 111515ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 111516ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 111517ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 111518ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 111519ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 111520ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 3 111521ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 3 1116ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 11161 dws SO: the, Input: [d]
1 2 3 3 1117ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 11171 dws SO: the, Input: [d]
1 2 3 3 11172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 11173 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 11174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 11175 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 11176 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 11177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 11178 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 11179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 111710ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 111711ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 111712ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 111713ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 111714ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 111715ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 111716ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 111717ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 1118ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 11181 dws SO: the, Input: [d]
1 2 3 3 11182 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 11183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 11184 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 11185 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 1119ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 11191 dws SO: the, Input: [d]
1 2 3 3 1120ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 11201 dws SO: the, Input: [d]
1 2 3 3 1121ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 11211 dws SO: the, Input: [d]
1 2 3 3 11212 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 11213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 11214 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 11215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 11216 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 11217 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 11218 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 11219 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 1122ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 11221 dws SO: the, Input: [d]
1 2 3 3 1123ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 11231 dws SO: the, Input: [d]
1 2 3 3 11232 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 11233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 11234 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 11235 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 1124ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 3 11241 dws SO: the, Input: [d]
1 2 3 3 1125ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 3 11251 dws SO: the, Input: [d]
1 2 3 3 12ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 3 121 dws SO: the, Input: [d]
1 2 3 3 121 1 esm SO: {the,d}, Input: []
1 2 3 3 121 2 epm SO: <the,d>, Input: []
1 2 3 3 121 3 epm SO: <d,the>, Input: []
1 2 3 3 13ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 3 131 dws SO: the, Input: [d]
1 2 3 3 131 1 esm SO: {the,d}, Input: []
1 2 3 3 131 2 epm SO: <the,d>, Input: []
1 2 3 3 131 3 epm SO: <d,the>, Input: []
1 2 3 3 132 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 132 1 dws SO: the, Input: [d]
1 2 3 3 132 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 5 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 6 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 7 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 8 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 10ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 11ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 12ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 13ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 132 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 132 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 132 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 132 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 3 132 18ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 132 19ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 132 20ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 132 21ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 132 22ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 132 23ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 132 24ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 132 25ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 133 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 133 1 dws SO: the, Input: [d]
1 2 3 3 133 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 133 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 133 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 133 5 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 133 6 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 133 7 ism SO: {{book,{book,n!case}},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 133 8 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 133 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 133 10ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 133 11ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 133 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 133 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 3 133 14ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 133 15ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 133 16ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 133 17ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 133 18ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 133 19ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 133 20ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 133 21ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 134 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 134 1 dws SO: the, Input: [d]
1 2 3 3 134 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 134 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 134 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 134 5 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 134 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 134 7 ism SO: {{book,{book,n!case}},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 134 8 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 134 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 134 10ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 134 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 134 12ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 134 13ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 3 134 14ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 134 15ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 134 16ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 134 17ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 134 18ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 134 19ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 134 20ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 134 21ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 135 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 135 1 dws SO: the, Input: [d]
1 2 3 3 135 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 3 ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 5 ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 6 ism SO: {n!case,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 7 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 8 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 9 ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 10ism SO: {n!case,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 12ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 13ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 14ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 15ism SO: {n!case,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 135 16ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 135 17ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 135 18ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 135 19ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 135 20ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 135 21ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 3 135 22ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 135 23ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 135 24ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 135 25ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 135 26ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 135 27ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 135 28ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 135 29ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 136 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 136 1 dws SO: the, Input: [d]
1 2 3 3 136 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 136 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 136 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 136 5 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 136 6 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 136 7 ism SO: {{book,{book,n!case}},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 136 8 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 136 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 136 10ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 136 11ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 136 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 136 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 3 136 14ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 136 15ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 136 16ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 136 17ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 136 18ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 136 19ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 136 20ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 136 21ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 137 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 137 1 dws SO: the, Input: [d]
1 2 3 3 137 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 5 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 6 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 7 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 8 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 10ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 11ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 12ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 13ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 137 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 137 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 137 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 137 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 3 137 18ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 137 19ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 137 20ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 137 21ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 137 22ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 137 23ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 137 24ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 137 25ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 138 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 138 1 dws SO: the, Input: [d]
1 2 3 3 138 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 138 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 138 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 138 5 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 138 6 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 138 7 ism SO: {{book,{book,n!case}},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 138 8 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 138 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 138 10ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 138 11ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 138 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 138 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 3 138 14ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 138 15ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 138 16ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 138 17ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 138 18ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 138 19ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 138 20ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 138 21ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 139 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 3 139 1 dws SO: the, Input: [d]
1 2 3 3 139 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 139 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 139 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 139 5 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 139 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 139 7 ism SO: {{book,{book,n!case}},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 139 8 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 139 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 139 10ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 139 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 3 139 12ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 139 13ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 3 139 14ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 139 15ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 139 16ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 139 17ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 139 18ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 139 19ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 139 20ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 3 139 21ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 3 1310ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 13101 dws SO: the, Input: [d]
1 2 3 3 13102 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 3 13103 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 3 13104 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 13105 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 1311ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 13111 dws SO: the, Input: [d]
1 2 3 3 1312ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 13121 dws SO: the, Input: [d]
1 2 3 3 1313ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 13131 dws SO: the, Input: [d]
1 2 3 3 13132 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 13133 ism SO: {{book,n!case},<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 13134 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 13135 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 13136 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 13137 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 13138 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 13139 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 1314ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 13141 dws SO: the, Input: [d]
1 2 3 3 1315ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 13151 dws SO: the, Input: [d]
1 2 3 3 13152 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 3 13153 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 3 13154 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 13155 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 1316ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 3 13161 dws SO: the, Input: [d]
1 2 3 3 1317ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 3 13171 dws SO: the, Input: [d]
1 2 3 3 14ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 141 dws SO: the, Input: [d]
1 2 3 3 141 1 esm SO: {the,d}, Input: []
1 2 3 3 141 2 epm SO: <the,d>, Input: []
1 2 3 3 141 3 epm SO: <d,the>, Input: []
1 2 3 3 142 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 142 1 dws SO: the, Input: [d]
1 2 3 3 142 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 142 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 142 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 142 5 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 142 6 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 3 142 7 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 3 142 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 3 142 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 3 143 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 143 1 dws SO: the, Input: [d]
1 2 3 3 143 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 143 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 143 4 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 143 5 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 143 6 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 3 143 7 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 3 143 8 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 3 143 9 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 3 144 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 144 1 dws SO: the, Input: [d]
1 2 3 3 145 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 145 1 dws SO: the, Input: [d]
1 2 3 3 15ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 3 151 dws SO: the, Input: [d]
1 2 3 3 151 1 esm SO: {the,d}, Input: []
1 2 3 3 151 2 epm SO: <the,d>, Input: []
1 2 3 3 151 3 epm SO: <d,the>, Input: []
1 2 3 3 16ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 3 161 dws SO: the, Input: [d]
1 2 3 3 161 1 esm SO: {the,d}, Input: []
1 2 3 3 161 2 epm SO: <the,d>, Input: []
1 2 3 3 161 3 epm SO: <d,the>, Input: []
1 2 3 3 17ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 3 171 dws SO: the, Input: [d]
1 2 3 3 171 1 esm SO: {the,d}, Input: []
1 2 3 3 171 2 epm SO: <the,d>, Input: []
1 2 3 3 171 3 epm SO: <d,the>, Input: []
1 2 3 3 172 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 172 1 dws SO: the, Input: [d]
1 2 3 3 172 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 172 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 172 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 172 5 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 172 6 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 172 7 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 172 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 3 172 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 3 172 10ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 3 172 11ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 172 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 3 172 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 3 173 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 173 1 dws SO: the, Input: [d]
1 2 3 3 173 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 173 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 173 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 173 5 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 173 6 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 173 7 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 173 8 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 173 9 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 173 10ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 173 11ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 3 173 12ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 3 173 13ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 3 173 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 3 173 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 173 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 3 173 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 3 174 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 174 1 dws SO: the, Input: [d]
1 2 3 3 174 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 174 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 174 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 174 5 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 174 6 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 174 7 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 174 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 3 174 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 3 174 10ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 3 174 11ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 174 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 3 174 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 3 175 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 3 175 1 dws SO: the, Input: [d]
1 2 3 3 175 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 175 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 175 4 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 175 5 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 175 6 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 175 7 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 3 175 8 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 3 175 9 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 3 175 10ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 3 175 11ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 3 175 12ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 3 175 13ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 3 176 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 176 1 dws SO: the, Input: [d]
1 2 3 3 177 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 3 177 1 dws SO: the, Input: [d]
1 2 3 3 177 2 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 3 177 3 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 3 177 4 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 177 5 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 178 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 3 178 1 dws SO: the, Input: [d]
1 2 3 3 179 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 3 179 1 dws SO: the, Input: [d]
1 2 3 3 18ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 3 181 dws SO: the, Input: [d]
1 2 3 3 181 1 esm SO: {the,d}, Input: []
1 2 3 3 181 2 epm SO: <the,d>, Input: []
1 2 3 3 181 3 epm SO: <d,the>, Input: []
1 2 3 3 19ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 3 191 dws SO: the, Input: [d]
1 2 3 3 191 1 esm SO: {the,d}, Input: []
1 2 3 3 191 2 epm SO: <the,d>, Input: []
1 2 3 3 191 3 epm SO: <d,the>, Input: []
1 2 3 3 192 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 192 1 dws SO: the, Input: [d]
1 2 3 3 192 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 192 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 192 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 192 5 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 192 6 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 3 192 7 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 3 192 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 3 192 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 3 193 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 3 193 1 dws SO: the, Input: [d]
1 2 3 3 193 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 193 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 193 4 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 193 5 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 3 193 6 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 3 193 7 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 3 193 8 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 3 193 9 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 3 194 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 3 194 1 dws SO: the, Input: [d]
1 2 3 3 195 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 3 195 1 dws SO: the, Input: [d]
1 2 3 3 20ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 3 201 dws SO: the, Input: [d]
1 2 3 3 201 1 esm SO: {the,d}, Input: []
1 2 3 3 201 2 epm SO: <the,d>, Input: []
1 2 3 3 201 3 epm SO: <d,the>, Input: []
1 2 3 3 21ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 3 211 dws SO: the, Input: [d]
1 2 3 3 211 1 esm SO: {the,d}, Input: []
1 2 3 3 211 2 epm SO: <the,d>, Input: []
1 2 3 3 211 3 epm SO: <d,the>, Input: []
1 2 3 4 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [[the,d]]
1 2 3 4 1 dws SO: the, Input: [d]
1 2 3 4 1 1 esm SO: {the,d}, Input: []
1 2 3 4 1 1 1 uws SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 4 1 2 epm SO: <the,d>, Input: []
1 2 3 4 1 2 1 uws SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 4 1 3 epm SO: <d,the>, Input: []
1 2 3 4 1 3 1 uws SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 4 2 1 dws SO: the, Input: [d]
1 2 3 4 2 1 1 esm SO: {the,d}, Input: []
1 2 3 4 2 1 2 epm SO: <the,d>, Input: []
1 2 3 4 2 1 3 epm SO: <d,the>, Input: []
1 2 3 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 1 dws SO: the, Input: [d]
1 2 3 4 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 3 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 1 dws SO: the, Input: [d]
1 2 3 4 2 3 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 13ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 14ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 3 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 3 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 3 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 3 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 3 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 3 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 3 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 3 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 3 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 3 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 3 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 3 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 3 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 3 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 3 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 3 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 3 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 3 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 3 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 3 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 3 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 3 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 3 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 3 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 1 dws SO: the, Input: [d]
1 2 3 4 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 1 dws SO: the, Input: [d]
1 2 3 4 2 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 11ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 1 dws SO: the, Input: [d]
1 2 3 4 2 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 14ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 1 dws SO: the, Input: [d]
1 2 3 4 2 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 11ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 12ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 1 dws SO: the, Input: [d]
1 2 3 4 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 1 dws SO: the, Input: [d]
1 2 3 4 2 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 13ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 18ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 9 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 9 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 9 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 9 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 9 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 9 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 9 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 9 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 9 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 9 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 9 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 9 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 9 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 9 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 9 34ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 9 35ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 9 36ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 9 37ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 101 dws SO: the, Input: [d]
1 2 3 4 2 102 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 103 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 104 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 106 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 108 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 109 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1010ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1011ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1012ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1013ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1014ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1015ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1016ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1017ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 1018ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1019ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 1020ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1021ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 1022ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1023ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1024ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1025ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 1026ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1027ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1028ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1029ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 111 dws SO: the, Input: [d]
1 2 3 4 2 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 115 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1114ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 121 dws SO: the, Input: [d]
1 2 3 4 2 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 123 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1211ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1212ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 2 131 dws SO: the, Input: [d]
1 2 3 4 2 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 133 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1311ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1312ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 2 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 2 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 2 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 14ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 141 dws SO: the, Input: [d]
1 2 3 4 2 15ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 2 151 dws SO: the, Input: [d]
1 2 3 4 2 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 2 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 2 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 2 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 2 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 2 157 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 2 158 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 2 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 2 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 2 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 2 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 2 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 2 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 2 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 2 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 2 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 161 dws SO: the, Input: [d]
1 2 3 4 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 2 171 dws SO: the, Input: [d]
1 2 3 4 2 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 2 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 2 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 2 175 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 2 176 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 2 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 2 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 2 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 2 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 2 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 2 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 2 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 2 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 181 dws SO: the, Input: [d]
1 2 3 4 2 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 2 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 2 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 2 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 2 191 dws SO: the, Input: [d]
1 2 3 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 201 dws SO: the, Input: [d]
1 2 3 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 2 211 dws SO: the, Input: [d]
1 2 3 4 2 212 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 2 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 2 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 2 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 2 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 2 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 2 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 2 221 dws SO: the, Input: [d]
1 2 3 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 2 231 dws SO: the, Input: [d]
1 2 3 4 2 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 2 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 2 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 2 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 2 241 dws SO: the, Input: [d]
1 2 3 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 2 251 dws SO: the, Input: [d]
1 2 3 4 3 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 4 3 1 dws SO: the, Input: [d]
1 2 3 4 3 1 1 esm SO: {the,d}, Input: []
1 2 3 4 3 1 2 epm SO: <the,d>, Input: []
1 2 3 4 3 1 3 epm SO: <d,the>, Input: []
1 2 3 4 3 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 1 dws SO: the, Input: [d]
1 2 3 4 3 2 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 11ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 12ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 13ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 15ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 16ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 21ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 24ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 25ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 26ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 27ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 28ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 29ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 30ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 31ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 2 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 2 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 2 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 2 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 2 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 2 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 2 54ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2 55ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2 56ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2 57ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 2 58ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2 59ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2 60ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2 61ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 1 dws SO: the, Input: [d]
1 2 3 4 3 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 16ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 21ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 22ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 3 26ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 3 27ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 3 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 3 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 3 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 3 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 3 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 3 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 3 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 3 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 3 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 3 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 3 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 3 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 3 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 3 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 3 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 3 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 3 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 3 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 3 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 3 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 3 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 3 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 1 dws SO: the, Input: [d]
1 2 3 4 3 4 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 14ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 4 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 4 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 4 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 4 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 4 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 4 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 4 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 4 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 4 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 4 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 4 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 4 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 4 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 4 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 4 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 4 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 4 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 4 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 4 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 4 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 4 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 4 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 1 dws SO: the, Input: [d]
1 2 3 4 3 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 6 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 8 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 9 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 11ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 12ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 14ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 17ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 18ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 19ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 20ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 22ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 23ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 5 24ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 5 25ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 5 26ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 5 27ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 5 28ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 5 29ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 5 30ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 5 31ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 5 32ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 5 33ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 5 34ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 5 35ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 5 36ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 5 37ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 5 38ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 5 39ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 5 40ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 5 41ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 5 42ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 5 43ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 5 44ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 5 45ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 1 dws SO: the, Input: [d]
1 2 3 4 3 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 3 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 5 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 6 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 7 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 9 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 10ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 11ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 13ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 15ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 16ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 17ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 18ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 20ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 21ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 22ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 24ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 25ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 26ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 27ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 6 28ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 6 29ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 6 30ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 6 31ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 6 32ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 6 33ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 6 34ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 6 35ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 6 36ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 6 37ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 6 38ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 6 39ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 6 40ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 6 41ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 6 42ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 6 43ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 6 44ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 6 45ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 6 46ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 6 47ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 6 48ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 6 49ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 6 50ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 6 51ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 6 52ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 6 53ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 1 dws SO: the, Input: [d]
1 2 3 4 3 7 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 14ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 7 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 7 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 7 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 7 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 7 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 7 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 7 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 7 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 7 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 7 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 7 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 7 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 7 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 7 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 7 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 7 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 7 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 7 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 7 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 7 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 7 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 7 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 1 dws SO: the, Input: [d]
1 2 3 4 3 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 16ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 21ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 22ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 8 26ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 8 27ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 8 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 8 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 8 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 8 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 8 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 8 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 8 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 8 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 8 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 8 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 8 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 8 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 8 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 8 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 8 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 8 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 8 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 8 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 8 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 8 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 8 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 8 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 1 dws SO: the, Input: [d]
1 2 3 4 3 9 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 14ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 9 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 9 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 9 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 9 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 9 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 9 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 9 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 9 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 9 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 9 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 9 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 9 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 9 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 9 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 9 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 9 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 9 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 9 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 9 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 9 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 9 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 9 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 101 dws SO: the, Input: [d]
1 2 3 4 3 102 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 103 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 104 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 106 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 107 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 108 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 109 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1011ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1012ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1013ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1014ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1015ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1017ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1018ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1019ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1020ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1021ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1022ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1023ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1024ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1025ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 1026ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1027ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1028ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1029ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1030ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1031ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1032ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1033ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1034ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1035ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 1036ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1037ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1038ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1039ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1040ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1041ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1042ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1043ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1044ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1045ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 11ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 111 dws SO: the, Input: [d]
1 2 3 4 3 112 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 113 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 114 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 115 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 116 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 117 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 118 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 119 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1110ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1111ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1112ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1113ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1114ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1115ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1116ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1117ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1118ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1119ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1120ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1121ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1122ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1123ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1124ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1125ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1126ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1127ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1128ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1129ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1130ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1131ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1132ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1133ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1134ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 1135ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1136ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1137ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1138ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1139ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1140ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1141ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1142ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1143ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1144ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1145ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 1146ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1147ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1148ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1149ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1150ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1151ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1152ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1153ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1154ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1155ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 1156ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1157ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1158ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1159ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1160ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1161ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1162ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1163ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1164ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1165ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 121 dws SO: the, Input: [d]
1 2 3 4 3 122 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 123 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 124 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 125 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 126 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 127 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 128 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 129 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1210ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1211ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1212ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1213ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1214ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1215ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1216ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1217ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1218ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1219ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1220ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1221ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1222ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1223ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1224ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1225ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 1226ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1227ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1228ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1229ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1230ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1231ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1232ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1233ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1234ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1235ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 1236ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1237ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1238ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1239ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1240ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1241ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1242ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1243ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1244ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1245ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 131 dws SO: the, Input: [d]
1 2 3 4 3 132 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 133 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 134 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 135 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 136 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 137 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 138 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 139 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1310ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1311ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1312ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1313ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1314ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1315ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1316ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1317ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1318ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1319ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1320ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1321ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1322ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1323ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1324ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1325ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1326ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1327ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1328ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1329ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1330ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1331ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1332ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1333ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1334ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1335ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1336ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1337ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1338ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1339ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1340ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1341ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 1342ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1343ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1344ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1345ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1346ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1347ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1348ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1349ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1350ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1351ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 1352ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1353ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1354ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1355ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1356ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1357ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1358ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1359ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1360ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1361ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 141 dws SO: the, Input: [d]
1 2 3 4 3 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 143 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 145 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 146 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 148 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1410ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1411ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1413ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1415ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1416ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1417ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1419ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1421ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1422ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1423ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1424ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1425ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1426ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1427ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1428ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1429ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 1430ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1431ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1432ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1433ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1434ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1435ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1436ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1437ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1438ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1439ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 1440ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1441ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1442ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1443ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1444ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1445ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1446ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1447ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1448ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1449ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 151 dws SO: the, Input: [d]
1 2 3 4 3 152 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 153 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 154 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 155 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 156 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 157 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 158 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 159 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1510ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1511ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1512ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1513ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1514ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1515ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1516ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1517ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1518ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1519ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1520ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1521ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1522ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1523ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1524ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1525ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 1526ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1527ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1528ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1529ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1530ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1531ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1532ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1533ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1534ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1535ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 1536ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1537ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1538ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1539ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1540ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1541ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1542ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1543ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1544ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1545ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 161 dws SO: the, Input: [d]
1 2 3 4 3 162 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 163 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 164 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 166 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 167 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 168 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 169 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1611ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1612ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1613ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1614ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1615ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1617ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1618ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1619ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1620ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1621ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1622ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1623ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1624ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1625ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 1626ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1627ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1628ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1629ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1630ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1631ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1632ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1633ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1634ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1635ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 1636ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1637ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1638ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1639ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1640ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1641ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1642ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1643ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1644ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1645ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 17ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 171 dws SO: the, Input: [d]
1 2 3 4 3 172 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 173 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 174 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 175 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 176 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 177 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 178 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 179 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1710ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1711ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1712ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1713ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1714ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1715ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1716ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1717ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1718ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1719ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1720ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1721ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1722ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1723ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1724ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1725ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1726ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1727ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1728ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1729ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1730ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1731ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1732ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1733ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 1734ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1735ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1736ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1737ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1738ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1739ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1740ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1741ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1742ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1743ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 1744ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1745ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1746ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1747ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1748ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1749ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1750ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1751ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1752ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1753ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 18ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 181 dws SO: the, Input: [d]
1 2 3 4 3 182 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 183 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 184 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 185 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 186 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 187 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 188 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 189 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1810ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1811ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1812ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1813ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1814ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1815ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1816ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1817ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1818ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1819ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1820ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1821ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1822ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1823ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1824ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1825ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 1826ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1827ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1828ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1829ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1830ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1831ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1832ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1833ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1834ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1835ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 1836ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1837ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1838ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1839ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1840ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1841ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1842ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1843ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1844ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1845ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 19ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 191 dws SO: the, Input: [d]
1 2 3 4 3 192 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 193 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 194 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 195 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 196 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 197 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 198 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 199 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1910ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1911ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1912ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1913ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1914ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1915ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1916ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1917ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1918ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1919ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1920ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1921ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1922ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1923ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1924ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1925ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 1926ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1927ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1928ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1929ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 1930ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1931ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1932ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1933ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1934ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1935ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1936ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1937ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1938ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1939ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 1940ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1941ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 1942ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1943ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1944ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 1945ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 1946ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1947ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 1948ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 1949ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 201 dws SO: the, Input: [d]
1 2 3 4 3 202 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 203 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 204 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 205 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 206 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 207 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 208 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 209 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2010ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2011ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2012ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2013ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2014ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2015ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2016ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2017ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2018ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2019ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2020ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2021ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2022ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2023ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2024ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2025ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 2026ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 2027ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2028ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2029ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2030ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 2031ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2032ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2033ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2034ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2035ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 2036ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2037ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 2038ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2039ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2040ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2041ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 2042ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2043ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2044ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2045ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 21ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 3 211 dws SO: the, Input: [d]
1 2 3 4 3 212 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 213 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 214 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 215 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 216 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 217 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 218 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 219 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2110ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2111ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2112ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2113ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2114ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2115ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2116ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2117ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2118ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2119ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2120ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2121ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2122ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2123ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 3 2124ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2125ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 3 2126ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 2127ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2128ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2129ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2130ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 2131ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2132ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2133ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2134ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2135ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 2136ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2137ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 2138ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2139ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2140ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 2141ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 2142ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2143ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2144ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 3 2145ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 22ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 221 dws SO: the, Input: [d]
1 2 3 4 3 222 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 223 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 224 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 225 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 226 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 227 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 228 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 229 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 2210ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2211ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 3 2212ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 3 2213ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 2214ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 3 2215ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 2216ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 3 2217ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 3 23ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 231 dws SO: the, Input: [d]
1 2 3 4 3 232 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 3 233 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 3 234 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 3 235 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 3 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 3 241 dws SO: the, Input: [d]
1 2 3 4 3 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 251 dws SO: the, Input: [d]
1 2 3 4 3 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 261 dws SO: the, Input: [d]
1 2 3 4 3 262 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 3 263 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 3 264 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 3 265 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 3 266 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 3 267 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 268 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 3 269 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 3 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 3 271 dws SO: the, Input: [d]
1 2 3 4 3 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 281 dws SO: the, Input: [d]
1 2 3 4 3 282 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 3 283 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 3 284 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 3 285 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 3 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 3 291 dws SO: the, Input: [d]
1 2 3 4 3 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 301 dws SO: the, Input: [d]
1 2 3 4 3 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 3 311 dws SO: the, Input: [d]
1 2 3 4 3 312 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 3 313 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 3 314 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 3 315 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 3 316 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 3 317 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 3 318 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 3 319 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 3 3110ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 3 3111ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 3 3112ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 3 3113ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 3114ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 3115ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 3 3116ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 3 3117ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 3118ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 3 3119ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 3120ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 3 3121ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 3 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 321 dws SO: the, Input: [d]
1 2 3 4 3 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 3 331 dws SO: the, Input: [d]
1 2 3 4 3 332 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 333 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 334 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 335 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 336 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 337 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 338 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 339 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 3 3310ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 3311ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 3 3312ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 3 3313ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 3314ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 3 3315ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 3316ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 3 3317ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 3 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 341 dws SO: the, Input: [d]
1 2 3 4 3 342 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 3 343 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 3 344 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 3 345 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 3 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 3 351 dws SO: the, Input: [d]
1 2 3 4 3 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 361 dws SO: the, Input: [d]
1 2 3 4 3 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 3 371 dws SO: the, Input: [d]
1 2 3 4 3 372 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 3 373 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 3 374 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 3 375 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 3 376 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 3 377 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 378 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 3 379 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 3 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 3 381 dws SO: the, Input: [d]
1 2 3 4 3 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 3 391 dws SO: the, Input: [d]
1 2 3 4 3 392 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 3 393 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 3 394 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 3 395 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 3 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 3 401 dws SO: the, Input: [d]
1 2 3 4 3 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 3 411 dws SO: the, Input: [d]
1 2 3 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 4 4 1 dws SO: the, Input: [d]
1 2 3 4 4 1 1 esm SO: {the,d}, Input: []
1 2 3 4 4 1 2 epm SO: <the,d>, Input: []
1 2 3 4 4 1 3 epm SO: <d,the>, Input: []
1 2 3 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 1 dws SO: the, Input: [d]
1 2 3 4 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 1 dws SO: the, Input: [d]
1 2 3 4 4 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 14ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 3 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 3 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 3 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 3 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 3 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 3 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 3 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 3 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 3 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 3 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 3 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 3 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 3 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 3 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 3 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 3 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 1 dws SO: the, Input: [d]
1 2 3 4 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 4 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 4 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 4 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 4 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 1 dws SO: the, Input: [d]
1 2 3 4 4 5 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 13ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 14ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 15ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 17ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 18ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 20ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 21ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 22ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 23ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 25ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 26ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 27ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 5 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 5 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 5 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 5 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 5 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 5 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 5 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 5 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 5 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 5 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 5 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 5 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 5 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 5 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 5 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 5 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 5 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 5 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 5 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 5 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 5 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 5 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 5 50ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 5 51ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 5 52ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 5 53ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 1 dws SO: the, Input: [d]
1 2 3 4 4 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 6 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 6 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 6 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 6 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 1 dws SO: the, Input: [d]
1 2 3 4 4 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 11ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 1 dws SO: the, Input: [d]
1 2 3 4 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 8 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 8 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 1 dws SO: the, Input: [d]
1 2 3 4 4 9 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 14ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 9 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 9 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 9 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 9 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 9 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 9 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 9 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 9 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 9 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 9 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 9 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 9 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 9 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 9 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 9 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 9 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 101 dws SO: the, Input: [d]
1 2 3 4 4 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 103 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 107 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1011ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1016ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1017ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1018ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1019ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 1020ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1021ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1022ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1023ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 1024ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1025ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 1026ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1027ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1028ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1029ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 1030ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1031ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1032ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1033ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 111 dws SO: the, Input: [d]
1 2 3 4 4 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 117 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1111ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1112ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1114ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1115ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 12ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 121 dws SO: the, Input: [d]
1 2 3 4 4 122 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 123 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 125 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 127 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1210ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1211ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1214ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1215ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1216ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1217ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1218ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1219ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 1220ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1221ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1222ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1223ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 1224ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1225ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 1226ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1227ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1228ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1229ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 1230ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1231ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1232ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1233ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 13ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 131 dws SO: the, Input: [d]
1 2 3 4 4 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 133 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 135 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 137 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 139 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1310ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1313ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1316ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1318ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1320ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1321ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1322ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1323ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 1324ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1325ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1326ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1327ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 1328ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1329ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 1330ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1331ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1332ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1333ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 1334ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1335ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1336ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1337ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 141 dws SO: the, Input: [d]
1 2 3 4 4 142 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 143 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 145 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 146 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 147 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 148 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1411ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1412ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1414ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1415ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1416ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1417ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1418ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1419ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 1420ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1421ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1422ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1423ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 1424ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1425ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 1426ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1427ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1428ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1429ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 1430ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1431ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1432ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1433ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 15ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 4 151 dws SO: the, Input: [d]
1 2 3 4 4 152 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 153 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 155 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 156 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 157 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 158 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1511ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1512ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1514ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1516ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1517ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 4 1518ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1519ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 4 1520ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1521ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1522ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1523ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 1524ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1525ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 1526ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1527ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1528ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 1529ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 1530ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1531ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1532ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 4 1533ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 16ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 161 dws SO: the, Input: [d]
1 2 3 4 4 162 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 4 163 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 4 164 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 4 165 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 4 17ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 4 171 dws SO: the, Input: [d]
1 2 3 4 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 181 dws SO: the, Input: [d]
1 2 3 4 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 4 191 dws SO: the, Input: [d]
1 2 3 4 4 192 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 4 193 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 4 194 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 4 195 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 4 196 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 4 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 4 198 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 4 199 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 4 1910ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 4 1911ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 4 1912ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 4 1913ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 1914ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1915ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 4 1916ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 4 1917ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 1918ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 4 1919ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 1920ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 4 1921ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 201 dws SO: the, Input: [d]
1 2 3 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 4 211 dws SO: the, Input: [d]
1 2 3 4 4 212 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 4 213 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 4 214 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 4 215 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 4 216 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 4 217 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 4 218 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 4 219 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 4 2110ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 2111ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 4 2112ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 4 2113ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 2114ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 4 2115ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 2116ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 4 2117ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 221 dws SO: the, Input: [d]
1 2 3 4 4 222 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 4 223 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 4 224 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 4 225 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 4 231 dws SO: the, Input: [d]
1 2 3 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 241 dws SO: the, Input: [d]
1 2 3 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 4 251 dws SO: the, Input: [d]
1 2 3 4 4 252 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 4 253 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 4 254 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 4 255 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 4 256 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 4 257 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 258 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 4 259 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 4 261 dws SO: the, Input: [d]
1 2 3 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 4 271 dws SO: the, Input: [d]
1 2 3 4 4 272 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 4 273 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 4 274 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 4 275 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 4 281 dws SO: the, Input: [d]
1 2 3 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 4 291 dws SO: the, Input: [d]
1 2 3 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 4 5 1 dws SO: the, Input: [d]
1 2 3 4 5 1 1 esm SO: {the,d}, Input: []
1 2 3 4 5 1 2 epm SO: <the,d>, Input: []
1 2 3 4 5 1 3 epm SO: <d,the>, Input: []
1 2 3 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 1 dws SO: the, Input: [d]
1 2 3 4 5 2 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 2 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 2 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 2 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 2 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 2 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 2 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 2 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 2 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 2 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 2 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 2 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 2 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 2 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 2 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 3 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 1 dws SO: the, Input: [d]
1 2 3 4 5 3 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 13ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 14ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 3 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 3 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 3 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 3 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 3 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 3 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 3 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 3 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 3 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 3 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 3 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 3 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 3 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 3 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 3 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 3 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 3 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 3 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 3 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 3 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 3 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 3 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 3 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 3 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 1 dws SO: the, Input: [d]
1 2 3 4 5 4 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 4 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 4 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 4 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 4 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 4 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 4 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 4 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 4 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 4 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 4 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 4 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 4 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 4 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 4 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 1 dws SO: the, Input: [d]
1 2 3 4 5 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 11ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 1 dws SO: the, Input: [d]
1 2 3 4 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 5 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 14ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 6 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 6 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 6 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 6 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 6 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 6 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 6 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 6 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 6 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 6 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 6 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 6 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 6 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 6 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 6 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 6 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 1 dws SO: the, Input: [d]
1 2 3 4 5 7 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 7 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 7 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 7 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 7 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 7 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 7 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 7 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 7 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 7 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 7 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 7 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 7 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 7 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 7 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 1 dws SO: the, Input: [d]
1 2 3 4 5 8 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 8 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 8 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 8 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 8 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 8 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 8 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 8 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 8 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 8 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 8 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 8 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 8 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 8 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 8 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 9 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 1 dws SO: the, Input: [d]
1 2 3 4 5 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 7 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 13ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 18ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 9 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 9 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 9 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 9 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 9 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 9 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 9 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 9 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 9 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 9 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 9 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 9 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 9 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 9 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 9 34ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 9 35ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 9 36ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 9 37ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 101 dws SO: the, Input: [d]
1 2 3 4 5 102 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 103 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 104 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 106 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 108 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 109 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1010ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1011ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1012ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1013ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1014ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1015ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1016ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1017ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 1018ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1019ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 1020ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 1021ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 1022ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1023ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1024ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 1025ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 1026ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1027ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1028ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1029ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 11ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 111 dws SO: the, Input: [d]
1 2 3 4 5 112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 115 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1114ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 1121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 1122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 1124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 1125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 1126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 1129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 1130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 121 dws SO: the, Input: [d]
1 2 3 4 5 122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 123 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1211ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1212ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1214ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1216ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1217ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 1218ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1219ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 1220ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 1221ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 1222ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1223ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1224ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 1225ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 1226ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1227ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1228ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1229ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 13ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 5 131 dws SO: the, Input: [d]
1 2 3 4 5 132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 133 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1311ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1312ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 5 1316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 1317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 5 1318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 1320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 1321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 1322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 1325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 1326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 5 1329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 14ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 5 141 dws SO: the, Input: [d]
1 2 3 4 5 15ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 5 151 dws SO: the, Input: [d]
1 2 3 4 5 152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 5 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 5 154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 5 155 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 5 156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 5 157 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 5 158 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 5 159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 5 1510ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 5 1511ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 5 1512ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 5 1513ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 1514ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1515ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 5 1516ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 5 1517ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 1518ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 5 1519ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1520ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 5 1521ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 5 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 161 dws SO: the, Input: [d]
1 2 3 4 5 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 5 171 dws SO: the, Input: [d]
1 2 3 4 5 172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 5 173 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 5 174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 5 175 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 5 176 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 5 177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 5 178 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 5 179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 5 1710ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1711ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 5 1712ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 5 1713ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 1714ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 5 1715ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 1716ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 5 1717ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 181 dws SO: the, Input: [d]
1 2 3 4 5 182 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 5 183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 5 184 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 5 185 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 5 191 dws SO: the, Input: [d]
1 2 3 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 201 dws SO: the, Input: [d]
1 2 3 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 5 211 dws SO: the, Input: [d]
1 2 3 4 5 212 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 5 213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 5 214 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 5 215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 5 216 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 5 217 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 218 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 5 219 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 5 221 dws SO: the, Input: [d]
1 2 3 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 5 231 dws SO: the, Input: [d]
1 2 3 4 5 232 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 5 233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 5 234 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 5 235 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 5 241 dws SO: the, Input: [d]
1 2 3 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 5 251 dws SO: the, Input: [d]
1 2 3 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 4 6 1 dws SO: the, Input: [d]
1 2 3 4 6 1 1 esm SO: {the,d}, Input: []
1 2 3 4 6 1 2 epm SO: <the,d>, Input: []
1 2 3 4 6 1 3 epm SO: <d,the>, Input: []
1 2 3 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 1 dws SO: the, Input: [d]
1 2 3 4 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 3 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 1 dws SO: the, Input: [d]
1 2 3 4 6 3 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 13ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 14ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 3 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 3 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 3 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 3 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 3 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 3 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 3 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 3 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 3 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 3 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 3 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 3 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 3 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 3 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 3 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 3 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 3 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 3 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 3 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 3 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 3 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 3 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 3 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 3 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 1 dws SO: the, Input: [d]
1 2 3 4 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 1 dws SO: the, Input: [d]
1 2 3 4 6 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 11ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 1 dws SO: the, Input: [d]
1 2 3 4 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 14ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 1 dws SO: the, Input: [d]
1 2 3 4 6 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 11ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 12ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 1 dws SO: the, Input: [d]
1 2 3 4 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 1 dws SO: the, Input: [d]
1 2 3 4 6 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 13ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 18ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 9 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 9 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 9 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 9 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 9 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 9 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 9 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 9 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 9 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 9 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 9 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 9 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 9 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 9 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 9 34ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 9 35ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 9 36ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 9 37ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 101 dws SO: the, Input: [d]
1 2 3 4 6 102 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 103 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 104 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 106 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 108 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 109 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1010ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1011ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1012ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1013ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1014ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1015ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1016ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1017ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 1018ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1019ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 1020ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1021ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 1022ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1023ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1024ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1025ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 1026ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1027ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1028ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1029ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 111 dws SO: the, Input: [d]
1 2 3 4 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 115 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1114ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 121 dws SO: the, Input: [d]
1 2 3 4 6 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 123 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1211ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1212ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 6 131 dws SO: the, Input: [d]
1 2 3 4 6 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 133 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1311ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1312ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 6 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 6 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 6 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 14ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 141 dws SO: the, Input: [d]
1 2 3 4 6 15ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 6 151 dws SO: the, Input: [d]
1 2 3 4 6 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 6 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 6 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 6 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 6 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 6 157 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 6 158 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 6 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 6 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 6 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 6 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 6 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 6 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 6 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 6 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 6 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 161 dws SO: the, Input: [d]
1 2 3 4 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 6 171 dws SO: the, Input: [d]
1 2 3 4 6 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 6 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 6 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 6 175 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 6 176 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 6 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 6 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 6 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 6 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 6 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 6 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 6 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 6 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 181 dws SO: the, Input: [d]
1 2 3 4 6 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 6 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 6 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 6 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 6 191 dws SO: the, Input: [d]
1 2 3 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 201 dws SO: the, Input: [d]
1 2 3 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 6 211 dws SO: the, Input: [d]
1 2 3 4 6 212 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 6 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 6 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 6 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 6 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 6 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 6 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 6 221 dws SO: the, Input: [d]
1 2 3 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 6 231 dws SO: the, Input: [d]
1 2 3 4 6 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 6 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 6 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 6 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 6 241 dws SO: the, Input: [d]
1 2 3 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 6 251 dws SO: the, Input: [d]
1 2 3 4 7 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 4 7 1 dws SO: the, Input: [d]
1 2 3 4 7 1 1 esm SO: {the,d}, Input: []
1 2 3 4 7 1 2 epm SO: <the,d>, Input: []
1 2 3 4 7 1 3 epm SO: <d,the>, Input: []
1 2 3 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 1 dws SO: the, Input: [d]
1 2 3 4 7 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 7 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 1 dws SO: the, Input: [d]
1 2 3 4 7 3 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 3 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 13ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 18ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 19ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 3 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 3 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 3 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 3 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 3 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 3 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 3 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 3 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 3 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 3 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 3 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 3 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 3 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 3 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 3 34ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 3 35ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 3 36ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 3 37ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 1 dws SO: the, Input: [d]
1 2 3 4 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 5 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 11ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 12ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 21ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 1 dws SO: the, Input: [d]
1 2 3 4 7 5 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 3 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 13ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 18ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 19ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 5 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 5 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 5 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 5 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 5 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 5 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 5 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 5 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 5 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 5 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 5 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 5 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 5 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 5 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 5 34ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 5 35ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 5 36ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 5 37ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 1 dws SO: the, Input: [d]
1 2 3 4 7 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 3 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 17ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 19ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 6 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 6 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 6 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 6 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 6 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 6 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 6 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 6 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 6 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 6 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 6 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 6 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 6 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 6 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 6 34ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 6 35ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 6 36ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 6 37ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 1 dws SO: the, Input: [d]
1 2 3 4 7 7 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 13ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 14ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 15ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 16ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 17ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 18ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 19ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 22ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 23ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 24ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 25ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 26ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 27ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 28ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 29ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 7 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 7 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 7 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 7 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 7 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 7 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 7 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 7 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 7 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 7 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 7 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 7 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 7 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 7 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 7 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 7 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 7 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 7 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 7 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 7 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 7 50ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 7 51ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 7 52ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 7 53ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 7 54ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 7 55ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 7 56ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 7 57ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 1 dws SO: the, Input: [d]
1 2 3 4 7 8 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 3 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 13ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 17ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 18ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 19ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 8 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 8 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 8 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 8 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 8 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 8 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 8 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 8 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 8 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 8 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 8 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 8 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 8 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 8 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 8 34ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 8 35ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 8 36ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 8 37ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 1 dws SO: the, Input: [d]
1 2 3 4 7 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 11ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 12ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 17ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 10ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 101 dws SO: the, Input: [d]
1 2 3 4 7 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 105 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1011ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1012ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1017ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1018ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1019ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1020ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1021ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1022ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1023ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1024ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1025ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 111 dws SO: the, Input: [d]
1 2 3 4 7 112 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 113 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 115 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 117 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 118 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 119 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1110ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1113ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1114ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1115ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1116ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1117ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1118ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1119ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1120ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1121ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 1122ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1123ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1124ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1125ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1126ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1127ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 1128ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1129ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 1130ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1131ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1132ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1133ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1134ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1135ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1136ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1137ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 121 dws SO: the, Input: [d]
1 2 3 4 7 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 123 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 125 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 127 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 129 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1210ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1213ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1215ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1216ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1217ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1218ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1219ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1220ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1221ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 1222ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1223ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1224ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1225ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1226ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1227ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 1228ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1229ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 1230ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1231ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1232ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1233ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1234ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1235ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1236ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1237ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 131 dws SO: the, Input: [d]
1 2 3 4 7 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 137 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 138 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1310ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1312ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1313ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1314ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1316ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1317ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1318ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1324ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1325ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1326ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1327ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1328ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1329ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 1330ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1331ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1332ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1333ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1334ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1335ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 1336ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1337ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 1338ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1339ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1340ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1341ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1342ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1343ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1344ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1345ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 141 dws SO: the, Input: [d]
1 2 3 4 7 142 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 143 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 145 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 147 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 148 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 149 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1410ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1412ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1413ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1414ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1416ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1417ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1418ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1419ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1420ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1421ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 1422ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1423ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1424ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1425ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1426ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1427ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 1428ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1429ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 1430ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1431ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1432ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1433ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1434ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1435ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1436ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1437ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 151 dws SO: the, Input: [d]
1 2 3 4 7 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 153 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 154 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 155 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 156 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 157 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 158 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 159 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1510ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1511ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1512ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1514ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1515ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1516ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1518ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1520ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1521ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1522ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1523ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1524ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1525ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 1526ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1527ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1528ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1529ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1530ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1531ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 1532ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1533ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 1534ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1535ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1536ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1537ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1538ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1539ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1540ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1541ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 161 dws SO: the, Input: [d]
1 2 3 4 7 162 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 163 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 165 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 167 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 168 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 169 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1610ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1612ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1613ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1614ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1616ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1617ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1618ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1619ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1620ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1621ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 1622ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1623ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1624ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1625ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1626ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1627ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 1628ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1629ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 1630ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1631ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1632ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1633ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1634ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1635ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1636ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1637ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 7 171 dws SO: the, Input: [d]
1 2 3 4 7 172 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 173 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 174 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 175 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 176 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 177 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 178 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 179 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1710ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1712ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1713ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1714ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1716ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1717ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1718ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1719ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 7 1720ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1721ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 7 1722ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1723ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1724ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1725ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1726ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1727ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 1728ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1729ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 1730ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1731ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1732ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 1733ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 1734ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1735ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 1736ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 7 1737ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 18ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 181 dws SO: the, Input: [d]
1 2 3 4 7 182 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 7 183 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 7 184 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 7 185 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 7 186 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 7 187 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 188 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 7 189 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 7 19ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 7 191 dws SO: the, Input: [d]
1 2 3 4 7 20ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 201 dws SO: the, Input: [d]
1 2 3 4 7 202 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 7 203 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 7 204 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 7 205 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 7 21ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 7 211 dws SO: the, Input: [d]
1 2 3 4 7 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 221 dws SO: the, Input: [d]
1 2 3 4 7 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 7 231 dws SO: the, Input: [d]
1 2 3 4 7 232 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 7 233 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 7 234 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 7 235 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 7 236 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 7 237 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 7 238 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 7 239 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 7 2310ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 7 2311ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 7 2312ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 7 2313ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 2314ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 2315ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 7 2316ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 7 2317ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 2318ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 7 2319ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 2320ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 7 2321ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 7 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 241 dws SO: the, Input: [d]
1 2 3 4 7 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 7 251 dws SO: the, Input: [d]
1 2 3 4 7 252 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 7 253 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 7 254 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 7 255 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 7 256 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 7 257 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 7 258 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 7 259 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 7 2510ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 2511ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 7 2512ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 7 2513ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 2514ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 7 2515ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 2516ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 7 2517ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 7 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 261 dws SO: the, Input: [d]
1 2 3 4 7 262 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 7 263 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 7 264 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 7 265 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 7 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 7 271 dws SO: the, Input: [d]
1 2 3 4 7 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 281 dws SO: the, Input: [d]
1 2 3 4 7 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 7 291 dws SO: the, Input: [d]
1 2 3 4 7 292 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 7 293 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 7 294 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 7 295 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 7 296 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 7 297 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 298 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 7 299 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 7 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 7 301 dws SO: the, Input: [d]
1 2 3 4 7 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 7 311 dws SO: the, Input: [d]
1 2 3 4 7 312 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 7 313 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 7 314 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 7 315 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 7 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 7 321 dws SO: the, Input: [d]
1 2 3 4 7 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 7 331 dws SO: the, Input: [d]
1 2 3 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 4 8 1 dws SO: the, Input: [d]
1 2 3 4 8 1 1 esm SO: {the,d}, Input: []
1 2 3 4 8 1 2 epm SO: <the,d>, Input: []
1 2 3 4 8 1 3 epm SO: <d,the>, Input: []
1 2 3 4 8 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 1 dws SO: the, Input: [d]
1 2 3 4 8 2 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 2 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 2 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 2 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 2 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 2 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 2 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 2 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 2 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 2 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 2 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 2 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 2 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 2 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 2 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 3 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 1 dws SO: the, Input: [d]
1 2 3 4 8 3 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 13ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 14ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 3 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 3 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 3 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 3 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 3 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 3 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 3 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 3 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 3 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 3 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 3 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 3 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 3 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 3 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 3 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 3 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 3 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 3 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 3 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 3 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 3 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 3 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 3 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 3 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 1 dws SO: the, Input: [d]
1 2 3 4 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 4 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 4 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 4 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 4 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 4 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 4 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 4 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 4 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 4 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 4 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 4 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 4 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 4 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 4 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 1 dws SO: the, Input: [d]
1 2 3 4 8 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 11ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 1 dws SO: the, Input: [d]
1 2 3 4 8 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 5 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 14ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 6 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 6 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 6 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 6 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 6 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 6 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 6 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 6 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 6 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 6 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 6 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 6 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 6 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 6 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 6 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 6 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 1 dws SO: the, Input: [d]
1 2 3 4 8 7 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 7 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 7 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 7 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 7 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 7 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 7 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 7 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 7 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 7 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 7 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 7 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 7 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 7 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 7 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 1 dws SO: the, Input: [d]
1 2 3 4 8 8 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 8 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 8 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 8 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 8 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 8 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 8 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 8 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 8 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 8 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 8 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 8 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 8 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 8 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 8 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 1 dws SO: the, Input: [d]
1 2 3 4 8 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 7 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 13ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 18ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 9 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 9 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 9 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 9 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 9 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 9 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 9 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 9 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 9 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 9 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 9 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 9 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 9 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 9 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 9 34ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 9 35ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 9 36ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 9 37ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 101 dws SO: the, Input: [d]
1 2 3 4 8 102 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 103 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 104 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 106 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 108 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 109 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1010ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1011ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1012ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1013ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1014ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1015ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1016ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1017ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 1018ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1019ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 1020ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 1021ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 1022ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1023ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1024ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 1025ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 1026ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1027ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1028ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1029ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 11ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 111 dws SO: the, Input: [d]
1 2 3 4 8 112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 115 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1114ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 1121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 1122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 1124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 1125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 1126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 1129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 1130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 121 dws SO: the, Input: [d]
1 2 3 4 8 122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 123 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1211ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1212ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1214ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1216ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1217ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 1218ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1219ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 1220ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 1221ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 1222ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1223ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1224ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 1225ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 1226ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1227ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1228ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1229ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 13ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 8 131 dws SO: the, Input: [d]
1 2 3 4 8 132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 133 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1311ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1312ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 8 1316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 1317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 8 1318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 1320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 1321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 1322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 1325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 1326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 8 1329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 14ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 8 141 dws SO: the, Input: [d]
1 2 3 4 8 15ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 8 151 dws SO: the, Input: [d]
1 2 3 4 8 152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 8 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 8 154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 8 155 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 8 156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 8 157 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 8 158 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 8 159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 8 1510ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 8 1511ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 8 1512ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 8 1513ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 1514ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1515ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 8 1516ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 8 1517ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 1518ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 8 1519ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1520ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 8 1521ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 8 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 161 dws SO: the, Input: [d]
1 2 3 4 8 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 8 171 dws SO: the, Input: [d]
1 2 3 4 8 172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 8 173 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 8 174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 8 175 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 8 176 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 8 177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 8 178 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 8 179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 8 1710ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1711ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 8 1712ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 8 1713ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 1714ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 8 1715ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 1716ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 8 1717ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 8 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 181 dws SO: the, Input: [d]
1 2 3 4 8 182 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 8 183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 8 184 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 8 185 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 8 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 8 191 dws SO: the, Input: [d]
1 2 3 4 8 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 201 dws SO: the, Input: [d]
1 2 3 4 8 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 8 211 dws SO: the, Input: [d]
1 2 3 4 8 212 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 8 213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 8 214 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 8 215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 8 216 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 8 217 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 218 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 8 219 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 8 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 8 221 dws SO: the, Input: [d]
1 2 3 4 8 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 8 231 dws SO: the, Input: [d]
1 2 3 4 8 232 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 8 233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 8 234 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 8 235 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 8 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 8 241 dws SO: the, Input: [d]
1 2 3 4 8 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 8 251 dws SO: the, Input: [d]
1 2 3 4 9 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 4 9 1 dws SO: the, Input: [d]
1 2 3 4 9 1 1 esm SO: {the,d}, Input: []
1 2 3 4 9 1 2 epm SO: <the,d>, Input: []
1 2 3 4 9 1 3 epm SO: <d,the>, Input: []
1 2 3 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 1 dws SO: the, Input: [d]
1 2 3 4 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 1 dws SO: the, Input: [d]
1 2 3 4 9 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 14ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 3 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 3 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 3 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 3 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 3 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 3 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 3 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 3 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 3 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 3 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 3 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 3 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 3 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 3 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 3 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 3 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 1 dws SO: the, Input: [d]
1 2 3 4 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 4 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 4 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 4 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 4 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 1 dws SO: the, Input: [d]
1 2 3 4 9 5 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 13ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 14ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 15ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 17ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 18ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 20ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 21ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 22ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 23ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 25ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 26ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 27ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 5 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 5 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 5 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 5 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 5 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 5 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 5 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 5 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 5 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 5 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 5 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 5 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 5 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 5 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 5 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 5 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 5 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 5 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 5 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 5 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 5 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 5 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 5 50ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 5 51ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 5 52ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 5 53ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 1 dws SO: the, Input: [d]
1 2 3 4 9 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 6 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 6 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 6 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 6 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 1 dws SO: the, Input: [d]
1 2 3 4 9 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 11ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 1 dws SO: the, Input: [d]
1 2 3 4 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 8 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 8 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 8 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 8 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 8 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 8 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 8 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 8 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 8 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 8 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 8 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 8 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 8 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 8 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 8 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 8 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 8 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 8 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 1 dws SO: the, Input: [d]
1 2 3 4 9 9 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 14ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 9 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 9 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 9 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 9 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 9 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 9 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 9 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 9 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 9 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 9 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 9 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 9 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 9 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 9 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 9 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 9 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 101 dws SO: the, Input: [d]
1 2 3 4 9 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 103 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 107 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1011ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1016ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1017ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1018ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1019ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 1020ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1021ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1022ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1023ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 1024ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1025ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 1026ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1027ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1028ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1029ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 1030ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1031ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1032ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1033ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 111 dws SO: the, Input: [d]
1 2 3 4 9 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 117 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1111ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1112ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1114ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1115ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 12ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 121 dws SO: the, Input: [d]
1 2 3 4 9 122 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 123 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 125 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 127 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1210ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1211ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1214ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1215ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1216ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1217ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1218ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1219ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 1220ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1221ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1222ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1223ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 1224ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1225ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 1226ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1227ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1228ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1229ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 1230ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1231ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1232ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1233ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 131 dws SO: the, Input: [d]
1 2 3 4 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 135 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 139 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1310ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1313ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1316ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1320ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1321ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1322ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1323ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 1324ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1325ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1326ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1327ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 1328ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1329ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 1330ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1331ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1332ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1333ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 1334ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1335ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1336ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1337ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 141 dws SO: the, Input: [d]
1 2 3 4 9 142 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 143 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 145 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 146 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 147 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 148 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1410ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1411ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1412ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1414ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1416ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1417ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1418ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1419ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 1420ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1421ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1422ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1423ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 1424ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1425ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 1426ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1427ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1428ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1429ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 1430ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1431ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1432ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1433ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 9 151 dws SO: the, Input: [d]
1 2 3 4 9 152 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 153 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 155 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 156 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 157 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 158 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1511ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1512ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1514ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1516ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1517ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 9 1518ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1519ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 9 1520ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1521ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1522ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1523ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 1524ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1525ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 1526ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1527ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1528ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 1529ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 1530ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1531ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1532ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 9 1533ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 16ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 161 dws SO: the, Input: [d]
1 2 3 4 9 162 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 9 163 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 9 164 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 9 165 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 9 17ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 9 171 dws SO: the, Input: [d]
1 2 3 4 9 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 181 dws SO: the, Input: [d]
1 2 3 4 9 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 9 191 dws SO: the, Input: [d]
1 2 3 4 9 192 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 9 193 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 9 194 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 9 195 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 9 196 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 9 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 9 198 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 9 199 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 9 1910ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 9 1911ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 9 1912ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 9 1913ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 1914ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1915ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 9 1916ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 9 1917ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 1918ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 9 1919ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 1920ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 9 1921ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 9 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 201 dws SO: the, Input: [d]
1 2 3 4 9 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 9 211 dws SO: the, Input: [d]
1 2 3 4 9 212 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 9 213 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 9 214 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 9 215 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 9 216 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 9 217 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 9 218 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 9 219 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 9 2110ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 2111ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 9 2112ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 9 2113ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 2114ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 9 2115ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 2116ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 9 2117ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 9 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 221 dws SO: the, Input: [d]
1 2 3 4 9 222 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 9 223 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 9 224 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 9 225 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 9 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 9 231 dws SO: the, Input: [d]
1 2 3 4 9 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 241 dws SO: the, Input: [d]
1 2 3 4 9 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 9 251 dws SO: the, Input: [d]
1 2 3 4 9 252 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 9 253 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 9 254 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 9 255 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 9 256 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 9 257 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 258 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 9 259 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 9 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 9 261 dws SO: the, Input: [d]
1 2 3 4 9 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 9 271 dws SO: the, Input: [d]
1 2 3 4 9 272 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 9 273 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 9 274 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 9 275 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 9 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 9 281 dws SO: the, Input: [d]
1 2 3 4 9 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 9 291 dws SO: the, Input: [d]
1 2 3 4 10ism SO: {book,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 4 101 dws SO: the, Input: [d]
1 2 3 4 101 1 esm SO: {the,d}, Input: []
1 2 3 4 101 2 epm SO: <the,d>, Input: []
1 2 3 4 101 3 epm SO: <d,the>, Input: []
1 2 3 4 102 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 102 1 dws SO: the, Input: [d]
1 2 3 4 102 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 102 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 102 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 102 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 102 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 102 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 102 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 102 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 102 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 102 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 102 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 102 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 102 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 102 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 102 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 103 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 103 1 dws SO: the, Input: [d]
1 2 3 4 103 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 13ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 14ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 103 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 103 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 103 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 103 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 103 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 103 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 103 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 103 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 103 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 103 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 103 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 103 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 103 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 103 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 103 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 103 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 103 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 103 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 103 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 103 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 103 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 103 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 103 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 103 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 104 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 104 1 dws SO: the, Input: [d]
1 2 3 4 104 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 104 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 104 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 104 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 104 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 104 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 104 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 104 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 104 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 104 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 104 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 104 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 104 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 104 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 104 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 105 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 105 1 dws SO: the, Input: [d]
1 2 3 4 105 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 11ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 105 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 105 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 105 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 105 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 105 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 105 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 105 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 105 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 105 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 105 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 105 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 105 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 105 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 105 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 105 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 105 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 105 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 105 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 105 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 105 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 105 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 105 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 106 1 dws SO: the, Input: [d]
1 2 3 4 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 5 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 14ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 106 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 106 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 106 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 106 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 106 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 106 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 106 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 106 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 106 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 106 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 106 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 106 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 106 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 106 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 106 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 106 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 107 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 107 1 dws SO: the, Input: [d]
1 2 3 4 107 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 107 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 107 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 107 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 107 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 107 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 107 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 107 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 107 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 107 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 107 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 107 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 107 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 107 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 107 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 108 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 108 1 dws SO: the, Input: [d]
1 2 3 4 108 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 108 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 108 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 108 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 108 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 108 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 108 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 108 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 108 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 108 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 108 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 108 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 108 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 108 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 108 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 109 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 109 1 dws SO: the, Input: [d]
1 2 3 4 109 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 7 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 13ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 14ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 18ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 19ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 109 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 109 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 109 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 109 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 109 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 109 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 109 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 109 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 109 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 109 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 109 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 109 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 109 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 109 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 109 34ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 109 35ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 109 36ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 109 37ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 1010ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 10101 dws SO: the, Input: [d]
1 2 3 4 10102 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10103 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10104 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10106 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10108 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10109 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101010ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101011ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101012ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101013ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101014ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101015ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101016ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101017ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 101018ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101019ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 101020ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 101021ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 101022ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 101023ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101024ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 101025ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 101026ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101027ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 101028ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101029ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 1011ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 10111 dws SO: the, Input: [d]
1 2 3 4 10112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10115 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101114ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 101119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 101121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 101122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 101124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 101125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 101126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 101127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 101129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 101130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 101132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 1012ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 10121 dws SO: the, Input: [d]
1 2 3 4 10122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10123 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101211ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101212ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101214ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101216ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101217ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 101218ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101219ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 101220ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 101221ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 101222ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 101223ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101224ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 101225ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 101226ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101227ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 101228ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101229ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 1013ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 10131 dws SO: the, Input: [d]
1 2 3 4 10132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10133 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 10139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101311ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101312ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 101316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 101317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 101318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 101320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 101321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 101322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 101323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 101325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 101326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 101328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 101329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 1014ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 10141 dws SO: the, Input: [d]
1 2 3 4 1015ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 10151 dws SO: the, Input: [d]
1 2 3 4 10152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 10153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 10154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 10155 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 10156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 10157 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 10158 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 10159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 101510ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 101511ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 101512ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 101513ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 101514ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 101515ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 101516ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 101517ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 101518ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 101519ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 101520ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 101521ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 1016ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 10161 dws SO: the, Input: [d]
1 2 3 4 1017ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 10171 dws SO: the, Input: [d]
1 2 3 4 10172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 10173 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 10174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 10175 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 10176 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 10177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 10178 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 10179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 101710ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 101711ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 101712ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 101713ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 101714ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 101715ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 101716ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 101717ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 1018ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 10181 dws SO: the, Input: [d]
1 2 3 4 10182 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 10183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 10184 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 10185 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 1019ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 10191 dws SO: the, Input: [d]
1 2 3 4 1020ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 10201 dws SO: the, Input: [d]
1 2 3 4 1021ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 10211 dws SO: the, Input: [d]
1 2 3 4 10212 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 10213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 10214 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 10215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 10216 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 10217 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 10218 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 10219 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 1022ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 10221 dws SO: the, Input: [d]
1 2 3 4 1023ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 10231 dws SO: the, Input: [d]
1 2 3 4 10232 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 10233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 10234 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 10235 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 1024ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 10241 dws SO: the, Input: [d]
1 2 3 4 1025ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 10251 dws SO: the, Input: [d]
1 2 3 4 11ism SO: {n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 4 111 dws SO: the, Input: [d]
1 2 3 4 111 1 esm SO: {the,d}, Input: []
1 2 3 4 111 2 epm SO: <the,d>, Input: []
1 2 3 4 111 3 epm SO: <d,the>, Input: []
1 2 3 4 112 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 112 1 dws SO: the, Input: [d]
1 2 3 4 112 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 112 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 112 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 112 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 112 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 112 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 112 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 112 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 112 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 112 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 112 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 112 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 112 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 112 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 112 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 113 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 113 1 dws SO: the, Input: [d]
1 2 3 4 113 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 13ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 14ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 113 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 113 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 113 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 113 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 113 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 113 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 113 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 113 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 113 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 113 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 113 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 113 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 113 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 113 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 113 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 113 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 113 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 113 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 113 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 113 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 113 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 113 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 113 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 113 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 114 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 114 1 dws SO: the, Input: [d]
1 2 3 4 114 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 114 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 114 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 114 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 114 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 114 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 114 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 114 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 114 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 114 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 114 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 114 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 114 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 114 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 114 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 115 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 115 1 dws SO: the, Input: [d]
1 2 3 4 115 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 11ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 115 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 115 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 115 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 115 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 115 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 115 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 115 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 115 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 115 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 115 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 115 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 115 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 115 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 115 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 115 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 115 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 115 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 115 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 115 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 115 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 115 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 115 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 116 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 116 1 dws SO: the, Input: [d]
1 2 3 4 116 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 5 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 14ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 116 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 116 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 116 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 116 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 116 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 116 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 116 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 116 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 116 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 116 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 116 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 116 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 116 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 116 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 116 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 116 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 117 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 117 1 dws SO: the, Input: [d]
1 2 3 4 117 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 11ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 12ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 117 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 117 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 117 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 117 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 117 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 117 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 117 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 117 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 117 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 117 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 117 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 117 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 117 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 117 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 118 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 118 1 dws SO: the, Input: [d]
1 2 3 4 118 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 118 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 118 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 118 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 118 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 118 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 118 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 118 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 118 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 118 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 118 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 118 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 118 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 118 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 118 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 119 1 dws SO: the, Input: [d]
1 2 3 4 119 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 7 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 13ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 18ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 119 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 119 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 119 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 119 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 119 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 119 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 119 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 119 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 119 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 119 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 119 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 119 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 119 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 119 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 119 34ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 119 35ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 119 36ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 119 37ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 1110ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 11101 dws SO: the, Input: [d]
1 2 3 4 11102 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11103 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11104 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11106 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11108 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11109 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111010ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111011ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111012ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111013ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111014ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111015ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111016ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111017ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 111018ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111019ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 111020ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111021ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 111022ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 111023ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111024ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111025ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 111026ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111027ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 111028ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111029ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 1111ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 11111 dws SO: the, Input: [d]
1 2 3 4 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11115 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111114ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 111119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 111122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 111124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 111126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 111127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 111130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 111132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 1112ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 11121 dws SO: the, Input: [d]
1 2 3 4 11122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11123 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111211ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111212ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 111218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 111220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 111222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 111223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 111226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 111228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 1113ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 4 11131 dws SO: the, Input: [d]
1 2 3 4 11132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11133 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 11139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111311ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111312ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 4 111316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 4 111318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 111320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 111322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 111323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 111325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 111326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 111328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 4 111329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 4 1114ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 11141 dws SO: the, Input: [d]
1 2 3 4 1115ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 4 11151 dws SO: the, Input: [d]
1 2 3 4 11152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 11153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 11154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 11155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 11156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 11157 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 11158 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 11159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 111510ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 111511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 4 111512ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 111513ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 111514ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 111515ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 111516ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 111517ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 111518ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 111519ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 111520ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 4 111521ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 4 1116ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 11161 dws SO: the, Input: [d]
1 2 3 4 1117ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 11171 dws SO: the, Input: [d]
1 2 3 4 11172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 11173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 11174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 11175 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 11176 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 11177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 11178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 11179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 111710ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 111711ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 111712ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 111713ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 111714ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 111715ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 111716ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 111717ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 1118ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 11181 dws SO: the, Input: [d]
1 2 3 4 11182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 11183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 11184 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 11185 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 1119ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 11191 dws SO: the, Input: [d]
1 2 3 4 1120ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 11201 dws SO: the, Input: [d]
1 2 3 4 1121ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 11211 dws SO: the, Input: [d]
1 2 3 4 11212 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 11213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 11214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 11215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 11216 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 11217 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 11218 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 11219 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 1122ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 11221 dws SO: the, Input: [d]
1 2 3 4 1123ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 11231 dws SO: the, Input: [d]
1 2 3 4 11232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 11233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 11234 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 11235 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 1124ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 4 11241 dws SO: the, Input: [d]
1 2 3 4 1125ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 4 11251 dws SO: the, Input: [d]
1 2 3 4 12ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 4 121 dws SO: the, Input: [d]
1 2 3 4 121 1 esm SO: {the,d}, Input: []
1 2 3 4 121 2 epm SO: <the,d>, Input: []
1 2 3 4 121 3 epm SO: <d,the>, Input: []
1 2 3 4 13ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 4 131 dws SO: the, Input: [d]
1 2 3 4 131 1 esm SO: {the,d}, Input: []
1 2 3 4 131 2 epm SO: <the,d>, Input: []
1 2 3 4 131 3 epm SO: <d,the>, Input: []
1 2 3 4 132 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 132 1 dws SO: the, Input: [d]
1 2 3 4 132 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 5 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 6 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 7 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 8 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 10ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 11ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 12ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 13ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 132 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 132 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 132 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 132 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 4 132 18ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 132 19ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 132 20ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 132 21ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 132 22ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 132 23ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 132 24ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 132 25ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 133 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 133 1 dws SO: the, Input: [d]
1 2 3 4 133 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 133 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 133 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 133 5 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 133 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 133 7 ism SO: {{book,{book,n!case}},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 133 8 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 133 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 133 10ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 133 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 133 12ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 133 13ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 4 133 14ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 133 15ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 133 16ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 133 17ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 133 18ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 133 19ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 133 20ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 133 21ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 134 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 134 1 dws SO: the, Input: [d]
1 2 3 4 134 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 134 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 134 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 134 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 134 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 134 7 ism SO: {{book,{book,n!case}},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 134 8 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 134 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 134 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 134 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 134 12ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 134 13ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 4 134 14ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 134 15ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 134 16ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 134 17ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 134 18ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 134 19ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 134 20ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 134 21ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 135 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 135 1 dws SO: the, Input: [d]
1 2 3 4 135 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 3 ism SO: {book,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 5 ism SO: {book,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 6 ism SO: {n!case,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 7 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 8 ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 9 ism SO: {book,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 10ism SO: {n!case,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 12ism SO: {book,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 13ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 14ism SO: {book,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 15ism SO: {n!case,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 135 16ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 135 17ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 135 18ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 135 19ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 135 20ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 135 21ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 4 135 22ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 135 23ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 135 24ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 135 25ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 135 26ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 135 27ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 135 28ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 135 29ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 136 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 136 1 dws SO: the, Input: [d]
1 2 3 4 136 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 136 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 136 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 136 5 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 136 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 136 7 ism SO: {{book,{book,n!case}},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 136 8 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 136 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 136 10ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 136 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 136 12ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 136 13ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 4 136 14ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 136 15ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 136 16ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 136 17ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 136 18ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 136 19ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 136 20ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 136 21ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 137 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 137 1 dws SO: the, Input: [d]
1 2 3 4 137 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 5 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 6 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 7 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 8 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 10ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 11ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 12ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 13ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 137 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 137 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 137 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 137 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 4 137 18ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 137 19ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 137 20ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 137 21ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 137 22ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 137 23ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 137 24ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 137 25ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 138 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 138 1 dws SO: the, Input: [d]
1 2 3 4 138 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 138 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 138 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 138 5 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 138 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 138 7 ism SO: {{book,{book,n!case}},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 138 8 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 138 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 138 10ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 138 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 138 12ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 138 13ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 4 138 14ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 138 15ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 138 16ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 138 17ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 138 18ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 138 19ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 138 20ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 138 21ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 139 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 4 139 1 dws SO: the, Input: [d]
1 2 3 4 139 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 139 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 139 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 139 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 139 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 139 7 ism SO: {{book,{book,n!case}},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 139 8 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 139 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 139 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 139 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 4 139 12ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 139 13ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 4 139 14ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 139 15ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 139 16ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 139 17ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 139 18ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 139 19ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 139 20ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 4 139 21ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 4 1310ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 13101 dws SO: the, Input: [d]
1 2 3 4 13102 ism SO: {book,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 4 13103 ism SO: {n!case,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 4 13104 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 13105 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 1311ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 13111 dws SO: the, Input: [d]
1 2 3 4 1312ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 13121 dws SO: the, Input: [d]
1 2 3 4 1313ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 13131 dws SO: the, Input: [d]
1 2 3 4 13132 ism SO: {book,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 13133 ism SO: {{book,n!case},<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 13134 ism SO: {book,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 13135 ism SO: {n!case,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 13136 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 13137 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 13138 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 13139 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 1314ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 13141 dws SO: the, Input: [d]
1 2 3 4 1315ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 13151 dws SO: the, Input: [d]
1 2 3 4 13152 ism SO: {book,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 4 13153 ism SO: {n!case,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 4 13154 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 13155 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 1316ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 4 13161 dws SO: the, Input: [d]
1 2 3 4 1317ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 4 13171 dws SO: the, Input: [d]
1 2 3 4 14ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 141 dws SO: the, Input: [d]
1 2 3 4 141 1 esm SO: {the,d}, Input: []
1 2 3 4 141 2 epm SO: <the,d>, Input: []
1 2 3 4 141 3 epm SO: <d,the>, Input: []
1 2 3 4 142 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 142 1 dws SO: the, Input: [d]
1 2 3 4 142 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 142 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 142 4 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 142 5 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 142 6 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 4 142 7 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 4 142 8 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 4 142 9 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 4 143 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 143 1 dws SO: the, Input: [d]
1 2 3 4 143 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 143 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 143 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 143 5 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 143 6 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 4 143 7 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 4 143 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 4 143 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 4 144 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 144 1 dws SO: the, Input: [d]
1 2 3 4 145 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 145 1 dws SO: the, Input: [d]
1 2 3 4 15ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 4 151 dws SO: the, Input: [d]
1 2 3 4 151 1 esm SO: {the,d}, Input: []
1 2 3 4 151 2 epm SO: <the,d>, Input: []
1 2 3 4 151 3 epm SO: <d,the>, Input: []
1 2 3 4 16ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 4 161 dws SO: the, Input: [d]
1 2 3 4 161 1 esm SO: {the,d}, Input: []
1 2 3 4 161 2 epm SO: <the,d>, Input: []
1 2 3 4 161 3 epm SO: <d,the>, Input: []
1 2 3 4 17ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 4 171 dws SO: the, Input: [d]
1 2 3 4 171 1 esm SO: {the,d}, Input: []
1 2 3 4 171 2 epm SO: <the,d>, Input: []
1 2 3 4 171 3 epm SO: <d,the>, Input: []
1 2 3 4 172 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 172 1 dws SO: the, Input: [d]
1 2 3 4 172 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 172 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 172 4 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 172 5 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 172 6 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 172 7 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 172 8 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 4 172 9 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 4 172 10ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 4 172 11ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 172 12ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 4 172 13ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 4 173 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 173 1 dws SO: the, Input: [d]
1 2 3 4 173 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 173 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 173 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 173 5 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 173 6 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 173 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 173 8 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 173 9 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 173 10ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 173 11ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 4 173 12ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 4 173 13ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 4 173 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 4 173 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 173 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 4 173 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 4 174 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 174 1 dws SO: the, Input: [d]
1 2 3 4 174 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 174 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 174 4 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 174 5 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 174 6 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 174 7 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 174 8 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 4 174 9 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 4 174 10ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 4 174 11ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 174 12ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 4 174 13ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 4 175 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 4 175 1 dws SO: the, Input: [d]
1 2 3 4 175 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 175 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 175 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 175 5 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 175 6 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 175 7 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 4 175 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 4 175 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 4 175 10ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 4 175 11ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 4 175 12ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 4 175 13ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 4 176 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 176 1 dws SO: the, Input: [d]
1 2 3 4 177 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 4 177 1 dws SO: the, Input: [d]
1 2 3 4 177 2 ism SO: {book,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 4 177 3 ism SO: {n!case,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 4 177 4 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 177 5 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 178 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 4 178 1 dws SO: the, Input: [d]
1 2 3 4 179 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 4 179 1 dws SO: the, Input: [d]
1 2 3 4 18ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 4 181 dws SO: the, Input: [d]
1 2 3 4 181 1 esm SO: {the,d}, Input: []
1 2 3 4 181 2 epm SO: <the,d>, Input: []
1 2 3 4 181 3 epm SO: <d,the>, Input: []
1 2 3 4 19ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 4 191 dws SO: the, Input: [d]
1 2 3 4 191 1 esm SO: {the,d}, Input: []
1 2 3 4 191 2 epm SO: <the,d>, Input: []
1 2 3 4 191 3 epm SO: <d,the>, Input: []
1 2 3 4 192 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 192 1 dws SO: the, Input: [d]
1 2 3 4 192 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 192 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 192 4 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 192 5 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 192 6 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 4 192 7 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 4 192 8 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 4 192 9 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 4 193 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 4 193 1 dws SO: the, Input: [d]
1 2 3 4 193 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 193 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 193 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 193 5 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 4 193 6 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 4 193 7 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 4 193 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 4 193 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 4 194 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 4 194 1 dws SO: the, Input: [d]
1 2 3 4 195 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 4 195 1 dws SO: the, Input: [d]
1 2 3 4 20ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 4 201 dws SO: the, Input: [d]
1 2 3 4 201 1 esm SO: {the,d}, Input: []
1 2 3 4 201 2 epm SO: <the,d>, Input: []
1 2 3 4 201 3 epm SO: <d,the>, Input: []
1 2 3 4 21ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 4 211 dws SO: the, Input: [d]
1 2 3 4 211 1 esm SO: {the,d}, Input: []
1 2 3 4 211 2 epm SO: <the,d>, Input: []
1 2 3 4 211 3 epm SO: <d,the>, Input: []
1 2 3 5 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [[the,d]]
1 2 3 5 1 dws SO: the, Input: [d]
1 2 3 5 1 1 esm SO: {the,d}, Input: []
1 2 3 5 1 1 1 uws SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 5 1 2 epm SO: <the,d>, Input: []
1 2 3 5 1 2 1 uws SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 5 1 3 epm SO: <d,the>, Input: []
1 2 3 5 1 3 1 uws SO: {{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 2 1 dws SO: the, Input: [d]
1 2 3 5 2 1 1 esm SO: {the,d}, Input: []
1 2 3 5 2 1 2 epm SO: <the,d>, Input: []
1 2 3 5 2 1 3 epm SO: <d,the>, Input: []
1 2 3 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 1 dws SO: the, Input: [d]
1 2 3 5 2 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 20ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 21ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 22ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 25ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 26ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 27ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 2 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 2 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2 50ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2 51ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2 52ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2 53ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 1 dws SO: the, Input: [d]
1 2 3 5 2 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 16ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 17ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 18ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 19ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 21ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 22ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 23ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 3 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 3 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 3 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 3 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 3 42ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 3 43ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 3 44ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 3 45ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 1 dws SO: the, Input: [d]
1 2 3 5 2 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 5 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 11ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 12ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 18ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 19ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 20ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 21ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 23ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 24ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 25ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 4 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 4 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 4 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 4 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 4 46ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 4 47ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 4 48ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 4 49ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 1 dws SO: the, Input: [d]
1 2 3 5 2 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 16ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 17ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 18ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 19ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 21ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 22ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 23ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 5 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 5 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 5 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 5 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 5 42ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 5 43ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 5 44ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 5 45ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 1 dws SO: the, Input: [d]
1 2 3 5 2 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 10ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 15ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 16ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 17ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 18ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 19ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 20ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 21ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 22ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 23ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 6 38ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 6 39ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 6 40ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 6 41ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 6 42ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 6 43ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 6 44ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 6 45ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 1 dws SO: the, Input: [d]
1 2 3 5 2 7 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 17ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 19ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 20ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 21ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 22ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 23ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 24ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 25ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 26ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 27ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 28ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 29ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 30ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 31ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 32ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 33ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 34ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 35ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 36ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 37ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 7 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 7 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 7 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 7 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 7 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 7 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 7 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 7 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 7 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 7 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 7 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 7 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 7 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 7 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 7 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 7 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 7 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 7 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 7 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 7 66ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 7 67ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 68ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 7 69ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 7 70ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 71ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 7 72ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 7 73ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 1 dws SO: the, Input: [d]
1 2 3 5 2 8 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 20ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 21ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 22ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 25ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 26ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 27ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 8 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 8 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 8 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 8 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 8 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 8 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 8 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 8 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 8 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 8 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 8 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 8 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 8 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 8 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 8 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 8 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 8 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 8 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 8 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 8 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 8 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 8 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 8 50ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 8 51ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 8 52ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 8 53ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 1 dws SO: the, Input: [d]
1 2 3 5 2 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 16ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 17ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 18ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 19ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 21ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 22ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 23ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 9 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 9 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 9 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 9 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 9 42ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 9 43ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 9 44ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 9 45ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 101 dws SO: the, Input: [d]
1 2 3 5 2 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 105 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1011ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1012ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1013ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1017ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1018ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1019ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1020ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1021ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1022ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1023ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1024ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1025ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 1042ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1043ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1044ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1045ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1046ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1047ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1048ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1049ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 111 dws SO: the, Input: [d]
1 2 3 5 2 112 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 113 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 115 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 117 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 118 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 119 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1110ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1111ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1113ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1114ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1115ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1116ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1117ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1118ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1119ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1120ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1121ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1122ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1123ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1124ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1125ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 1126ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1127ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1128ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1129ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1130ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1131ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 1132ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1133ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1134ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1135ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1136ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1137ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 1138ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1139ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1140ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1141ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1142ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1143ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1144ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1145ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 121 dws SO: the, Input: [d]
1 2 3 5 2 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 123 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 125 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 127 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 129 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1210ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1211ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1213ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1215ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1216ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1217ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1218ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1219ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1220ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1221ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1222ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1223ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1224ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1225ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 1226ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1227ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1228ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1229ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1230ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1231ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 1232ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1233ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1234ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1235ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1236ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1237ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 1238ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1239ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1240ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1241ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1242ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1243ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1244ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1245ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 131 dws SO: the, Input: [d]
1 2 3 5 2 132 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 133 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 134 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 135 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 136 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 137 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 138 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 139 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1310ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1311ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1312ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1313ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1314ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1315ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1316ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1317ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1318ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1319ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1320ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1321ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1322ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1323ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1324ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1325ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1326ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1327ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1328ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1329ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1330ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1331ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1332ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 1333ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1334ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1335ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1336ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1337ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1338ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1339ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1340ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1341ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 1342ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1343ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1344ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1345ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1346ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1347ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 1348ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1349ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1350ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1351ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1352ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1353ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 1354ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1355ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1356ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1357ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1358ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1359ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1360ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1361ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 141 dws SO: the, Input: [d]
1 2 3 5 2 142 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 143 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 144 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 145 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 146 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 147 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 148 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 149 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1410ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1411ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1412ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1413ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1414ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1415ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1416ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1417ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1418ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1419ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1420ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1421ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1422ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1423ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1424ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1425ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1426ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1427ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1428ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1429ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 1430ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1431ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1432ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1433ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1434ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1435ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 1436ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1437ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1438ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1439ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1440ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1441ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 1442ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1443ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1444ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1445ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1446ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1447ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1448ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1449ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 151 dws SO: the, Input: [d]
1 2 3 5 2 152 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 153 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 154 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 155 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 156 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 157 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 158 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 159 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1510ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1511ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1512ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1513ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1514ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1515ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1516ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1517ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1518ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1519ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1520ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1521ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1522ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1523ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1524ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1525ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 1526ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1527ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1528ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1529ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1530ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1531ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 1532ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1533ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1534ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1535ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1536ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1537ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 1538ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1539ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1540ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1541ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1542ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1543ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1544ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1545ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 161 dws SO: the, Input: [d]
1 2 3 5 2 162 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 163 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 164 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 165 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 166 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 167 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 168 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 169 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1610ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1611ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1612ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1613ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1614ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1615ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1616ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1617ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1618ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1619ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1620ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1621ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1622ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1623ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1624ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1625ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 1626ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1627ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1628ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1629ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1630ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1631ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 1632ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1633ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1634ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1635ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1636ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1637ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 1638ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1639ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1640ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1641ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1642ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1643ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1644ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1645ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 171 dws SO: the, Input: [d]
1 2 3 5 2 172 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 173 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 174 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 175 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 176 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 177 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 178 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 179 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1710ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1711ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1712ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1713ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1714ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1715ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1716ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1717ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1718ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1719ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1720ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1721ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1722ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1723ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1724ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1725ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1726ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1727ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1728ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1729ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1730ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1731ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1732ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1733ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 1734ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1735ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1736ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1737ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1738ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1739ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 1740ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1741ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1742ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1743ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1744ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1745ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 1746ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1747ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1748ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1749ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1750ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1751ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1752ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1753ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 181 dws SO: the, Input: [d]
1 2 3 5 2 182 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 183 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 184 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 185 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 186 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 187 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 188 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 189 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1810ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1811ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1812ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1813ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1814ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1815ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1816ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1817ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1818ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1819ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1820ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1821ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1822ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1823ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1824ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1825ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 1826ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1827ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1828ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1829ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1830ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1831ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 1832ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1833ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1834ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1835ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1836ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1837ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 1838ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1839ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1840ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1841ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1842ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1843ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1844ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1845ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 191 dws SO: the, Input: [d]
1 2 3 5 2 192 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 193 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 194 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 195 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 196 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 197 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 198 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 199 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1910ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1911ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1912ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1913ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1914ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1915ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1916ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1917ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1918ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1919ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1920ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1921ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1922ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1923ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1924ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1925ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 1926ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1927ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1928ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1929ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 1930ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1931ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1932ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1933ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1934ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1935ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 1936ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1937ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1938ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1939ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1940ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1941ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 1942ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1943ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1944ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 1945ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 1946ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1947ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 1948ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 1949ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 201 dws SO: the, Input: [d]
1 2 3 5 2 202 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 203 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 204 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 205 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 206 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 207 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 208 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 209 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2010ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2011ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2012ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2013ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2014ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2015ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2016ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2017ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2018ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2019ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2020ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2021ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2022ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2023ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2024ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2025ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 2026ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2027ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2028ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2029ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2030ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 2031ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 2032ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2033ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2034ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2035ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2036ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 2037ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 2038ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2039ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2040ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 2041ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2042ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2043ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2044ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2045ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 2 211 dws SO: the, Input: [d]
1 2 3 5 2 212 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 213 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 214 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 215 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 216 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 217 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 218 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 219 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2110ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2111ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2112ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2113ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2114ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2115ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2116ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2117ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2118ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2119ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2120ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2121ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2122ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2123ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 2 2124ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 2125ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 2 2126ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2127ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2128ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2129ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2130ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 2131ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 2132ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2133ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2134ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2135ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2136ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 2137ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 2138ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2139ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2140ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 2141ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2142ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2143ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2144ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 2 2145ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 221 dws SO: the, Input: [d]
1 2 3 5 2 222 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 223 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 224 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 225 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 226 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 2 227 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 228 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 2 229 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 2 231 dws SO: the, Input: [d]
1 2 3 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 241 dws SO: the, Input: [d]
1 2 3 5 2 242 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 2 243 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 2 244 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 2 245 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 2 251 dws SO: the, Input: [d]
1 2 3 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 261 dws SO: the, Input: [d]
1 2 3 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 2 271 dws SO: the, Input: [d]
1 2 3 5 2 272 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 273 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 274 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 275 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 276 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 277 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 278 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 279 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 2710ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 2711ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 2712ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 2713ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 2714ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 2715ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 2 2716ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2717ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 2 2718ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2719ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 2 2720ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 2 2721ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 2722ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2723ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 2 2724ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 2 2725ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 2726ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 2 2727ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 2728ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 2 2729ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 281 dws SO: the, Input: [d]
1 2 3 5 2 282 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 283 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 284 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 285 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 286 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 2 287 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 288 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 2 289 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 2 291 dws SO: the, Input: [d]
1 2 3 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 301 dws SO: the, Input: [d]
1 2 3 5 2 302 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 2 303 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 2 304 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 2 305 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 2 311 dws SO: the, Input: [d]
1 2 3 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 321 dws SO: the, Input: [d]
1 2 3 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 2 331 dws SO: the, Input: [d]
1 2 3 5 2 332 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 2 333 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 2 334 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 2 335 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 2 336 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 2 337 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 2 338 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 2 339 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 2 3310ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 3311ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 2 3312ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 2 3313ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 3314ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 2 3315ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 3316ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 2 3317ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 341 dws SO: the, Input: [d]
1 2 3 5 2 342 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 2 343 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 2 344 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 2 345 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 2 351 dws SO: the, Input: [d]
1 2 3 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 361 dws SO: the, Input: [d]
1 2 3 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 2 371 dws SO: the, Input: [d]
1 2 3 5 2 372 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 373 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 374 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 375 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 2 376 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 2 377 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 378 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 2 379 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 2 381 dws SO: the, Input: [d]
1 2 3 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 2 391 dws SO: the, Input: [d]
1 2 3 5 2 392 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 2 393 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 2 394 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 2 395 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 2 401 dws SO: the, Input: [d]
1 2 3 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 2 411 dws SO: the, Input: [d]
1 2 3 5 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 3 1 dws SO: the, Input: [d]
1 2 3 5 3 1 1 esm SO: {the,d}, Input: []
1 2 3 5 3 1 2 epm SO: <the,d>, Input: []
1 2 3 5 3 1 3 epm SO: <d,the>, Input: []
1 2 3 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 1 dws SO: the, Input: [d]
1 2 3 5 3 2 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 2 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 2 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 2 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 2 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 2 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 2 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 2 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 2 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 2 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 2 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 2 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 2 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 2 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 2 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 2 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 2 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 2 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 2 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 1 dws SO: the, Input: [d]
1 2 3 5 3 3 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 17ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 18ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 19ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 21ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 22ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 23ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 24ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 26ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 27ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 28ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 30ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 31ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 32ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 33ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 3 34ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 3 35ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 3 36ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 3 37ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 3 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 3 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 3 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 3 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 3 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 3 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 3 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 3 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 3 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 3 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 3 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 3 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 3 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 3 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 3 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 3 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 3 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 3 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 3 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 3 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 3 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 3 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 3 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 3 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 3 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 3 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 3 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 3 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 1 dws SO: the, Input: [d]
1 2 3 5 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 7 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 16ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 17ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 18ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 22ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 23ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 4 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 4 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 4 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 4 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 4 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 4 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 4 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 4 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 4 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 4 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 4 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 4 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 4 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 4 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 4 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 4 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 4 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 4 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 4 42ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 4 43ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 4 44ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 4 45ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 1 dws SO: the, Input: [d]
1 2 3 5 3 5 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 5 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 5 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 5 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 5 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 5 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 5 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 5 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 5 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 5 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 5 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 5 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 5 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 5 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 5 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 5 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 5 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 5 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 5 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 1 dws SO: the, Input: [d]
1 2 3 5 3 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 5 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 14ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 15ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 16ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 19ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 20ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 21ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 6 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 6 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 6 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 6 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 6 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 6 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 6 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 6 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 6 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 6 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 6 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 6 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 6 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 6 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 6 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 6 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 6 38ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 6 39ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 6 40ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 6 41ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 1 dws SO: the, Input: [d]
1 2 3 5 3 7 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 7 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 7 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 7 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 7 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 7 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 7 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 7 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 7 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 7 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 7 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 7 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 7 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 7 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 7 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 7 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 7 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 7 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 7 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 1 dws SO: the, Input: [d]
1 2 3 5 3 8 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 12ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 13ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 14ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 15ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 17ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 18ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 19ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 8 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 8 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 8 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 8 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 8 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 8 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 8 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 8 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 8 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 8 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 8 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 8 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 8 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 8 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 8 34ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 8 35ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 8 36ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 8 37ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 1 dws SO: the, Input: [d]
1 2 3 5 3 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 11ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 14ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 101 dws SO: the, Input: [d]
1 2 3 5 3 102 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 103 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 104 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 105 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 106 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 107 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 108 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 109 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1010ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1011ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1012ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1014ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1015ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1016ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1017ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1018ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1019ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1020ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1021ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1022ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1023ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1024ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1025ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 1026ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1027ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 1028ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1029ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1030ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1031ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1032ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1033ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 1034ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1035ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1036ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1037ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1038ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1039ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1040ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1041ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 111 dws SO: the, Input: [d]
1 2 3 5 3 112 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 113 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 114 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 115 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 116 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 117 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 118 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 119 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1110ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1112ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1113ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1114ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1115ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1116ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1117ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1118ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1119ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1120ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1121ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 1122ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1123ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 1124ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1125ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1126ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1127ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1128ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1129ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 1130ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1131ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1132ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1133ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1134ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1135ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1136ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1137ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 121 dws SO: the, Input: [d]
1 2 3 5 3 122 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 123 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 124 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 125 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 126 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 127 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 128 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 129 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1210ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1212ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1213ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1214ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1215ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1216ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1217ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1218ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1219ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1220ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1221ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 1222ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1223ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 1224ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1225ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1226ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1227ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1228ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1229ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 1230ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1231ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1232ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1233ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1234ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1235ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1236ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1237ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 131 dws SO: the, Input: [d]
1 2 3 5 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 133 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 135 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 136 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 137 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 138 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 139 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1311ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1313ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1314ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1316ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1317ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1318ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1320ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1322ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1323ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1324ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1325ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1326ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1327ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1328ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1329ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 1330ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1331ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 1332ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1333ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1334ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1335ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1336ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1337ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 1338ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1339ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1340ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1341ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1342ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1343ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1344ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1345ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 141 dws SO: the, Input: [d]
1 2 3 5 3 142 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 143 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 144 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 145 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 147 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 149 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1412ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1413ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1414ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1415ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1416ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1417ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1418ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1419ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1420ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1421ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 1422ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1423ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 1424ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1425ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1426ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1427ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1428ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1429ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 1430ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1431ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1432ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1433ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1434ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1435ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1436ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1437ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 151 dws SO: the, Input: [d]
1 2 3 5 3 152 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 153 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 154 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 155 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 156 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 157 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 159 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1510ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1511ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1512ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1514ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1515ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1516ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1518ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1519ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1520ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1521ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1522ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1523ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1524ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1525ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 1526ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1527ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 1528ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1529ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1530ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1531ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1532ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1533ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 1534ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1535ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1536ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1537ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1538ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1539ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1540ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1541ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 161 dws SO: the, Input: [d]
1 2 3 5 3 162 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 163 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 164 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 165 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 166 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 167 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 168 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 169 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1610ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1612ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1613ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1614ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1615ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1616ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1617ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1618ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1619ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1620ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1621ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 1622ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1623ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 1624ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1625ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1626ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1627ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1628ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1629ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 1630ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1631ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1632ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1633ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1634ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1635ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1636ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1637ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 3 171 dws SO: the, Input: [d]
1 2 3 5 3 172 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 173 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 174 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 175 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 176 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 177 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 178 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 179 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1710ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1712ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1713ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1714ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1715ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1716ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1717ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1718ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1719ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 3 1720ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1721ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 3 1722ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1723ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 1724ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1725ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1726ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1727ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1728ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1729ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 1730ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1731ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1732ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 1733ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1734ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1735ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1736ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 3 1737ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 18ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 3 181 dws SO: the, Input: [d]
1 2 3 5 3 19ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 3 191 dws SO: the, Input: [d]
1 2 3 5 3 192 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 193 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 194 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 195 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 196 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 197 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 198 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 199 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 1910ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 1911ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 1912ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 1913ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 1914ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 1915ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 3 1916ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1917ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 3 1918ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1919ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 3 1920ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 3 1921ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 1922ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1923ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 3 1924ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 3 1925ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 1926ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 3 1927ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 1928ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 3 1929ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 3 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 201 dws SO: the, Input: [d]
1 2 3 5 3 202 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 3 203 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 3 204 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 3 205 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 3 206 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 3 207 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 208 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 3 209 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 3 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 3 211 dws SO: the, Input: [d]
1 2 3 5 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 221 dws SO: the, Input: [d]
1 2 3 5 3 222 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 3 223 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 3 224 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 3 225 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 3 231 dws SO: the, Input: [d]
1 2 3 5 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 241 dws SO: the, Input: [d]
1 2 3 5 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 3 251 dws SO: the, Input: [d]
1 2 3 5 3 252 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 3 253 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 3 254 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 3 255 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 3 256 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 3 257 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 3 258 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 3 259 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 3 2510ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 2511ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 3 2512ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 3 2513ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 2514ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 3 2515ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 2516ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 3 2517ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 261 dws SO: the, Input: [d]
1 2 3 5 3 262 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 3 263 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 3 264 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 3 265 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 3 271 dws SO: the, Input: [d]
1 2 3 5 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 281 dws SO: the, Input: [d]
1 2 3 5 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 3 291 dws SO: the, Input: [d]
1 2 3 5 3 292 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 3 293 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 3 294 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 3 295 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 3 296 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 3 297 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 298 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 3 299 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 3 301 dws SO: the, Input: [d]
1 2 3 5 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 3 311 dws SO: the, Input: [d]
1 2 3 5 3 312 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 3 313 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 3 314 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 3 315 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 3 321 dws SO: the, Input: [d]
1 2 3 5 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 3 331 dws SO: the, Input: [d]
1 2 3 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 4 1 dws SO: the, Input: [d]
1 2 3 5 4 1 1 esm SO: {the,d}, Input: []
1 2 3 5 4 1 2 epm SO: <the,d>, Input: []
1 2 3 5 4 1 3 epm SO: <d,the>, Input: []
1 2 3 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 1 dws SO: the, Input: [d]
1 2 3 5 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 17ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 22ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 2 42ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 2 43ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 2 44ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 2 45ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 1 dws SO: the, Input: [d]
1 2 3 5 4 3 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 14ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 15ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 16ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 17ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 19ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 20ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 21ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 3 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 3 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 3 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 3 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 3 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 3 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 3 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 3 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 3 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 3 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 3 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 3 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 3 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 3 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 3 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 3 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 3 38ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 3 39ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 3 40ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 3 41ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 1 dws SO: the, Input: [d]
1 2 3 5 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 8 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 11ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 13ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 14ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 15ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 16ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 17ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 18ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 19ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 20ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 21ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 4 22ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 4 23ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 4 24ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 4 25ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 4 26ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 4 27ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 4 28ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 4 29ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 4 30ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 4 31ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 4 32ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 4 33ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 4 34ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 4 35ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 4 36ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 4 37ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 4 38ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 4 39ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 4 40ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 4 41ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 1 dws SO: the, Input: [d]
1 2 3 5 4 5 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 17ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 18ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 19ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 20ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 21ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 22ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 23ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 24ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 25ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 26ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 27ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 28ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 29ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 30ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 31ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 32ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 33ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 34ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 35ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 5 36ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 5 37ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 5 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 5 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 5 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 5 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 5 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 5 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 5 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 5 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 5 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 5 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 5 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 5 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 5 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 5 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 5 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 5 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 5 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 5 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 5 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 5 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 5 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 5 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 5 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 5 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 5 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 5 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 5 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 5 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 5 66ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 5 67ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 5 68ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 5 69ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 1 dws SO: the, Input: [d]
1 2 3 5 4 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 7 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 11ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 13ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 15ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 16ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 18ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 19ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 20ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 22ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 24ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 25ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 6 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 6 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 6 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 6 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 6 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 6 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 6 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 6 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 6 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 6 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 6 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 6 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 6 38ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 6 39ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 6 40ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 6 41ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 6 42ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 6 43ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 6 44ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 6 45ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 6 46ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 6 47ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 6 48ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 6 49ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 1 dws SO: the, Input: [d]
1 2 3 5 4 7 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 14ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 15ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 16ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 17ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 19ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 20ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 21ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 7 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 7 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 7 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 7 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 7 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 7 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 7 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 7 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 7 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 7 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 7 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 7 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 7 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 7 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 7 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 7 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 7 38ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 7 39ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 7 40ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 7 41ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 1 dws SO: the, Input: [d]
1 2 3 5 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 17ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 22ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 8 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 8 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 8 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 8 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 8 42ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 8 43ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 8 44ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 8 45ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 1 dws SO: the, Input: [d]
1 2 3 5 4 9 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 14ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 15ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 16ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 17ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 19ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 20ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 21ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 9 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 9 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 9 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 9 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 9 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 9 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 9 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 9 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 9 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 9 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 9 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 9 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 9 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 9 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 9 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 9 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 9 38ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 9 39ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 9 40ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 9 41ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 101 dws SO: the, Input: [d]
1 2 3 5 4 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 103 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 105 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 107 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 108 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 109 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1011ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1014ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1015ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1016ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1017ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1018ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1019ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1020ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1021ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1022ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1023ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 1024ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1025ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1026ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1027ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 1028ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1029ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1030ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1031ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1032ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1033ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 1034ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1035ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1036ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1037ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1038ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1039ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1040ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1041ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 111 dws SO: the, Input: [d]
1 2 3 5 4 112 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 113 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 114 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 115 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 116 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 117 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 118 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 119 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1110ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1111ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1112ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1113ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1114ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1115ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1116ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1117ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1118ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1119ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1120ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1121ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1122ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1123ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1124ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1125ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1126ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1127ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1128ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1129ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1130ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 1131ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1132ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1133ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1134ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1135ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1136ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1137ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1138ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1139ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 1140ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1141ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1142ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1143ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 1144ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1145ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1146ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1147ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1148ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1149ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 1150ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1151ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1152ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1153ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1154ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1155ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1156ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1157ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 121 dws SO: the, Input: [d]
1 2 3 5 4 122 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 123 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 124 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 125 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 126 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 127 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 128 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 129 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1210ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1211ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1212ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1213ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1214ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1215ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1216ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1217ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1218ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1219ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1220ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1221ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1222ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1223ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1224ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1225ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1226ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1227ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 1228ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1229ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1230ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1231ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 1232ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1233ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1234ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1235ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1236ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1237ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 1238ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1239ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1240ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1241ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1242ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1243ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1244ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1245ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 131 dws SO: the, Input: [d]
1 2 3 5 4 132 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 133 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 134 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 135 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 136 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 137 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 138 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 139 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1310ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1311ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1312ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1313ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1314ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1315ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1316ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1317ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1318ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1319ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1320ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1321ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1322ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1323ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 1324ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1325ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1326ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1327ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 1328ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1329ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1330ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1331ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1332ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1333ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 1334ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1335ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1336ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1337ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1338ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1339ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1340ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1341ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 141 dws SO: the, Input: [d]
1 2 3 5 4 142 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 143 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 145 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 146 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 147 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 148 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 149 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1410ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1411ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1412ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1413ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1414ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1415ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1416ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1417ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1418ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1419ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1420ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1421ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1422ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1423ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 1424ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1425ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1426ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1427ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 1428ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1429ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1430ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1431ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1432ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1433ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 1434ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1435ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1436ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1437ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1438ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1439ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1440ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1441ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 151 dws SO: the, Input: [d]
1 2 3 5 4 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 153 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 155 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 156 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 157 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 158 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 159 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1510ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1511ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1512ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1513ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1514ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1515ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1516ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1517ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1518ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1519ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1520ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1522ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1524ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1525ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1526ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1527ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1528ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1529ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1530ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1531ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 1532ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1533ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1534ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1535ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 1536ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1537ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1538ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1539ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1540ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1541ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 1542ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1543ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1544ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1545ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1546ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1547ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1548ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1549ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 161 dws SO: the, Input: [d]
1 2 3 5 4 162 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 163 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 165 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 166 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 167 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 168 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 169 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1610ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1611ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1612ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1613ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1614ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1615ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1616ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1617ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1618ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1619ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1620ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1621ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1622ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1623ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 1624ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1625ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1626ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1627ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 1628ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1629ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1630ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1631ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1632ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1633ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 1634ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1635ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1636ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1637ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1638ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1639ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1640ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1641ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 171 dws SO: the, Input: [d]
1 2 3 5 4 172 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 173 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 174 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 175 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 176 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 177 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 178 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 179 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1710ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1711ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1712ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1713ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1714ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1715ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1716ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1717ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1718ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1720ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1721ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1722ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1723ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1724ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1725ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1726ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1727ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 1728ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1729ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1730ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1731ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 1732ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1733ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1734ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1735ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1736ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1737ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 1738ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1739ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1740ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1741ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1742ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1743ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1744ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1745ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 181 dws SO: the, Input: [d]
1 2 3 5 4 182 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 183 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 184 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 185 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 186 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 187 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 188 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 189 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1810ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1811ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1812ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1813ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1814ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1815ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1816ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1817ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1818ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1819ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1820ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1821ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1822ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1823ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 1824ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1825ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1826ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1827ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 1828ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1829ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1830ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1831ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1832ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1833ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 1834ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1835ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1836ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1837ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1838ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1839ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1840ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1841ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 4 191 dws SO: the, Input: [d]
1 2 3 5 4 192 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 193 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 194 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 195 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 196 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 197 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 198 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 199 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1910ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1911ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1912ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1913ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1914ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1915ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1916ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1917ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1918ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1919ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1920ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1921ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 4 1922ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1923ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 4 1924ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1925ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1926ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1927ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 1928ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1929ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1930ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1931ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1932ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1933ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 1934ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1935ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1936ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 1937ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 1938ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1939ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 1940ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 4 1941ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 201 dws SO: the, Input: [d]
1 2 3 5 4 202 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 4 203 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 4 204 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 4 205 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 4 211 dws SO: the, Input: [d]
1 2 3 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 221 dws SO: the, Input: [d]
1 2 3 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 4 231 dws SO: the, Input: [d]
1 2 3 5 4 232 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 233 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 234 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 235 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 236 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 237 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 238 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 239 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 2310ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 2311ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 2312ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 2313ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 2314ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 2315ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 4 2316ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 2317ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 4 2318ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 2319ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 4 2320ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 4 2321ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 2322ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 2323ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 4 2324ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 4 2325ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 2326ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 4 2327ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 2328ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 4 2329ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 241 dws SO: the, Input: [d]
1 2 3 5 4 242 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 4 243 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 4 244 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 4 245 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 4 246 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 4 247 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 248 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 4 249 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 4 251 dws SO: the, Input: [d]
1 2 3 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 261 dws SO: the, Input: [d]
1 2 3 5 4 262 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 4 263 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 4 264 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 4 265 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 4 271 dws SO: the, Input: [d]
1 2 3 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 281 dws SO: the, Input: [d]
1 2 3 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 4 291 dws SO: the, Input: [d]
1 2 3 5 4 292 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 4 293 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 4 294 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 4 295 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 4 296 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 4 297 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 4 298 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 4 299 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 4 2910ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 2911ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 4 2912ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 4 2913ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 2914ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 4 2915ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 2916ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 4 2917ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 301 dws SO: the, Input: [d]
1 2 3 5 4 302 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 4 303 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 4 304 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 4 305 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 4 311 dws SO: the, Input: [d]
1 2 3 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 321 dws SO: the, Input: [d]
1 2 3 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 4 331 dws SO: the, Input: [d]
1 2 3 5 4 332 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 4 333 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 4 334 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 4 335 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 4 336 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 4 337 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 338 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 4 339 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 4 341 dws SO: the, Input: [d]
1 2 3 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 4 351 dws SO: the, Input: [d]
1 2 3 5 4 352 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 4 353 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 4 354 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 4 355 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 4 361 dws SO: the, Input: [d]
1 2 3 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 4 371 dws SO: the, Input: [d]
1 2 3 5 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 5 1 dws SO: the, Input: [d]
1 2 3 5 5 1 1 esm SO: {the,d}, Input: []
1 2 3 5 5 1 2 epm SO: <the,d>, Input: []
1 2 3 5 5 1 3 epm SO: <d,the>, Input: []
1 2 3 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 1 dws SO: the, Input: [d]
1 2 3 5 5 2 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 2 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 2 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 2 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 2 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 2 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 2 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 2 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 2 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 2 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 2 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 2 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 2 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 2 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 2 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 2 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 2 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 2 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 2 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 1 dws SO: the, Input: [d]
1 2 3 5 5 3 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 17ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 18ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 19ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 21ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 22ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 23ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 24ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 26ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 27ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 28ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 30ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 31ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 32ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 33ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 3 34ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 3 35ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 3 36ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 3 37ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 3 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 3 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 3 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 3 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 3 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 3 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 3 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 3 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 3 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 3 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 3 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 3 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 3 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 3 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 3 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 3 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 3 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 3 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 3 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 3 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 3 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 3 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 3 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 3 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 3 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 3 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 3 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 3 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 1 dws SO: the, Input: [d]
1 2 3 5 5 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 7 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 16ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 17ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 18ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 22ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 23ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 4 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 4 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 4 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 4 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 4 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 4 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 4 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 4 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 4 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 4 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 4 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 4 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 4 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 4 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 4 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 4 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 4 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 4 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 4 42ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 4 43ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 4 44ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 4 45ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 1 dws SO: the, Input: [d]
1 2 3 5 5 5 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 5 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 5 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 5 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 5 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 5 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 5 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 5 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 5 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 5 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 5 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 5 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 5 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 5 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 5 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 5 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 5 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 5 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 5 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 1 dws SO: the, Input: [d]
1 2 3 5 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 5 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 14ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 15ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 16ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 19ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 20ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 21ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 6 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 6 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 6 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 6 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 6 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 6 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 6 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 6 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 6 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 6 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 6 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 6 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 6 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 6 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 6 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 6 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 6 38ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 6 39ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 6 40ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 6 41ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 1 dws SO: the, Input: [d]
1 2 3 5 5 7 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 7 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 7 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 7 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 7 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 7 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 7 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 7 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 7 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 7 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 7 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 7 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 7 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 7 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 7 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 7 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 7 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 7 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 7 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 1 dws SO: the, Input: [d]
1 2 3 5 5 8 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 12ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 13ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 14ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 15ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 17ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 18ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 19ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 8 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 8 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 8 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 8 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 8 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 8 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 8 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 8 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 8 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 8 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 8 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 8 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 8 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 8 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 8 34ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 8 35ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 8 36ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 8 37ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 1 dws SO: the, Input: [d]
1 2 3 5 5 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 11ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 14ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 101 dws SO: the, Input: [d]
1 2 3 5 5 102 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 103 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 104 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 105 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 106 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 107 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 108 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 109 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1010ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1011ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1012ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1014ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1015ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1016ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1017ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1018ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1019ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1020ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1021ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1022ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1023ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1024ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1025ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 1026ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1027ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 1028ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1029ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1030ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1031ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1032ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1033ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 1034ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1035ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1036ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1037ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1038ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1039ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1040ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1041ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 111 dws SO: the, Input: [d]
1 2 3 5 5 112 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 113 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 114 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 115 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 116 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 117 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 118 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 119 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1110ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1112ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1113ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1114ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1115ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1116ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1117ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1118ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1119ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1120ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1121ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 1122ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1123ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 1124ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1125ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1126ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1127ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1128ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1129ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 1130ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1131ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1132ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1133ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1134ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1135ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1136ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1137ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 121 dws SO: the, Input: [d]
1 2 3 5 5 122 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 123 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 124 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 125 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 126 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 127 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 128 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 129 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1210ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1212ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1213ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1214ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1215ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1216ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1217ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1218ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1219ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1220ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1221ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 1222ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1223ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 1224ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1225ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1226ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1227ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1228ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1229ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 1230ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1231ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1232ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1233ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1234ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1235ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1236ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1237ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 131 dws SO: the, Input: [d]
1 2 3 5 5 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 133 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 134 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 135 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 136 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 137 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 138 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 139 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1311ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1312ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1313ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1314ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1316ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1317ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1318ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1320ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1321ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1322ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1323ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1324ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1325ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1326ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1327ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1328ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1329ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 1330ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1331ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 1332ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1333ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1334ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1335ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1336ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1337ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 1338ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1339ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1340ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1341ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1342ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1343ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1344ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1345ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 141 dws SO: the, Input: [d]
1 2 3 5 5 142 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 143 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 144 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 145 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 147 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 149 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1412ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1413ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1414ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1415ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1416ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1417ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1418ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1419ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1420ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1421ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 1422ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1423ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 1424ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1425ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1426ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1427ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1428ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1429ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 1430ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1431ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1432ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1433ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1434ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1435ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1436ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1437ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 151 dws SO: the, Input: [d]
1 2 3 5 5 152 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 153 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 154 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 155 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 156 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 157 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 158 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 159 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1510ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1511ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1512ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1514ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1515ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1516ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1517ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1518ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1519ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1520ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1521ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1522ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1523ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1524ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1525ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 1526ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1527ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 1528ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1529ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1530ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1531ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1532ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1533ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 1534ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1535ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1536ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1537ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1538ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1539ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1540ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1541ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 161 dws SO: the, Input: [d]
1 2 3 5 5 162 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 163 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 164 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 165 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 166 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 167 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 168 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 169 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1610ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1612ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1613ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1614ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1615ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1616ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1617ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1618ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1619ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1620ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1621ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 1622ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1623ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 1624ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1625ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1626ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1627ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1628ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1629ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 1630ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1631ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1632ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1633ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1634ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1635ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1636ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1637ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 5 171 dws SO: the, Input: [d]
1 2 3 5 5 172 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 173 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 174 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 175 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 176 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 177 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 178 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 179 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1710ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1712ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1713ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1714ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1715ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1716ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1717ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1718ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1719ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 5 1720ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1721ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 5 1722ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1723ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 1724ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1725ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1726ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1727ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1728ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1729ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 1730ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1731ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1732ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 1733ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1734ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1735ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1736ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 5 1737ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 18ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 5 181 dws SO: the, Input: [d]
1 2 3 5 5 19ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 5 191 dws SO: the, Input: [d]
1 2 3 5 5 192 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 193 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 194 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 195 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 196 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 197 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 198 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 199 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 1910ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 1911ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 1912ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 1913ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 1914ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 1915ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 5 1916ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1917ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 5 1918ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1919ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 5 1920ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 5 1921ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 1922ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1923ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 5 1924ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 5 1925ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 1926ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 5 1927ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 1928ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 5 1929ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 5 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 201 dws SO: the, Input: [d]
1 2 3 5 5 202 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 5 203 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 5 204 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 5 205 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 5 206 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 5 207 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 208 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 5 209 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 5 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 5 211 dws SO: the, Input: [d]
1 2 3 5 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 221 dws SO: the, Input: [d]
1 2 3 5 5 222 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 5 223 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 5 224 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 5 225 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 5 231 dws SO: the, Input: [d]
1 2 3 5 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 241 dws SO: the, Input: [d]
1 2 3 5 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 5 251 dws SO: the, Input: [d]
1 2 3 5 5 252 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 5 253 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 5 254 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 5 255 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 5 256 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 5 257 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 5 258 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 5 259 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 5 2510ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 2511ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 5 2512ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 5 2513ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 2514ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 5 2515ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 2516ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 5 2517ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 261 dws SO: the, Input: [d]
1 2 3 5 5 262 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 5 263 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 5 264 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 5 265 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 5 271 dws SO: the, Input: [d]
1 2 3 5 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 281 dws SO: the, Input: [d]
1 2 3 5 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 5 291 dws SO: the, Input: [d]
1 2 3 5 5 292 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 5 293 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 5 294 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 5 295 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 5 296 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 5 297 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 298 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 5 299 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 5 301 dws SO: the, Input: [d]
1 2 3 5 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 5 311 dws SO: the, Input: [d]
1 2 3 5 5 312 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 5 313 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 5 314 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 5 315 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 5 321 dws SO: the, Input: [d]
1 2 3 5 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 5 331 dws SO: the, Input: [d]
1 2 3 5 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 6 1 dws SO: the, Input: [d]
1 2 3 5 6 1 1 esm SO: {the,d}, Input: []
1 2 3 5 6 1 2 epm SO: <the,d>, Input: []
1 2 3 5 6 1 3 epm SO: <d,the>, Input: []
1 2 3 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 1 dws SO: the, Input: [d]
1 2 3 5 6 2 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 12ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 13ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 14ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 15ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 17ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 18ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 19ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 2 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 2 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 2 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 2 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 2 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 2 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 2 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 2 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 2 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 2 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 2 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 2 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 2 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 2 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 2 34ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 2 35ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 2 36ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 2 37ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 1 dws SO: the, Input: [d]
1 2 3 5 6 3 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 17ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 18ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 19ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 21ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 22ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 23ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 24ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 26ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 27ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 28ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 30ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 31ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 32ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 33ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 3 34ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 3 35ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 3 36ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 3 37ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 3 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 3 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 3 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 3 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 3 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 3 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 3 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 3 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 3 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 3 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 3 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 3 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 3 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 3 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 3 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 3 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 3 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 3 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 3 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 3 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 3 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 3 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 3 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 3 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 3 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 3 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 3 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 3 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 1 dws SO: the, Input: [d]
1 2 3 5 6 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 7 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 13ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 16ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 17ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 18ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 20ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 22ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 23ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 4 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 4 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 4 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 4 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 4 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 4 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 4 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 4 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 4 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 4 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 4 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 4 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 4 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 4 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 4 38ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 4 39ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 4 40ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 4 41ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 4 42ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 4 43ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 4 44ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 4 45ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 1 dws SO: the, Input: [d]
1 2 3 5 6 5 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 12ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 13ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 14ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 15ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 17ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 18ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 19ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 5 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 5 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 5 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 5 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 5 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 5 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 5 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 5 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 5 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 5 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 5 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 5 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 5 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 5 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 5 34ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 5 35ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 5 36ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 5 37ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 1 dws SO: the, Input: [d]
1 2 3 5 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 3 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 5 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 9 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 11ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 14ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 15ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 16ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 18ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 19ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 20ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 21ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 6 22ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 6 23ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 6 24ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 6 25ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 6 26ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 6 27ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 6 28ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 6 29ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 6 30ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 6 31ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 6 32ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 6 33ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 6 34ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 6 35ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 6 36ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 6 37ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 6 38ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 6 39ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 6 40ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 6 41ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 1 dws SO: the, Input: [d]
1 2 3 5 6 7 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 12ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 13ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 14ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 15ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 17ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 18ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 19ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 7 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 7 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 7 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 7 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 7 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 7 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 7 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 7 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 7 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 7 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 7 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 7 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 7 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 7 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 7 34ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 7 35ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 7 36ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 7 37ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 1 dws SO: the, Input: [d]
1 2 3 5 6 8 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 12ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 13ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 14ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 15ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 17ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 18ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 19ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 8 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 8 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 8 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 8 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 8 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 8 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 8 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 8 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 8 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 8 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 8 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 8 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 8 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 8 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 8 34ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 8 35ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 8 36ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 8 37ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 1 dws SO: the, Input: [d]
1 2 3 5 6 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 11ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 14ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 10ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 101 dws SO: the, Input: [d]
1 2 3 5 6 102 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 103 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 104 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 105 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 106 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 107 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 108 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 109 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1010ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1011ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1012ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1014ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1015ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1016ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1017ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1018ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1019ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1020ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1021ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1022ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1023ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1024ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1025ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 1026ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1027ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 1028ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1029ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1030ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1031ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1032ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1033ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 1034ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1035ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1036ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1037ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1038ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1039ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1040ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1041ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 111 dws SO: the, Input: [d]
1 2 3 5 6 112 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 113 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 114 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 115 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 116 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 117 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 118 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 119 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1110ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1112ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1113ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1114ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1115ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1116ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1117ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1118ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1119ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1120ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1121ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 1122ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1123ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 1124ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1125ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1126ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1127ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1128ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1129ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 1130ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1131ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1132ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1133ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1134ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1135ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1136ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1137ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 121 dws SO: the, Input: [d]
1 2 3 5 6 122 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 123 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 124 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 125 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 126 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 127 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 128 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 129 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1210ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1212ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1213ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1214ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1215ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1216ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1217ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1218ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1219ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1220ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1221ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 1222ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1223ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 1224ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1225ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1226ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1227ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1228ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1229ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 1230ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1231ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1232ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1233ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1234ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1235ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1236ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1237ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 131 dws SO: the, Input: [d]
1 2 3 5 6 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 133 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 134 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 135 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 136 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 137 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 138 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 139 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1311ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1312ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1313ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1314ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1316ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1317ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1318ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1320ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1321ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1322ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1323ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1324ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1325ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1326ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1327ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1328ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1329ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 1330ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1331ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 1332ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1333ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1334ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1335ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1336ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1337ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 1338ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1339ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1340ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1341ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1342ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1343ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1344ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1345ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 141 dws SO: the, Input: [d]
1 2 3 5 6 142 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 143 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 144 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 145 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 146 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 147 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 148 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 149 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1410ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1412ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1413ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1414ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1415ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1416ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1417ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1418ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1419ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1420ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1421ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 1422ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1423ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 1424ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1425ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1426ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1427ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1428ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1429ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 1430ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1431ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1432ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1433ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1434ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1435ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1436ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1437ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 151 dws SO: the, Input: [d]
1 2 3 5 6 152 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 153 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 154 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 155 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 156 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 157 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 158 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 159 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1510ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1511ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1512ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1514ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1515ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1516ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1517ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1518ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1519ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1520ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1521ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1522ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1523ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1524ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1525ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 1526ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1527ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 1528ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1529ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1530ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1531ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1532ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1533ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 1534ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1535ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1536ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1537ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1538ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1539ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1540ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1541ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 161 dws SO: the, Input: [d]
1 2 3 5 6 162 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 163 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 164 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 165 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 166 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 167 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 168 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 169 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1610ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1612ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1613ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1614ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1615ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1616ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1617ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1618ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1619ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1620ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1621ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 1622ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1623ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 1624ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1625ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1626ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1627ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1628ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1629ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 1630ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1631ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1632ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1633ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1634ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1635ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1636ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1637ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 6 171 dws SO: the, Input: [d]
1 2 3 5 6 172 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 173 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 174 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 175 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 176 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 177 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 178 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 179 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1710ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1712ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1713ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1714ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1715ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1716ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1717ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1718ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1719ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 6 1720ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1721ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 6 1722ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1723ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 1724ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1725ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1726ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1727ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1728ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1729ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 1730ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1731ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1732ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 1733ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1734ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1735ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1736ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 6 1737ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 181 dws SO: the, Input: [d]
1 2 3 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 6 191 dws SO: the, Input: [d]
1 2 3 5 6 192 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 193 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 194 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 195 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 196 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 197 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 198 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 199 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 1910ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 1911ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 1912ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 1913ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 1914ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 1915ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 6 1916ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1917ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 6 1918ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1919ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 6 1920ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 6 1921ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 1922ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1923ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 6 1924ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 6 1925ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 1926ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 6 1927ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 1928ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 6 1929ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 201 dws SO: the, Input: [d]
1 2 3 5 6 202 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 6 203 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 6 204 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 6 205 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 6 206 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 6 207 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 208 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 6 209 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 6 211 dws SO: the, Input: [d]
1 2 3 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 221 dws SO: the, Input: [d]
1 2 3 5 6 222 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 6 223 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 6 224 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 6 225 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 6 231 dws SO: the, Input: [d]
1 2 3 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 241 dws SO: the, Input: [d]
1 2 3 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 6 251 dws SO: the, Input: [d]
1 2 3 5 6 252 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 6 253 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 6 254 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 6 255 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 6 256 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 6 257 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 6 258 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 6 259 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 6 2510ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 2511ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 6 2512ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 6 2513ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 2514ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 6 2515ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 2516ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 6 2517ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 261 dws SO: the, Input: [d]
1 2 3 5 6 262 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 6 263 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 6 264 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 6 265 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 6 271 dws SO: the, Input: [d]
1 2 3 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 281 dws SO: the, Input: [d]
1 2 3 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 6 291 dws SO: the, Input: [d]
1 2 3 5 6 292 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 6 293 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 6 294 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 6 295 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 6 296 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 6 297 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 298 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 6 299 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 6 301 dws SO: the, Input: [d]
1 2 3 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 6 311 dws SO: the, Input: [d]
1 2 3 5 6 312 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 6 313 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 6 314 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 6 315 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 6 321 dws SO: the, Input: [d]
1 2 3 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 6 331 dws SO: the, Input: [d]
1 2 3 5 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 7 1 dws SO: the, Input: [d]
1 2 3 5 7 1 1 esm SO: {the,d}, Input: []
1 2 3 5 7 1 2 epm SO: <the,d>, Input: []
1 2 3 5 7 1 3 epm SO: <d,the>, Input: []
1 2 3 5 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 1 dws SO: the, Input: [d]
1 2 3 5 7 2 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 11ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 12ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 13ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 15ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 16ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 21ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 22ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 23ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 24ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 25ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 26ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 27ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 28ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 29ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 30ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 31ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 32ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 33ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 34ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 35ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 2 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2 54ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2 55ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 2 56ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2 57ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2 58ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2 59ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2 60ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2 61ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2 62ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2 63ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2 64ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2 65ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2 66ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2 67ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2 68ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2 69ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 1 dws SO: the, Input: [d]
1 2 3 5 7 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 15ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 16ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 17ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 22ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 23ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 24ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 25ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 26ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 27ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 28ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 29ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 3 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 3 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 3 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 3 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 3 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 3 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 3 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 3 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 3 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 3 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 3 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 3 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 3 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 3 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 3 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 3 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 3 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 3 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 3 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 3 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 3 50ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 3 51ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 3 52ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 3 53ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 3 54ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 3 55ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 3 56ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 3 57ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 1 dws SO: the, Input: [d]
1 2 3 5 7 4 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 14ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 15ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 19ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 20ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 21ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 22ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 23ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 24ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 25ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 26ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 27ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 4 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 4 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 4 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 4 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 4 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 4 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 4 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 4 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 4 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 4 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 4 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 4 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 4 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 4 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 4 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 4 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 4 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 4 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 4 46ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 4 47ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 4 48ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 4 49ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 4 50ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 4 51ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 4 52ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 4 53ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 1 dws SO: the, Input: [d]
1 2 3 5 7 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 6 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 8 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 9 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 11ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 12ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 14ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 15ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 17ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 18ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 19ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 20ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 21ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 22ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 23ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 24ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 25ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 26ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 27ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 5 28ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 5 29ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 5 30ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 5 31ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 5 32ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 5 33ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 5 34ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 5 35ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 5 36ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 5 37ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 5 38ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 5 39ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 5 40ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 5 41ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 5 42ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 5 43ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 5 44ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 5 45ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 5 46ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 5 47ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 5 48ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 5 49ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 5 50ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 5 51ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 5 52ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 5 53ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 1 dws SO: the, Input: [d]
1 2 3 5 7 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 3 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 5 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 6 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 7 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 9 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 10ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 11ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 13ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 15ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 16ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 17ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 18ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 19ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 20ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 21ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 22ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 24ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 25ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 26ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 27ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 28ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 29ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 30ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 31ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 6 32ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 6 33ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 6 34ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 6 35ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 6 36ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 6 37ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 6 38ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 6 39ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 6 40ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 6 41ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 6 42ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 6 43ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 6 44ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 6 45ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 6 46ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 6 47ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 6 48ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 6 49ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 6 50ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 6 51ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 6 52ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 6 53ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 6 54ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 6 55ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 6 56ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 6 57ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 6 58ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 6 59ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 6 60ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 6 61ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 1 dws SO: the, Input: [d]
1 2 3 5 7 7 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 14ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 15ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 19ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 20ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 21ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 22ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 23ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 24ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 25ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 26ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 27ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 7 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 7 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 7 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 7 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 7 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 7 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 7 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 7 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 7 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 7 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 7 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 7 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 7 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 7 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 7 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 7 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 7 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 7 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 7 46ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 7 47ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 7 48ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 7 49ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 7 50ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 7 51ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 7 52ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 7 53ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 1 dws SO: the, Input: [d]
1 2 3 5 7 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 15ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 16ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 17ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 22ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 23ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 24ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 25ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 26ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 27ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 28ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 29ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 8 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 8 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 8 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 8 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 8 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 8 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 8 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 8 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 8 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 8 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 8 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 8 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 8 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 8 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 8 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 8 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 8 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 8 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 8 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 8 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 8 50ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 8 51ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 8 52ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 8 53ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 8 54ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 8 55ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 8 56ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 8 57ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 1 dws SO: the, Input: [d]
1 2 3 5 7 9 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 14ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 15ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 20ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 21ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 22ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 23ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 24ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 25ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 26ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 27ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 9 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 9 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 9 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 9 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 9 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 9 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 9 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 9 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 9 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 9 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 9 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 9 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 9 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 9 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 9 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 9 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 9 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 9 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 9 46ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 9 47ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 9 48ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 9 49ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 9 50ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 9 51ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 9 52ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 9 53ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 101 dws SO: the, Input: [d]
1 2 3 5 7 102 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 103 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 104 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 106 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 107 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 108 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 109 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1011ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1012ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1013ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1014ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1015ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1017ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1018ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1019ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1020ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1021ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1022ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1023ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1024ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1025ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1026ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1027ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1028ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1029ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 1030ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1031ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1032ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1033ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1034ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1035ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1036ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1037ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1038ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1039ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 1040ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1041ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1042ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1043ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1044ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1045ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1046ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1047ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1048ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1049ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1050ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1051ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1052ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1053ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 11ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 111 dws SO: the, Input: [d]
1 2 3 5 7 112 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 113 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 114 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 115 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 116 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 117 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 118 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 119 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1110ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1111ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1112ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1113ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1114ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1115ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1116ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1117ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1118ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1119ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1120ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1121ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1122ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1123ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1124ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1125ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1126ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1127ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1128ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1129ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1130ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1131ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1132ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1133ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1134ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1135ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1136ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1137ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1138ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1139ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1140ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1141ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1142ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 1143ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1144ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1145ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1146ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1147ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1148ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1149ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1150ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1151ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1152ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1153ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1154ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1155ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1156ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1157ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 1158ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1159ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1160ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1161ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1162ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1163ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1164ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1165ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1166ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1167ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 1168ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1169ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1170ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1171ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1172ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1173ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1174ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1175ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1176ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1177ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1178ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1179ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1180ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1181ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 12ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 121 dws SO: the, Input: [d]
1 2 3 5 7 122 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 123 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 124 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 125 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 126 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 127 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 128 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 129 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1210ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1211ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1212ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1213ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1214ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1215ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1216ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1217ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1218ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1219ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1220ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1221ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1222ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1223ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1224ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1225ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1226ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1227ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1228ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1229ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1230ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1231ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1232ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1233ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1234ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1235ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1236ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1237ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 1238ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1239ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1240ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1241ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1242ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1243ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1244ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1245ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1246ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1247ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 1248ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1249ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1250ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1251ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1252ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1253ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1254ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1255ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1256ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1257ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1258ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1259ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1260ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1261ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 131 dws SO: the, Input: [d]
1 2 3 5 7 132 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 133 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 134 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 135 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 136 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 137 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 138 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 139 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1310ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1311ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1312ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1313ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1314ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1315ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1316ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1317ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1318ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1319ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1320ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1321ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1322ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1323ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1324ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1325ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1326ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1327ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1328ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1329ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 1330ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1331ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1332ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1333ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1334ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1335ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1336ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1337ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1338ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1339ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 1340ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1341ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1342ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1343ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1344ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1345ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1346ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1347ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1348ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1349ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1350ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1351ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1352ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1353ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 141 dws SO: the, Input: [d]
1 2 3 5 7 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 143 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 145 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 146 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 148 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1410ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1411ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1413ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1415ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1416ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1417ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1419ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1421ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1422ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1423ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1424ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1425ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1426ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1427ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1428ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1429ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1430ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1431ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1432ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1433ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 1434ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1435ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1436ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1437ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1438ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1439ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1440ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1441ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1442ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1443ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 1444ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1445ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1446ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1447ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1448ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1449ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1450ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1451ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1452ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1453ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1454ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1455ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1456ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1457ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 151 dws SO: the, Input: [d]
1 2 3 5 7 152 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 153 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 154 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 155 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 156 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 157 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 158 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 159 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1510ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1511ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1512ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1513ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1514ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1515ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1516ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1517ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1518ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1519ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1520ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1521ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1522ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1523ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1524ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1525ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1526ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1527ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1528ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1529ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 1530ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1531ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1532ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1533ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1534ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1535ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1536ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1537ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1538ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1539ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 1540ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1541ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1542ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1543ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1544ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1545ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1546ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1547ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1548ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1549ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1550ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1551ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1552ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1553ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 161 dws SO: the, Input: [d]
1 2 3 5 7 162 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 163 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 164 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 166 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 167 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 168 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 169 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1611ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1612ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1613ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1614ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1615ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1617ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1618ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1619ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1620ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1621ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1622ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1623ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1624ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1625ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1626ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1627ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1628ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1629ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 1630ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1631ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1632ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1633ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1634ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1635ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1636ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1637ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1638ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1639ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 1640ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1641ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1642ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1643ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1644ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1645ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1646ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1647ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1648ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1649ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1650ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1651ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1652ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1653ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 171 dws SO: the, Input: [d]
1 2 3 5 7 172 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 173 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 174 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 175 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 176 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 177 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 178 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 179 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1710ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1711ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1712ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1713ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1714ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1715ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1716ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1717ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1718ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1719ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1720ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1721ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1722ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1723ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1724ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1725ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1726ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1727ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1728ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1729ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1730ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1731ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1732ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1733ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1734ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1735ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1736ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1737ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1738ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1739ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1740ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1741ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1742ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1743ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1744ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1745ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 1746ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1747ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1748ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1749ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1750ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1751ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1752ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1753ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1754ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1755ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 1756ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1757ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1758ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1759ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1760ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1761ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1762ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1763ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1764ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1765ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1766ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1767ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1768ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1769ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 181 dws SO: the, Input: [d]
1 2 3 5 7 182 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 183 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 184 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 185 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 186 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 187 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 188 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 189 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1810ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1811ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1812ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1813ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1814ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1815ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1816ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1817ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1818ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1819ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1820ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1821ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1822ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1823ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1824ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1825ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1826ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1827ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1828ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1829ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1830ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1831ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1832ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1833ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 1834ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1835ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1836ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1837ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1838ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1839ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1840ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1841ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1842ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1843ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 1844ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1845ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1846ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1847ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1848ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1849ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1850ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1851ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1852ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1853ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1854ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1855ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1856ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1857ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 191 dws SO: the, Input: [d]
1 2 3 5 7 192 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 193 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 194 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 195 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 196 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 197 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 198 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 199 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1910ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1911ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1912ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1913ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1914ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1915ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1916ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1917ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1918ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1919ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1920ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1921ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1922ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1923ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1924ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1925ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1926ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1927ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 1928ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1929ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 1930ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1931ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1932ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1933ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1934ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1935ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1936ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1937ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1938ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1939ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 1940ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1941ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1942ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1943ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1944ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1945ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 1946ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1947ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1948ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 1949ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 1950ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1951ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 1952ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 1953ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 201 dws SO: the, Input: [d]
1 2 3 5 7 202 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 203 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 204 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 205 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 206 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 207 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 208 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 209 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2010ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2011ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2012ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2013ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2014ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2015ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2016ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2017ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2018ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2019ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2020ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2021ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2022ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2023ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2024ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2025ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2026ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2027ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2028ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2029ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 2030ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2031ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2032ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2033ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2034ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2035ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2036ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2037ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2038ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2039ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 2040ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2041ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2042ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2043ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2044ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2045ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2046ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2047ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2048ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2049ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2050ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2051ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2052ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2053ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 211 dws SO: the, Input: [d]
1 2 3 5 7 212 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 213 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 214 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 215 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 216 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 217 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 218 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 219 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2110ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2111ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2112ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2113ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2114ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2115ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2116ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2117ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2118ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2119ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2120ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2121ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2122ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2123ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2124ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2125ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2126ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2127ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2128ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2129ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2130ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2131ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2132ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2133ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2134ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2135ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2136ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2137ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 2138ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2139ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2140ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2141ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2142ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2143ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2144ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2145ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2146ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2147ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 2148ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2149ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2150ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2151ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2152ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2153ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2154ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2155ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2156ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2157ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2158ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2159ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2160ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2161ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 221 dws SO: the, Input: [d]
1 2 3 5 7 222 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 223 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 224 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 225 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 226 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 227 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 228 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 229 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2210ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2211ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2212ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2213ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2214ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2215ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2216ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2217ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2218ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2219ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2220ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2221ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2222ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2223ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2224ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2225ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2226ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2227ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2228ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2229ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 2230ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2231ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2232ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2233ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2234ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2235ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2236ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2237ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2238ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2239ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 2240ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2241ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2242ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2243ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2244ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2245ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2246ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2247ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2248ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2249ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2250ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2251ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2252ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2253ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 231 dws SO: the, Input: [d]
1 2 3 5 7 232 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 233 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 234 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 235 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 236 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 237 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 238 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 239 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2310ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2311ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2312ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2313ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2314ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2315ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2316ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2317ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2318ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2319ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2320ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2321ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2322ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2323ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2324ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2325ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2326ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2327ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2328ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2329ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2330ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2331ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2332ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2333ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 2334ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2335ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2336ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2337ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2338ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2339ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2340ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2341ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2342ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2343ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 2344ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2345ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2346ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2347ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2348ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2349ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2350ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2351ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2352ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2353ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2354ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2355ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2356ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2357ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 241 dws SO: the, Input: [d]
1 2 3 5 7 242 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 243 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 244 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 245 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 246 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 247 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 248 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 249 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2410ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2411ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2412ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2413ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2414ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2415ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2416ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2417ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2418ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2419ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2420ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2421ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2422ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2423ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2424ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2425ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2426ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2427ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2428ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2429ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 2430ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2431ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2432ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2433ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2434ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2435ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2436ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2437ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2438ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2439ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 2440ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2441ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2442ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2443ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2444ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2445ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2446ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2447ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2448ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2449ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2450ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2451ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2452ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2453ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 7 251 dws SO: the, Input: [d]
1 2 3 5 7 252 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 253 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 254 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 255 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 256 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 257 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 258 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 259 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2510ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2511ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2512ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2513ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2514ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2515ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2516ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2517ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2518ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2519ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2520ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2521ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2522ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2523ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2524ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2525ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2526ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2527ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 7 2528ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2529ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 7 2530ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2531ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2532ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2533ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2534ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2535ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2536ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2537ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2538ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2539ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 2540ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2541ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2542ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2543ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2544ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2545ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 2546ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2547ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2548ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 2549ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2550ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2551ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2552ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 7 2553ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 261 dws SO: the, Input: [d]
1 2 3 5 7 262 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 263 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 264 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 265 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 266 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 267 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 268 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 269 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 2610ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2611ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 7 2612ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 7 2613ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 2614ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 7 2615ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 2616ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 7 2617ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 271 dws SO: the, Input: [d]
1 2 3 5 7 272 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 7 273 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 7 274 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 7 275 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 7 281 dws SO: the, Input: [d]
1 2 3 5 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 291 dws SO: the, Input: [d]
1 2 3 5 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 301 dws SO: the, Input: [d]
1 2 3 5 7 302 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 303 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 304 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 305 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 306 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 7 307 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 308 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 7 309 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 7 311 dws SO: the, Input: [d]
1 2 3 5 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 321 dws SO: the, Input: [d]
1 2 3 5 7 322 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 7 323 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 7 324 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 7 325 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 7 331 dws SO: the, Input: [d]
1 2 3 5 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 341 dws SO: the, Input: [d]
1 2 3 5 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 7 351 dws SO: the, Input: [d]
1 2 3 5 7 352 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 353 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 354 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 355 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 356 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 357 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 358 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 359 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 3510ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 3511ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 3512ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 3513ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 3514ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 3515ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 7 3516ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 3517ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 7 3518ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 3519ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 7 3520ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 7 3521ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 3522ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 3523ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 7 3524ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 7 3525ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 3526ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 7 3527ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 3528ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 7 3529ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 361 dws SO: the, Input: [d]
1 2 3 5 7 362 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 363 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 364 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 365 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 366 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 7 367 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 368 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 7 369 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 7 371 dws SO: the, Input: [d]
1 2 3 5 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 381 dws SO: the, Input: [d]
1 2 3 5 7 382 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 7 383 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 7 384 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 7 385 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 7 391 dws SO: the, Input: [d]
1 2 3 5 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 401 dws SO: the, Input: [d]
1 2 3 5 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 7 411 dws SO: the, Input: [d]
1 2 3 5 7 412 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 413 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 414 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 415 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 416 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 417 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 418 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 419 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 7 4110ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 4111ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 7 4112ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 7 4113ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 4114ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 7 4115ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 4116ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 7 4117ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 421 dws SO: the, Input: [d]
1 2 3 5 7 422 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 7 423 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 7 424 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 7 425 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 7 431 dws SO: the, Input: [d]
1 2 3 5 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 441 dws SO: the, Input: [d]
1 2 3 5 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 7 451 dws SO: the, Input: [d]
1 2 3 5 7 452 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 453 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 454 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 455 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 7 456 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 7 457 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 458 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 7 459 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 7 461 dws SO: the, Input: [d]
1 2 3 5 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 7 471 dws SO: the, Input: [d]
1 2 3 5 7 472 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 7 473 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 7 474 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 7 475 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 7 481 dws SO: the, Input: [d]
1 2 3 5 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 7 491 dws SO: the, Input: [d]
1 2 3 5 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 8 1 dws SO: the, Input: [d]
1 2 3 5 8 1 1 esm SO: {the,d}, Input: []
1 2 3 5 8 1 2 epm SO: <the,d>, Input: []
1 2 3 5 8 1 3 epm SO: <d,the>, Input: []
1 2 3 5 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 1 dws SO: the, Input: [d]
1 2 3 5 8 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 17ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 22ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 2 42ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 2 43ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 2 44ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 2 45ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 1 dws SO: the, Input: [d]
1 2 3 5 8 3 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 14ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 15ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 16ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 17ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 19ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 20ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 21ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 3 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 3 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 3 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 3 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 3 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 3 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 3 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 3 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 3 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 3 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 3 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 3 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 3 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 3 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 3 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 3 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 3 38ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 3 39ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 3 40ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 3 41ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 1 dws SO: the, Input: [d]
1 2 3 5 8 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 8 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 11ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 13ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 14ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 15ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 16ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 17ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 18ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 19ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 20ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 21ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 4 22ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 4 23ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 4 24ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 4 25ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 4 26ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 4 27ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 4 28ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 4 29ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 4 30ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 4 31ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 4 32ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 4 33ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 4 34ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 4 35ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 4 36ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 4 37ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 4 38ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 4 39ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 4 40ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 4 41ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 1 dws SO: the, Input: [d]
1 2 3 5 8 5 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 17ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 18ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 19ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 20ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 21ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 22ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 23ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 24ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 25ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 26ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 27ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 28ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 29ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 30ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 31ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 32ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 33ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 34ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 35ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 5 36ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 5 37ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 5 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 5 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 5 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 5 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 5 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 5 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 5 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 5 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 5 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 5 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 5 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 5 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 5 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 5 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 5 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 5 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 5 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 5 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 5 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 5 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 5 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 5 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 5 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 5 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 5 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 5 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 5 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 5 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 5 66ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 5 67ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 5 68ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 5 69ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 1 dws SO: the, Input: [d]
1 2 3 5 8 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 7 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 11ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 13ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 15ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 16ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 18ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 19ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 20ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 22ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 24ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 25ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 6 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 6 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 6 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 6 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 6 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 6 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 6 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 6 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 6 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 6 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 6 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 6 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 6 38ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 6 39ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 6 40ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 6 41ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 6 42ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 6 43ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 6 44ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 6 45ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 6 46ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 6 47ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 6 48ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 6 49ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 1 dws SO: the, Input: [d]
1 2 3 5 8 7 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 14ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 15ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 16ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 17ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 19ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 20ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 21ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 7 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 7 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 7 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 7 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 7 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 7 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 7 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 7 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 7 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 7 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 7 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 7 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 7 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 7 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 7 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 7 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 7 38ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 7 39ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 7 40ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 7 41ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 1 dws SO: the, Input: [d]
1 2 3 5 8 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 17ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 22ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 8 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 8 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 8 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 8 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 8 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 8 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 8 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 8 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 8 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 8 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 8 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 8 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 8 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 8 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 8 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 8 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 8 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 8 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 8 42ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 8 43ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 8 44ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 8 45ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 1 dws SO: the, Input: [d]
1 2 3 5 8 9 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 14ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 15ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 16ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 17ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 19ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 20ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 21ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 9 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 9 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 9 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 9 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 9 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 9 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 9 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 9 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 9 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 9 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 9 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 9 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 9 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 9 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 9 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 9 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 9 38ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 9 39ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 9 40ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 9 41ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 101 dws SO: the, Input: [d]
1 2 3 5 8 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 103 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 105 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 107 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 108 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 109 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1011ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1014ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1015ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1016ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1017ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1018ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1019ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1020ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1021ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1022ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1023ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 1024ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1025ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1026ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1027ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 1028ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1029ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1030ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1031ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1032ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1033ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 1034ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1035ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1036ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1037ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1038ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1039ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1040ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1041ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 111 dws SO: the, Input: [d]
1 2 3 5 8 112 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 113 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 114 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 115 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 116 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 117 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 118 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 119 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1110ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1111ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1112ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1113ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1114ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1115ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1116ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1117ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1118ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1119ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1120ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1121ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1122ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1123ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1124ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1125ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1126ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1127ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1128ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1129ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1130ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 1131ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1132ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1133ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1134ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1135ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1136ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1137ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1138ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1139ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 1140ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1141ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1142ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1143ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 1144ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1145ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1146ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1147ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1148ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1149ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 1150ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1151ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1152ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1153ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1154ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1155ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1156ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1157ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 121 dws SO: the, Input: [d]
1 2 3 5 8 122 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 123 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 124 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 125 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 126 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 127 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 128 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 129 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1210ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1211ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1212ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1213ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1214ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1215ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1216ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1217ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1218ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1219ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1220ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1221ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1222ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1223ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1224ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1225ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1226ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1227ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 1228ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1229ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1230ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1231ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 1232ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1233ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1234ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1235ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1236ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1237ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 1238ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1239ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1240ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1241ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1242ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1243ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1244ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1245ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 131 dws SO: the, Input: [d]
1 2 3 5 8 132 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 133 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 134 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 135 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 136 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 137 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 138 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 139 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1310ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1311ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1312ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1313ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1314ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1315ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1316ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1317ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1318ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1319ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1320ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1321ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1322ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1323ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 1324ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1325ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1326ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1327ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 1328ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1329ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1330ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1331ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1332ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1333ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 1334ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1335ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1336ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1337ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1338ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1339ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1340ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1341ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 141 dws SO: the, Input: [d]
1 2 3 5 8 142 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 143 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 145 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 146 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 147 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 148 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 149 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1410ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1411ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1412ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1413ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1414ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1415ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1416ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1417ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1418ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1419ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1420ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1421ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1422ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1423ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 1424ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1425ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1426ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1427ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 1428ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1429ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1430ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1431ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1432ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1433ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 1434ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1435ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1436ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1437ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1438ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1439ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1440ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1441ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 151 dws SO: the, Input: [d]
1 2 3 5 8 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 153 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 155 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 156 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 157 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 158 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 159 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1510ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1511ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1512ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1513ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1514ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1515ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1516ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1517ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1518ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1519ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1520ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1522ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1524ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1525ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1526ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1527ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1528ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1529ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1530ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1531ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 1532ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1533ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1534ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1535ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 1536ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1537ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1538ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1539ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1540ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1541ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 1542ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1543ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1544ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1545ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1546ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1547ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1548ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1549ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 161 dws SO: the, Input: [d]
1 2 3 5 8 162 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 163 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 165 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 166 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 167 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 168 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 169 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1610ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1611ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1612ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1613ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1614ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1615ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1616ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1617ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1618ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1619ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1620ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1621ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1622ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1623ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 1624ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1625ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1626ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1627ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 1628ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1629ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1630ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1631ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1632ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1633ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 1634ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1635ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1636ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1637ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1638ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1639ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1640ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1641ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 171 dws SO: the, Input: [d]
1 2 3 5 8 172 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 173 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 174 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 175 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 176 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 177 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 178 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 179 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1710ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1711ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1712ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1713ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1714ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1715ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1716ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1717ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1718ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1720ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1721ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1722ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1723ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1724ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1725ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1726ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1727ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 1728ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1729ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1730ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1731ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 1732ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1733ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1734ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1735ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1736ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1737ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 1738ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1739ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1740ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1741ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1742ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1743ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1744ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1745ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 181 dws SO: the, Input: [d]
1 2 3 5 8 182 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 183 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 184 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 185 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 186 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 187 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 188 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 189 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1810ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1811ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1812ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1813ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1814ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1815ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1816ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1817ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1818ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1819ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1820ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1821ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1822ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1823ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 1824ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1825ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1826ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1827ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 1828ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1829ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1830ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1831ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1832ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1833ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 1834ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1835ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1836ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1837ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1838ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1839ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1840ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1841ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 8 191 dws SO: the, Input: [d]
1 2 3 5 8 192 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 193 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 194 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 195 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 196 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 197 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 198 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 199 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1910ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1911ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1912ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1913ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1914ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1915ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1916ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1917ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1918ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1919ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1920ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1921ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 8 1922ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1923ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 8 1924ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1925ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1926ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1927ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 1928ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1929ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1930ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1931ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1932ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1933ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 1934ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1935ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1936ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 1937ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 1938ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1939ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 1940ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 8 1941ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 201 dws SO: the, Input: [d]
1 2 3 5 8 202 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 8 203 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 8 204 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 8 205 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 8 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 8 211 dws SO: the, Input: [d]
1 2 3 5 8 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 221 dws SO: the, Input: [d]
1 2 3 5 8 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 8 231 dws SO: the, Input: [d]
1 2 3 5 8 232 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 233 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 234 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 235 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 236 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 237 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 238 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 239 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 2310ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 2311ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 2312ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 2313ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 2314ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 2315ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 8 2316ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 2317ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 8 2318ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 2319ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 8 2320ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 8 2321ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 2322ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 2323ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 8 2324ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 8 2325ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 2326ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 8 2327ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 2328ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 8 2329ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 8 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 241 dws SO: the, Input: [d]
1 2 3 5 8 242 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 8 243 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 8 244 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 8 245 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 8 246 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 8 247 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 248 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 8 249 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 8 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 8 251 dws SO: the, Input: [d]
1 2 3 5 8 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 261 dws SO: the, Input: [d]
1 2 3 5 8 262 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 8 263 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 8 264 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 8 265 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 8 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 8 271 dws SO: the, Input: [d]
1 2 3 5 8 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 281 dws SO: the, Input: [d]
1 2 3 5 8 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 8 291 dws SO: the, Input: [d]
1 2 3 5 8 292 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 8 293 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 8 294 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 8 295 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 8 296 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 8 297 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 8 298 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 8 299 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 8 2910ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 2911ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 8 2912ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 8 2913ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 2914ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 8 2915ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 2916ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 8 2917ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 8 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 301 dws SO: the, Input: [d]
1 2 3 5 8 302 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 8 303 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 8 304 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 8 305 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 8 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 8 311 dws SO: the, Input: [d]
1 2 3 5 8 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 321 dws SO: the, Input: [d]
1 2 3 5 8 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 8 331 dws SO: the, Input: [d]
1 2 3 5 8 332 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 8 333 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 8 334 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 8 335 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 8 336 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 8 337 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 338 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 8 339 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 8 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 8 341 dws SO: the, Input: [d]
1 2 3 5 8 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 8 351 dws SO: the, Input: [d]
1 2 3 5 8 352 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 8 353 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 8 354 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 8 355 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 8 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 8 361 dws SO: the, Input: [d]
1 2 3 5 8 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 8 371 dws SO: the, Input: [d]
1 2 3 5 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 9 1 dws SO: the, Input: [d]
1 2 3 5 9 1 1 esm SO: {the,d}, Input: []
1 2 3 5 9 1 2 epm SO: <the,d>, Input: []
1 2 3 5 9 1 3 epm SO: <d,the>, Input: []
1 2 3 5 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 1 dws SO: the, Input: [d]
1 2 3 5 9 2 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 2 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 2 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 2 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 2 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 2 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 2 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 2 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 2 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 2 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 2 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 2 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 2 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 2 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 2 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 2 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 2 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 2 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 2 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 1 dws SO: the, Input: [d]
1 2 3 5 9 3 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 17ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 18ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 19ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 21ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 22ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 23ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 24ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 26ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 27ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 28ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 30ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 31ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 32ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 33ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 3 34ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 3 35ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 3 36ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 3 37ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 3 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 3 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 3 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 3 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 3 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 3 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 3 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 3 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 3 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 3 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 3 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 3 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 3 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 3 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 3 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 3 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 3 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 3 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 3 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 3 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 3 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 3 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 3 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 3 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 3 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 3 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 3 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 3 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 1 dws SO: the, Input: [d]
1 2 3 5 9 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 7 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 16ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 17ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 18ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 22ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 23ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 4 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 4 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 4 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 4 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 4 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 4 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 4 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 4 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 4 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 4 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 4 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 4 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 4 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 4 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 4 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 4 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 4 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 4 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 4 42ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 4 43ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 4 44ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 4 45ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 1 dws SO: the, Input: [d]
1 2 3 5 9 5 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 5 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 5 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 5 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 5 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 5 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 5 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 5 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 5 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 5 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 5 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 5 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 5 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 5 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 5 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 5 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 5 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 5 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 5 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 1 dws SO: the, Input: [d]
1 2 3 5 9 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 5 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 14ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 15ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 16ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 19ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 20ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 21ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 6 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 6 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 6 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 6 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 6 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 6 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 6 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 6 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 6 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 6 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 6 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 6 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 6 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 6 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 6 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 6 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 6 38ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 6 39ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 6 40ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 6 41ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 1 dws SO: the, Input: [d]
1 2 3 5 9 7 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 7 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 7 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 7 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 7 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 7 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 7 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 7 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 7 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 7 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 7 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 7 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 7 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 7 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 7 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 7 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 7 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 7 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 7 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 1 dws SO: the, Input: [d]
1 2 3 5 9 8 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 12ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 13ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 14ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 15ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 17ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 18ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 19ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 8 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 8 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 8 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 8 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 8 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 8 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 8 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 8 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 8 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 8 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 8 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 8 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 8 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 8 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 8 34ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 8 35ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 8 36ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 8 37ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 1 dws SO: the, Input: [d]
1 2 3 5 9 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 11ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 14ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 101 dws SO: the, Input: [d]
1 2 3 5 9 102 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 103 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 104 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 105 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 106 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 107 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 108 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 109 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1010ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1011ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1012ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1014ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1015ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1016ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1017ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1018ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1019ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1020ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1021ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1022ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1023ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1024ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1025ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 1026ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1027ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 1028ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1029ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1030ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1031ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1032ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1033ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 1034ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1035ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1036ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1037ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1038ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1039ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1040ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1041ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 111 dws SO: the, Input: [d]
1 2 3 5 9 112 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 113 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 114 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 115 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 116 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 117 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 118 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 119 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1110ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1112ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1113ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1114ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1115ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1116ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1117ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1118ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1119ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1120ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1121ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 1122ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1123ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 1124ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1125ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1126ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1127ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1128ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1129ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 1130ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1131ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1132ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1133ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1134ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1135ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1136ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1137ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 121 dws SO: the, Input: [d]
1 2 3 5 9 122 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 123 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 124 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 125 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 126 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 127 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 128 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 129 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1210ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1212ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1213ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1214ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1215ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1216ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1217ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1218ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1219ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1220ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1221ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 1222ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1223ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 1224ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1225ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1226ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1227ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1228ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1229ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 1230ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1231ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1232ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1233ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1234ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1235ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1236ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1237ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 131 dws SO: the, Input: [d]
1 2 3 5 9 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 133 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 134 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 135 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 136 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 137 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 138 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 139 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1311ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1312ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1313ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1314ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1316ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1317ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1318ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1320ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1321ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1322ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1323ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1324ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1325ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1326ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1327ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1328ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1329ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 1330ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1331ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 1332ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1333ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1334ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1335ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1336ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1337ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 1338ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1339ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1340ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1341ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1342ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1343ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1344ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1345ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 14ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 141 dws SO: the, Input: [d]
1 2 3 5 9 142 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 143 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 144 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 145 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 147 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 149 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1412ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1413ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1414ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1415ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1416ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1417ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1418ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1419ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1420ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1421ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 1422ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1423ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 1424ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1425ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1426ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1427ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1428ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1429ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 1430ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1431ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1432ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1433ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1434ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1435ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1436ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1437ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 151 dws SO: the, Input: [d]
1 2 3 5 9 152 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 153 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 154 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 155 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 156 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 157 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 158 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 159 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1510ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1511ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1512ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1514ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1515ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1516ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1517ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1518ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1519ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1520ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1521ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1522ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1523ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1524ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1525ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 1526ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1527ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 1528ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1529ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1530ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1531ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1532ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1533ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 1534ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1535ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1536ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1537ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1538ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1539ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1540ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1541ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 161 dws SO: the, Input: [d]
1 2 3 5 9 162 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 163 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 164 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 165 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 166 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 167 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 168 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 169 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1610ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1612ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1613ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1614ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1615ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1616ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1617ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1618ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1619ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1620ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1621ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 1622ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1623ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 1624ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1625ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1626ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1627ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1628ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1629ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 1630ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1631ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1632ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1633ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1634ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1635ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1636ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1637ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 17ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 9 171 dws SO: the, Input: [d]
1 2 3 5 9 172 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 173 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 174 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 175 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 176 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 177 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 178 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 179 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1710ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1712ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1713ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1714ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1715ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1716ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1717ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1718ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1719ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 9 1720ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1721ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 9 1722ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1723ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 1724ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1725ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1726ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1727ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1728ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1729ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 1730ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1731ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1732ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 1733ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1734ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1735ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1736ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 9 1737ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 18ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 9 181 dws SO: the, Input: [d]
1 2 3 5 9 19ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 9 191 dws SO: the, Input: [d]
1 2 3 5 9 192 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 193 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 194 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 195 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 196 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 197 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 198 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 199 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 1910ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 1911ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 1912ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 1913ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 1914ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 1915ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 9 1916ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1917ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 9 1918ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1919ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 9 1920ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 9 1921ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 1922ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1923ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 9 1924ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 9 1925ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 1926ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 9 1927ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 1928ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 9 1929ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 9 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 201 dws SO: the, Input: [d]
1 2 3 5 9 202 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 9 203 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 9 204 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 9 205 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 9 206 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 9 207 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 208 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 9 209 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 9 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 9 211 dws SO: the, Input: [d]
1 2 3 5 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 221 dws SO: the, Input: [d]
1 2 3 5 9 222 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 9 223 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 9 224 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 9 225 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 9 231 dws SO: the, Input: [d]
1 2 3 5 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 241 dws SO: the, Input: [d]
1 2 3 5 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 9 251 dws SO: the, Input: [d]
1 2 3 5 9 252 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 9 253 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 9 254 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 9 255 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 9 256 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 9 257 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 9 258 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 9 259 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 9 2510ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 2511ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 9 2512ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 9 2513ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 2514ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 9 2515ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 2516ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 9 2517ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 261 dws SO: the, Input: [d]
1 2 3 5 9 262 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 9 263 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 9 264 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 9 265 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 9 271 dws SO: the, Input: [d]
1 2 3 5 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 281 dws SO: the, Input: [d]
1 2 3 5 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 9 291 dws SO: the, Input: [d]
1 2 3 5 9 292 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 9 293 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 9 294 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 9 295 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 9 296 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 9 297 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 298 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 9 299 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 9 301 dws SO: the, Input: [d]
1 2 3 5 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 9 311 dws SO: the, Input: [d]
1 2 3 5 9 312 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 9 313 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 9 314 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 9 315 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 9 321 dws SO: the, Input: [d]
1 2 3 5 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 9 331 dws SO: the, Input: [d]
1 2 3 5 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 101 dws SO: the, Input: [d]
1 2 3 5 101 1 esm SO: {the,d}, Input: []
1 2 3 5 101 2 epm SO: <the,d>, Input: []
1 2 3 5 101 3 epm SO: <d,the>, Input: []
1 2 3 5 102 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 102 1 dws SO: the, Input: [d]
1 2 3 5 102 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 12ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 13ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 14ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 15ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 17ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 18ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 19ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 102 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 102 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 102 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 102 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 102 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 102 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 102 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 102 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 102 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 102 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 102 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 102 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 102 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 102 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 102 34ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 102 35ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 102 36ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 102 37ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 103 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 103 1 dws SO: the, Input: [d]
1 2 3 5 103 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 17ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 18ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 19ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 21ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 22ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 23ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 24ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 26ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 27ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 28ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 30ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 31ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 32ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 33ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 103 34ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 103 35ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 103 36ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 103 37ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 103 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 103 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 103 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 103 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 103 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 103 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 103 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 103 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 103 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 103 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 103 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 103 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 103 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 103 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 103 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 103 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 103 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 103 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 103 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 103 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 103 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 103 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 103 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 103 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 103 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 103 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 103 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 103 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 104 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 104 1 dws SO: the, Input: [d]
1 2 3 5 104 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 7 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 13ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 16ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 17ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 18ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 20ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 21ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 22ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 23ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 104 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 104 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 104 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 104 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 104 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 104 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 104 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 104 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 104 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 104 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 104 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 104 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 104 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 104 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 104 38ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 104 39ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 104 40ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 104 41ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 104 42ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 104 43ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 104 44ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 104 45ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 105 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 105 1 dws SO: the, Input: [d]
1 2 3 5 105 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 12ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 13ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 14ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 15ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 17ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 18ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 19ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 105 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 105 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 105 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 105 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 105 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 105 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 105 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 105 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 105 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 105 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 105 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 105 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 105 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 105 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 105 34ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 105 35ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 105 36ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 105 37ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 106 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 106 1 dws SO: the, Input: [d]
1 2 3 5 106 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 3 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 5 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 8 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 9 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 11ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 12ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 14ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 15ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 16ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 17ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 18ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 19ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 20ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 21ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 106 22ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 106 23ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 106 24ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 106 25ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 106 26ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 106 27ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 106 28ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 106 29ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 106 30ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 106 31ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 106 32ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 106 33ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 106 34ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 106 35ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 106 36ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 106 37ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 106 38ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 106 39ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 106 40ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 106 41ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 107 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 107 1 dws SO: the, Input: [d]
1 2 3 5 107 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 12ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 13ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 14ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 15ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 17ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 18ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 19ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 107 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 107 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 107 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 107 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 107 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 107 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 107 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 107 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 107 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 107 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 107 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 107 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 107 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 107 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 107 34ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 107 35ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 107 36ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 107 37ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 108 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 108 1 dws SO: the, Input: [d]
1 2 3 5 108 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 12ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 13ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 14ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 15ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 17ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 18ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 19ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 108 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 108 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 108 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 108 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 108 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 108 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 108 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 108 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 108 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 108 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 108 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 108 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 108 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 108 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 108 34ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 108 35ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 108 36ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 108 37ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 109 1 dws SO: the, Input: [d]
1 2 3 5 109 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 11ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 14ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 109 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 109 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 109 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 109 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 109 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 109 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 109 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 109 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 109 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 109 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 109 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 109 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 109 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 109 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 109 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 109 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 109 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 109 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 109 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 109 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 109 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 109 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 109 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 109 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 109 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 109 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1010ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 10101 dws SO: the, Input: [d]
1 2 3 5 10102 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10103 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10104 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10105 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10106 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10107 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10108 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10109 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101010ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101011ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101012ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101014ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101015ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101016ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101017ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101018ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101019ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101020ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101021ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101022ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101023ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101024ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101025ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 101026ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101027ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 101028ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101029ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101030ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101031ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101032ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101033ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 101034ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101035ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101036ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101037ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101038ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101039ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101040ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101041ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1011ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 10111 dws SO: the, Input: [d]
1 2 3 5 10112 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10113 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10114 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10115 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10116 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10117 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10118 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10119 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101110ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101112ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101113ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101114ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101115ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101116ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101117ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101118ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101119ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101120ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101121ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 101122ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101123ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 101124ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101125ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101126ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101127ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101128ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101129ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 101130ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101131ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101132ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101133ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101134ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101135ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101136ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101137ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1012ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 10121 dws SO: the, Input: [d]
1 2 3 5 10122 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10123 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10124 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10125 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10126 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10127 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10128 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10129 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101210ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101212ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101213ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101214ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101215ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101216ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101217ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101218ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101219ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101220ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101221ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 101222ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101223ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 101224ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101225ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101226ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101227ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101228ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101229ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 101230ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101231ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101232ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101233ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101234ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101235ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101236ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101237ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1013ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 10131 dws SO: the, Input: [d]
1 2 3 5 10132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10133 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10134 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10135 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10136 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10137 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10138 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10139 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101311ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101312ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101313ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101314ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101316ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101317ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101318ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101320ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101321ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101322ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101323ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101324ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101325ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101326ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101327ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101328ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101329ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 101330ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101331ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 101332ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101333ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101334ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101335ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101336ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101337ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 101338ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101339ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101340ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101341ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101342ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101343ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101344ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101345ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1014ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 10141 dws SO: the, Input: [d]
1 2 3 5 10142 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10143 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10144 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10145 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10146 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10147 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10148 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10149 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101410ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101412ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101413ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101414ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101415ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101416ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101417ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101418ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101419ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101420ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101421ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 101422ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101423ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 101424ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101425ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101426ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101427ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101428ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101429ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 101430ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101431ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101432ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101433ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101434ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101435ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101436ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101437ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1015ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 10151 dws SO: the, Input: [d]
1 2 3 5 10152 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10153 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10154 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10155 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10156 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10157 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10158 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10159 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101510ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101511ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101512ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101514ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101515ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101516ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101517ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101518ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101519ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101520ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101521ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101522ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101523ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101524ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101525ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 101526ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101527ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 101528ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101529ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101530ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101531ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101532ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101533ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 101534ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101535ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101536ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101537ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101538ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101539ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101540ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101541ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1016ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 10161 dws SO: the, Input: [d]
1 2 3 5 10162 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10163 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10164 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10165 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10166 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10167 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10168 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10169 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101610ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101612ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101613ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101614ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101615ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101616ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101617ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101618ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101619ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101620ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101621ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 101622ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101623ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 101624ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101625ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101626ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101627ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101628ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101629ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 101630ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101631ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101632ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101633ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101634ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101635ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101636ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101637ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1017ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 10171 dws SO: the, Input: [d]
1 2 3 5 10172 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10173 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10174 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10175 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10176 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10177 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10178 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 10179 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101710ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101712ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101713ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101714ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101715ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101716ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101717ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101718ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101719ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 101720ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101721ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 101722ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101723ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 101724ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101725ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101726ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101727ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101728ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101729ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 101730ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101731ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101732ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 101733ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101734ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101735ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 101736ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 101737ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1018ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 10181 dws SO: the, Input: [d]
1 2 3 5 1019ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 10191 dws SO: the, Input: [d]
1 2 3 5 10192 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 10193 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 10194 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 10195 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 10196 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 10197 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 10198 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 10199 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 101910ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 101911ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 101912ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 101913ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 101914ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 101915ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 101916ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101917ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 101918ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 101919ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 101920ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 101921ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 101922ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 101923ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 101924ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 101925ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 101926ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 101927ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 101928ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 101929ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1020ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 10201 dws SO: the, Input: [d]
1 2 3 5 10202 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 10203 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 10204 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 10205 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 10206 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 10207 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 10208 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 10209 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1021ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 10211 dws SO: the, Input: [d]
1 2 3 5 1022ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 10221 dws SO: the, Input: [d]
1 2 3 5 10222 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 10223 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 10224 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 10225 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1023ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 10231 dws SO: the, Input: [d]
1 2 3 5 1024ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 10241 dws SO: the, Input: [d]
1 2 3 5 1025ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 10251 dws SO: the, Input: [d]
1 2 3 5 10252 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 10253 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 10254 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 10255 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 10256 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 10257 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 10258 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 10259 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 102510ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 102511ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 102512ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 102513ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 102514ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 102515ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 102516ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 102517ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1026ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 10261 dws SO: the, Input: [d]
1 2 3 5 10262 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 10263 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 10264 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 10265 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1027ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 10271 dws SO: the, Input: [d]
1 2 3 5 1028ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 10281 dws SO: the, Input: [d]
1 2 3 5 1029ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 10291 dws SO: the, Input: [d]
1 2 3 5 10292 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 10293 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 10294 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 10295 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 10296 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 10297 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 10298 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 10299 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1030ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 10301 dws SO: the, Input: [d]
1 2 3 5 1031ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 10311 dws SO: the, Input: [d]
1 2 3 5 10312 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 10313 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 10314 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 10315 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1032ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 10321 dws SO: the, Input: [d]
1 2 3 5 1033ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 10331 dws SO: the, Input: [d]
1 2 3 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 111 dws SO: the, Input: [d]
1 2 3 5 111 1 esm SO: {the,d}, Input: []
1 2 3 5 111 2 epm SO: <the,d>, Input: []
1 2 3 5 111 3 epm SO: <d,the>, Input: []
1 2 3 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 112 1 dws SO: the, Input: [d]
1 2 3 5 112 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 20ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 21ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 22ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 25ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 26ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 27ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 112 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 112 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 112 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 112 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 112 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 112 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 112 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112 50ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112 51ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112 52ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112 53ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 113 1 dws SO: the, Input: [d]
1 2 3 5 113 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 16ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 17ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 18ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 19ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 21ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 22ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 23ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 113 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 113 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 113 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 113 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 113 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 113 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 113 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 113 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 113 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 113 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 113 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 113 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 113 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 113 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 113 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 113 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 113 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 113 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 113 42ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 113 43ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 113 44ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 113 45ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 114 1 dws SO: the, Input: [d]
1 2 3 5 114 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 5 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 11ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 12ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 18ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 19ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 20ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 21ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 23ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 24ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 25ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 114 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 114 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 114 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 114 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 114 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 114 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 114 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 114 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 114 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 114 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 114 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 114 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 114 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 114 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 114 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 114 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 114 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 114 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 114 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 114 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 114 46ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 114 47ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 114 48ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 114 49ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 115 1 dws SO: the, Input: [d]
1 2 3 5 115 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 16ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 17ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 18ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 19ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 21ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 22ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 23ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 115 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 115 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 115 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 115 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 115 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 115 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 115 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 115 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 115 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 115 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 115 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 115 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 115 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 115 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 115 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 115 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 115 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 115 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 115 42ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 115 43ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 115 44ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 115 45ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 116 1 dws SO: the, Input: [d]
1 2 3 5 116 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 10ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 13ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 15ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 16ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 17ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 18ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 19ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 20ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 21ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 22ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 23ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 116 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 116 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 116 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 116 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 116 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 116 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 116 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 116 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 116 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 116 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 116 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 116 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 116 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 116 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 116 38ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 116 39ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 116 40ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 116 41ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 116 42ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 116 43ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 116 44ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 116 45ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 117 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 117 1 dws SO: the, Input: [d]
1 2 3 5 117 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 17ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 19ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 20ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 21ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 22ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 23ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 24ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 25ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 26ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 27ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 28ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 29ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 30ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 31ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 32ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 33ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 34ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 35ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 36ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 37ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 117 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 117 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 117 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 117 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 117 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 117 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 117 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 117 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 117 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 117 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 117 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 117 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 117 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 117 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 117 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 117 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 117 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 117 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 117 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 117 66ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 117 67ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 68ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 117 69ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 117 70ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 71ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 117 72ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 117 73ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 118 1 dws SO: the, Input: [d]
1 2 3 5 118 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 20ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 21ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 22ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 25ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 26ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 27ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 118 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 118 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 118 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 118 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 118 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 118 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 118 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 118 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 118 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 118 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 118 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 118 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 118 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 118 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 118 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 118 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 118 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 118 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 118 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 118 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 118 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 118 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 118 50ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 118 51ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 118 52ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 118 53ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 119 1 dws SO: the, Input: [d]
1 2 3 5 119 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 16ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 17ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 18ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 19ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 21ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 22ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 23ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 119 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 119 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 119 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 119 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 119 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 119 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 119 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 119 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 119 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 119 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 119 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 119 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 119 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 119 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 119 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 119 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 119 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 119 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 119 42ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 119 43ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 119 44ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 119 45ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11101 dws SO: the, Input: [d]
1 2 3 5 11102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11105 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111011ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111012ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111013ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111017ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111018ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111019ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111020ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111021ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111022ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111023ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111024ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111025ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111026ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111027ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111028ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111029ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 111030ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111031ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111032ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111033ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111034ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111035ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 111036ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111037ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111038ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111039ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111040ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111041ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 111042ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111043ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111044ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111045ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111046ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111047ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111048ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111049ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11111 dws SO: the, Input: [d]
1 2 3 5 11112 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11113 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11115 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11117 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11118 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11119 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111110ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111111ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111113ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111114ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111115ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111116ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111117ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111118ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111119ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111120ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111121ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111122ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111123ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111124ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111125ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 111126ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111127ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111128ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111129ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111130ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111131ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 111132ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111133ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111134ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111135ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111136ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111137ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 111138ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111139ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111140ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111141ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111142ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111143ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111144ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111145ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11121 dws SO: the, Input: [d]
1 2 3 5 11122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11123 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11125 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11127 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11129 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111210ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111211ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111213ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111214ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111215ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111216ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111217ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111218ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111219ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111220ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111221ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111222ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111223ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111224ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111225ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 111226ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111227ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111228ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111229ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111230ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111231ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 111232ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111233ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111234ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111235ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111236ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111237ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 111238ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111239ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111240ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111241ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111242ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111243ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111244ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111245ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11131 dws SO: the, Input: [d]
1 2 3 5 11132 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11133 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11134 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11135 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11136 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11137 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11138 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11139 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111310ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111311ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111312ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111313ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111314ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111315ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111316ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111317ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111318ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111319ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111320ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111321ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111322ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111323ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111324ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111325ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111326ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111327ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111328ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111329ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111330ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111331ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111332ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 111333ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111334ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111335ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111336ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111337ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111338ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111339ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111340ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111341ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 111342ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111343ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111344ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111345ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111346ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111347ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 111348ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111349ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111350ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111351ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111352ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111353ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 111354ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111355ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111356ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111357ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111358ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111359ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111360ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111361ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1114ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11141 dws SO: the, Input: [d]
1 2 3 5 11142 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11143 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11144 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11145 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11146 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11147 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11148 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11149 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111410ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111411ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111412ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111413ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111414ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111415ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111416ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111417ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111418ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111419ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111420ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111421ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111422ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111423ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111424ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111425ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111426ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111427ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111428ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111429ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 111430ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111431ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111432ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111433ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111434ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111435ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 111436ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111437ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111438ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111439ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111440ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111441ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 111442ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111443ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111444ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111445ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111446ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111447ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111448ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111449ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1115ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11151 dws SO: the, Input: [d]
1 2 3 5 11152 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11153 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11154 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11155 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11156 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11157 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11158 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11159 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111510ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111511ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111512ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111513ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111514ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111515ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111516ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111517ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111518ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111519ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111520ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111521ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111522ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111523ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111524ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111525ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 111526ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111527ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111528ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111529ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111530ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111531ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 111532ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111533ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111534ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111535ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111536ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111537ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 111538ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111539ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111540ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111541ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111542ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111543ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111544ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111545ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1116ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11161 dws SO: the, Input: [d]
1 2 3 5 11162 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11163 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11164 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11165 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11166 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11167 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11168 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11169 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111610ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111611ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111612ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111613ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111614ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111615ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111616ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111617ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111618ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111619ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111620ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111621ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111622ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111623ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111624ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111625ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 111626ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111627ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111628ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111629ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111630ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111631ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 111632ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111633ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111634ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111635ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111636ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111637ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 111638ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111639ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111640ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111641ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111642ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111643ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111644ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111645ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11171 dws SO: the, Input: [d]
1 2 3 5 11172 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11173 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11174 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11175 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11176 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11177 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11178 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11179 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111710ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111711ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111712ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111713ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111714ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111715ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111716ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111717ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111718ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111719ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111720ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111721ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111722ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111723ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111724ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111725ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111726ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111727ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111728ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111729ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111730ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111731ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111732ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111733ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 111734ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111735ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111736ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111737ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111738ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111739ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 111740ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111741ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111742ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111743ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111744ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111745ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 111746ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111747ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111748ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111749ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111750ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111751ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111752ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111753ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11181 dws SO: the, Input: [d]
1 2 3 5 11182 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11183 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11184 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11185 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11186 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11187 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11188 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11189 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111810ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111811ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111812ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111813ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111814ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111815ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111816ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111817ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111818ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111819ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111820ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111821ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111822ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111823ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111824ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111825ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 111826ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111827ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111828ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111829ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111830ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111831ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 111832ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111833ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111834ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111835ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111836ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111837ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 111838ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111839ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111840ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111841ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111842ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111843ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111844ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111845ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11191 dws SO: the, Input: [d]
1 2 3 5 11192 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11193 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11194 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11195 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11196 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11197 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11198 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11199 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111910ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111911ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111912ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111913ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111914ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111915ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111916ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111917ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111918ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111919ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111920ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111921ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111922ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111923ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111924ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111925ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 111926ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111927ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111928ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111929ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 111930ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111931ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111932ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111933ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111934ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111935ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 111936ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111937ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111938ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111939ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111940ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111941ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 111942ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111943ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111944ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 111945ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 111946ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111947ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 111948ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 111949ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11201 dws SO: the, Input: [d]
1 2 3 5 11202 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11203 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11204 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11205 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11206 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11207 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11208 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11209 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112010ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112011ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112012ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112013ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112014ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112015ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112016ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112017ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112018ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112019ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112020ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112021ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112022ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112023ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112024ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112025ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 112026ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112027ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112028ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112029ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112030ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 112031ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 112032ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112033ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112034ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112035ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112036ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 112037ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 112038ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112039ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112040ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 112041ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112042ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112043ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112044ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112045ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 11211 dws SO: the, Input: [d]
1 2 3 5 11212 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11213 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11214 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11215 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11216 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11217 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11218 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 11219 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112110ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112111ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112112ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112113ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112114ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112115ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112116ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112117ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112118ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112119ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112120ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112121ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112122ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112123ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 112124ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 112125ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 112126ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112127ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112128ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112129ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112130ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 112131ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 112132ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112133ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112134ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112135ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112136ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 112137ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 112138ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112139ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112140ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 112141ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112142ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112143ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 112144ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 112145ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 11221 dws SO: the, Input: [d]
1 2 3 5 11222 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11223 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11224 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11225 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11226 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 11227 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 11228 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 11229 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 11231 dws SO: the, Input: [d]
1 2 3 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 11241 dws SO: the, Input: [d]
1 2 3 5 11242 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 11243 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 11244 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 11245 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 11251 dws SO: the, Input: [d]
1 2 3 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 11261 dws SO: the, Input: [d]
1 2 3 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 11271 dws SO: the, Input: [d]
1 2 3 5 11272 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 11273 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 11274 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 11275 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 11276 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 11277 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 11278 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 11279 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 112710ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 112711ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 112712ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 112713ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 112714ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 112715ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 112716ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112717ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 112718ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 112719ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 112720ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 112721ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 112722ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 112723ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 112724ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 112725ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 112726ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 112727ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 112728ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 112729ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 11281 dws SO: the, Input: [d]
1 2 3 5 11282 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11283 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11284 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11285 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11286 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 11287 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 11288 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 11289 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 11291 dws SO: the, Input: [d]
1 2 3 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 11301 dws SO: the, Input: [d]
1 2 3 5 11302 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 11303 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 11304 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 11305 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 11311 dws SO: the, Input: [d]
1 2 3 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 11321 dws SO: the, Input: [d]
1 2 3 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 11331 dws SO: the, Input: [d]
1 2 3 5 11332 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 11333 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 11334 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 11335 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 11336 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 11337 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 11338 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 11339 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 113310ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 113311ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 113312ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 113313ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 113314ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 113315ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 113316ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 113317ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 11341 dws SO: the, Input: [d]
1 2 3 5 11342 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 11343 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 11344 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 11345 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 11351 dws SO: the, Input: [d]
1 2 3 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 11361 dws SO: the, Input: [d]
1 2 3 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 11371 dws SO: the, Input: [d]
1 2 3 5 11372 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11373 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11374 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11375 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 11376 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 11377 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 11378 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 11379 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 11381 dws SO: the, Input: [d]
1 2 3 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 11391 dws SO: the, Input: [d]
1 2 3 5 11392 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 11393 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 11394 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 11395 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 11401 dws SO: the, Input: [d]
1 2 3 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 11411 dws SO: the, Input: [d]
1 2 3 5 12ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 121 dws SO: the, Input: [d]
1 2 3 5 121 1 esm SO: {the,d}, Input: []
1 2 3 5 121 2 epm SO: <the,d>, Input: []
1 2 3 5 121 3 epm SO: <d,the>, Input: []
1 2 3 5 122 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 122 1 dws SO: the, Input: [d]
1 2 3 5 122 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 122 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 122 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 122 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 122 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 122 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 122 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 122 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 122 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 122 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 122 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 122 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 122 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 122 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 122 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 122 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 122 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 122 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 122 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 123 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 123 1 dws SO: the, Input: [d]
1 2 3 5 123 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 17ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 18ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 19ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 21ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 22ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 23ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 24ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 26ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 27ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 28ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 30ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 31ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 32ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 33ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 123 34ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 123 35ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 123 36ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 123 37ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 123 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 123 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 123 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 123 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 123 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 123 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 123 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 123 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 123 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 123 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 123 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 123 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 123 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 123 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 123 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 123 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 123 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 123 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 123 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 123 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 123 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 123 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 123 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 123 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 123 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 123 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 123 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 123 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 124 1 dws SO: the, Input: [d]
1 2 3 5 124 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 7 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 16ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 17ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 18ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 21ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 22ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 23ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 124 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 124 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 124 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 124 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 124 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 124 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 124 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 124 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 124 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 124 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 124 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 124 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 124 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 124 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 124 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 124 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 124 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 124 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 124 42ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 124 43ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 124 44ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 124 45ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 125 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 125 1 dws SO: the, Input: [d]
1 2 3 5 125 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 125 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 125 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 125 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 125 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 125 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 125 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 125 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 125 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 125 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 125 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 125 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 125 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 125 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 125 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 125 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 125 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 125 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 125 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 126 1 dws SO: the, Input: [d]
1 2 3 5 126 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 5 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 14ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 15ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 16ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 17ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 19ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 20ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 21ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 126 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 126 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 126 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 126 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 126 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 126 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 126 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 126 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 126 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 126 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 126 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 126 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 126 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 126 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 126 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 126 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 126 38ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 126 39ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 126 40ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 126 41ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 127 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 127 1 dws SO: the, Input: [d]
1 2 3 5 127 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 127 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 127 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 127 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 127 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 127 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 127 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 127 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 127 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 127 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 127 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 127 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 127 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 127 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 127 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 127 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 127 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 127 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 127 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 128 1 dws SO: the, Input: [d]
1 2 3 5 128 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 12ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 13ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 14ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 15ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 17ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 18ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 19ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 128 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 128 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 128 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 128 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 128 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 128 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 128 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 128 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 128 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 128 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 128 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 128 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 128 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 128 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 128 34ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 128 35ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 128 36ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 128 37ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 129 1 dws SO: the, Input: [d]
1 2 3 5 129 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 11ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 14ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 129 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 129 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 129 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 129 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 129 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 129 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 129 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 129 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 129 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 129 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 129 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 129 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 129 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 129 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 129 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 129 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 129 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 129 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 129 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 129 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 129 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 129 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 129 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 129 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 129 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 129 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1210ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 12101 dws SO: the, Input: [d]
1 2 3 5 12102 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12103 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12104 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12105 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12106 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12107 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12108 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12109 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121010ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121011ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121012ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121014ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121015ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121016ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121017ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121018ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121019ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121020ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121021ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121022ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121023ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121024ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121025ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 121026ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121027ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 121028ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121029ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121030ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121031ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121032ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121033ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 121034ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121035ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121036ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121037ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121038ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121039ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121040ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121041ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1211ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 12111 dws SO: the, Input: [d]
1 2 3 5 12112 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12113 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12114 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12115 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12116 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12117 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12118 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12119 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121110ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121112ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121113ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121114ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121115ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121116ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121117ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121118ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121119ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121120ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121121ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 121122ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121123ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 121124ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121125ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121126ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121127ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121128ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121129ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 121130ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121131ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121132ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121133ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121134ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121135ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121136ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121137ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1212ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 12121 dws SO: the, Input: [d]
1 2 3 5 12122 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12123 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12124 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12125 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12126 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12127 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12128 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12129 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121210ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121212ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121213ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121214ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121215ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121216ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121217ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121218ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121219ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121220ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121221ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 121222ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121223ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 121224ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121225ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121226ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121227ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121228ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121229ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 121230ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121231ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121232ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121233ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121234ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121235ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121236ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121237ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 12131 dws SO: the, Input: [d]
1 2 3 5 12132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12133 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12134 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12135 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12136 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12137 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12138 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12139 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121311ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121312ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121313ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121314ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121316ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121317ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121318ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121320ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121321ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121322ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121323ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121324ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121325ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121326ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121327ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121328ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121329ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 121330ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121331ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 121332ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121333ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121334ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121335ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121336ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121337ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 121338ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121339ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121340ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121341ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121342ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121343ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121344ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121345ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1214ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 12141 dws SO: the, Input: [d]
1 2 3 5 12142 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12143 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12144 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12145 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12147 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12149 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121412ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121413ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121414ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121415ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121416ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121417ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121418ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121419ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121420ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121421ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 121422ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121423ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 121424ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121425ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121426ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121427ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121428ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121429ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 121430ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121431ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121432ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121433ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121434ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121435ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121436ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121437ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 12151 dws SO: the, Input: [d]
1 2 3 5 12152 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12153 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12154 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12155 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12156 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12157 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12158 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12159 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121510ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121511ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121512ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121514ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121515ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121516ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121517ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121518ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121519ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121520ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121521ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121522ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121523ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121524ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121525ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 121526ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121527ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 121528ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121529ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121530ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121531ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121532ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121533ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 121534ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121535ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121536ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121537ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121538ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121539ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121540ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121541ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1216ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 12161 dws SO: the, Input: [d]
1 2 3 5 12162 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12163 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12164 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12165 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12166 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12167 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12168 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12169 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121610ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121612ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121613ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121614ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121615ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121616ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121617ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121618ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121619ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121620ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121621ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 121622ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121623ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 121624ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121625ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121626ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121627ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121628ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121629ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 121630ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121631ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121632ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121633ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121634ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121635ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121636ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121637ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 12171 dws SO: the, Input: [d]
1 2 3 5 12172 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12173 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12174 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12175 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12176 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12177 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12178 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 12179 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121710ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121712ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121713ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121714ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121715ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121716ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121717ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121718ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121719ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 121720ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121721ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 121722ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121723ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 121724ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121725ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121726ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121727ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121728ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121729ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 121730ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121731ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121732ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 121733ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121734ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121735ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 121736ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 121737ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1218ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 12181 dws SO: the, Input: [d]
1 2 3 5 1219ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 12191 dws SO: the, Input: [d]
1 2 3 5 12192 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 12193 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 12194 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 12195 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 12196 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 12197 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 12198 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 12199 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 121910ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 121911ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 121912ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 121913ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 121914ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 121915ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 121916ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121917ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 121918ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 121919ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 121920ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 121921ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 121922ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 121923ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 121924ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 121925ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 121926ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 121927ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 121928ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 121929ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1220ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 12201 dws SO: the, Input: [d]
1 2 3 5 12202 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 12203 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 12204 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 12205 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 12206 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 12207 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 12208 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 12209 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1221ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 12211 dws SO: the, Input: [d]
1 2 3 5 1222ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 12221 dws SO: the, Input: [d]
1 2 3 5 12222 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 12223 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 12224 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 12225 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1223ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 12231 dws SO: the, Input: [d]
1 2 3 5 1224ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 12241 dws SO: the, Input: [d]
1 2 3 5 1225ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 12251 dws SO: the, Input: [d]
1 2 3 5 12252 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 12253 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 12254 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 12255 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 12256 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 12257 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 12258 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 12259 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 122510ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 122511ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 122512ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 122513ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 122514ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 122515ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 122516ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 122517ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1226ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 12261 dws SO: the, Input: [d]
1 2 3 5 12262 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 12263 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 12264 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 12265 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1227ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 12271 dws SO: the, Input: [d]
1 2 3 5 1228ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 12281 dws SO: the, Input: [d]
1 2 3 5 1229ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 12291 dws SO: the, Input: [d]
1 2 3 5 12292 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 12293 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 12294 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 12295 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 12296 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 12297 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 12298 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 12299 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1230ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 12301 dws SO: the, Input: [d]
1 2 3 5 1231ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 12311 dws SO: the, Input: [d]
1 2 3 5 12312 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 12313 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 12314 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 12315 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1232ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 12321 dws SO: the, Input: [d]
1 2 3 5 1233ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 12331 dws SO: the, Input: [d]
1 2 3 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 131 dws SO: the, Input: [d]
1 2 3 5 131 1 esm SO: {the,d}, Input: []
1 2 3 5 131 2 epm SO: <the,d>, Input: []
1 2 3 5 131 3 epm SO: <d,the>, Input: []
1 2 3 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 132 1 dws SO: the, Input: [d]
1 2 3 5 132 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 17ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 22ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 132 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 132 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 132 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 132 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 132 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 132 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 132 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 132 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 132 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 132 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 132 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 132 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 132 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 132 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 132 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 132 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 132 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 132 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 132 42ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 132 43ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 132 44ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 132 45ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 133 1 dws SO: the, Input: [d]
1 2 3 5 133 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 14ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 15ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 16ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 17ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 19ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 20ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 21ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 133 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 133 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 133 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 133 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 133 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 133 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 133 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 133 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 133 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 133 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 133 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 133 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 133 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 133 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 133 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 133 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 133 38ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 133 39ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 133 40ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 133 41ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 134 1 dws SO: the, Input: [d]
1 2 3 5 134 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 5 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 8 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 9 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 11ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 12ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 13ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 14ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 15ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 16ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 17ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 18ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 19ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 20ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 21ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 134 22ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 134 23ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 134 24ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 134 25ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 134 26ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 134 27ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 134 28ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 134 29ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 134 30ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 134 31ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 134 32ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 134 33ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 134 34ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 134 35ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 134 36ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 134 37ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 134 38ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 134 39ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 134 40ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 134 41ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 135 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 135 1 dws SO: the, Input: [d]
1 2 3 5 135 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 17ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 18ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 19ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 20ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 21ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 22ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 23ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 24ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 25ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 26ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 27ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 28ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 29ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 30ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 31ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 32ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 33ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 34ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 35ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 135 36ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 135 37ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 135 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 135 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 135 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 135 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 135 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 135 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 135 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 135 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 135 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 135 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 135 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 135 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 135 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 135 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 135 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 135 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 135 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 135 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 135 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 135 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 135 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 135 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 135 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 135 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 135 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 135 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 135 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 135 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 135 66ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 135 67ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 135 68ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 135 69ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 136 1 dws SO: the, Input: [d]
1 2 3 5 136 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 7 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 11ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 13ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 15ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 16ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 18ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 19ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 20ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 22ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 24ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 25ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 136 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 136 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 136 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 136 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 136 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 136 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 136 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 136 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 136 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 136 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 136 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 136 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 136 38ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 136 39ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 136 40ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 136 41ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 136 42ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 136 43ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 136 44ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 136 45ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 136 46ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 136 47ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 136 48ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 136 49ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 137 1 dws SO: the, Input: [d]
1 2 3 5 137 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 14ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 15ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 16ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 17ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 19ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 20ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 21ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 137 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 137 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 137 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 137 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 137 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 137 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 137 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 137 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 137 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 137 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 137 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 137 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 137 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 137 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 137 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 137 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 137 38ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 137 39ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 137 40ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 137 41ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 138 1 dws SO: the, Input: [d]
1 2 3 5 138 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 17ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 22ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 138 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 138 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 138 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 138 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 138 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 138 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 138 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 138 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 138 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 138 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 138 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 138 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 138 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 138 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 138 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 138 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 138 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 138 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 138 42ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 138 43ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 138 44ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 138 45ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 139 1 dws SO: the, Input: [d]
1 2 3 5 139 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 14ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 15ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 16ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 17ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 19ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 20ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 21ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 139 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 139 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 139 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 139 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 139 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 139 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 139 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 139 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 139 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 139 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 139 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 139 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 139 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 139 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 139 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 139 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 139 38ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 139 39ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 139 40ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 139 41ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 13101 dws SO: the, Input: [d]
1 2 3 5 13102 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13103 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13105 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13106 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13107 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13108 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13109 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131010ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131011ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131012ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131013ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131014ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131015ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131016ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131017ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131018ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131019ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131020ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131021ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131022ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131023ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 131024ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131025ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131026ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131027ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 131028ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131029ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131030ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131031ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131032ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131033ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 131034ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131035ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131036ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131037ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131038ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131039ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131040ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131041ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 13111 dws SO: the, Input: [d]
1 2 3 5 13112 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13113 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13114 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13115 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13116 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13117 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13118 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13119 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131110ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131111ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131112ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131113ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131114ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131115ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131116ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131117ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131118ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131119ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131120ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131121ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131122ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131123ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131124ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131125ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131126ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131127ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131128ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131129ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131130ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 131131ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131132ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131133ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131134ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131135ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131136ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131137ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131138ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131139ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 131140ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131141ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131142ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131143ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 131144ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131145ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131146ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131147ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131148ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131149ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 131150ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131151ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131152ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131153ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131154ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131155ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131156ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131157ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1312ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 13121 dws SO: the, Input: [d]
1 2 3 5 13122 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13123 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13124 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13125 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13126 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13127 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13128 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13129 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131210ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131211ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131212ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131213ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131214ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131215ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131216ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131217ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131218ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131219ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131220ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131221ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131222ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131223ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131224ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131225ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131226ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131227ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 131228ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131229ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131230ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131231ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 131232ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131233ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131234ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131235ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131236ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131237ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 131238ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131239ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131240ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131241ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131242ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131243ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131244ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131245ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1313ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 13131 dws SO: the, Input: [d]
1 2 3 5 13132 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13133 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13134 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13135 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13136 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13137 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13138 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13139 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131310ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131311ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131312ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131313ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131314ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131315ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131316ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131317ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131318ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131319ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131320ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131321ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131322ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131323ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 131324ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131325ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131326ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131327ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 131328ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131329ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131330ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131331ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131332ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131333ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 131334ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131335ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131336ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131337ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131338ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131339ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131340ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131341ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1314ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 13141 dws SO: the, Input: [d]
1 2 3 5 13142 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13143 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13145 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13146 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13147 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13148 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13149 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131410ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131411ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131412ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131413ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131414ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131415ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131416ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131417ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131418ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131419ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131420ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131421ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131422ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131423ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 131424ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131425ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131426ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131427ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 131428ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131429ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131430ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131431ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131432ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131433ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 131434ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131435ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131436ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131437ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131438ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131439ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131440ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131441ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 13151 dws SO: the, Input: [d]
1 2 3 5 13152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13153 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13155 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13156 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13157 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13158 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13159 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131510ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131511ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131512ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131513ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131514ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131515ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131516ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131517ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131518ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131519ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131520ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131522ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131524ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131525ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131526ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131527ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131528ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131529ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131530ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131531ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 131532ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131533ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131534ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131535ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 131536ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131537ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131538ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131539ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131540ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131541ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 131542ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131543ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131544ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131545ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131546ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131547ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131548ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131549ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 13161 dws SO: the, Input: [d]
1 2 3 5 13162 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13163 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13165 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13166 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13167 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13168 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13169 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131610ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131611ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131612ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131613ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131614ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131615ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131616ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131617ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131618ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131619ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131620ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131621ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131622ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131623ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 131624ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131625ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131626ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131627ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 131628ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131629ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131630ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131631ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131632ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131633ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 131634ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131635ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131636ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131637ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131638ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131639ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131640ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131641ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 13171 dws SO: the, Input: [d]
1 2 3 5 13172 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13173 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13174 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13175 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13176 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13177 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13178 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13179 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131710ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131711ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131712ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131713ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131714ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131715ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131716ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131717ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131718ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131720ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131721ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131722ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131723ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131724ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131725ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131726ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131727ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 131728ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131729ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131730ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131731ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 131732ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131733ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131734ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131735ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131736ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131737ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 131738ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131739ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131740ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131741ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131742ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131743ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131744ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131745ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 13181 dws SO: the, Input: [d]
1 2 3 5 13182 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13183 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13184 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13185 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13186 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13187 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13188 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13189 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131810ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131811ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131812ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131813ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131814ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131815ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131816ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131817ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131818ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131819ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131820ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131821ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131822ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131823ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 131824ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131825ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131826ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131827ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 131828ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131829ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131830ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131831ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131832ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131833ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 131834ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131835ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131836ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131837ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131838ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131839ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131840ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131841ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 13191 dws SO: the, Input: [d]
1 2 3 5 13192 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13193 ism SO: {{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13194 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13195 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13196 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13197 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13198 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 13199 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131910ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131911ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131912ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131913ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131914ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131915ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131916ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131917ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131918ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131919ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131920ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131921ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 131922ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131923ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 131924ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131925ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131926ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131927ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 131928ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131929ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131930ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131931ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131932ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131933ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 131934ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131935ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131936ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 131937ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 131938ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131939ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 131940ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 131941ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 13201 dws SO: the, Input: [d]
1 2 3 5 13202 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 13203 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 13204 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 13205 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 13211 dws SO: the, Input: [d]
1 2 3 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 13221 dws SO: the, Input: [d]
1 2 3 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 13231 dws SO: the, Input: [d]
1 2 3 5 13232 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 13233 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 13234 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 13235 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 13236 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 13237 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 13238 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 13239 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 132310ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 132311ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 132312ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 132313ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 132314ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 132315ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 132316ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 132317ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 132318ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 132319ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 132320ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 132321ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 132322ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 132323ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 132324ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 132325ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 132326ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 132327ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 132328ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 132329ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 13241 dws SO: the, Input: [d]
1 2 3 5 13242 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 13243 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 13244 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 13245 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 13246 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 13247 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 13248 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 13249 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 13251 dws SO: the, Input: [d]
1 2 3 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 13261 dws SO: the, Input: [d]
1 2 3 5 13262 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 13263 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 13264 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 13265 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 13271 dws SO: the, Input: [d]
1 2 3 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 13281 dws SO: the, Input: [d]
1 2 3 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 13291 dws SO: the, Input: [d]
1 2 3 5 13292 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 13293 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 13294 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 13295 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 13296 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 13297 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 13298 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 13299 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 132910ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 132911ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 132912ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 132913ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 132914ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 132915ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 132916ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 132917ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 13301 dws SO: the, Input: [d]
1 2 3 5 13302 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 13303 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 13304 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 13305 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 13311 dws SO: the, Input: [d]
1 2 3 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 13321 dws SO: the, Input: [d]
1 2 3 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 13331 dws SO: the, Input: [d]
1 2 3 5 13332 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 13333 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 13334 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 13335 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 13336 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 13337 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 13338 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 13339 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 13341 dws SO: the, Input: [d]
1 2 3 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 13351 dws SO: the, Input: [d]
1 2 3 5 13352 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 13353 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 13354 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 13355 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 13361 dws SO: the, Input: [d]
1 2 3 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 13371 dws SO: the, Input: [d]
1 2 3 5 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 141 dws SO: the, Input: [d]
1 2 3 5 141 1 esm SO: {the,d}, Input: []
1 2 3 5 141 2 epm SO: <the,d>, Input: []
1 2 3 5 141 3 epm SO: <d,the>, Input: []
1 2 3 5 142 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 142 1 dws SO: the, Input: [d]
1 2 3 5 142 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 142 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 142 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 142 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 142 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 142 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 142 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 142 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 142 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 142 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 142 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 142 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 142 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 142 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 142 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 142 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 142 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 142 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 142 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 143 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 143 1 dws SO: the, Input: [d]
1 2 3 5 143 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 17ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 18ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 19ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 21ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 22ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 23ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 24ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 26ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 27ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 28ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 30ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 31ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 32ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 33ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 143 34ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 143 35ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 143 36ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 143 37ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 143 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 143 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 143 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 143 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 143 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 143 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 143 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 143 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 143 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 143 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 143 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 143 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 143 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 143 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 143 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 143 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 143 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 143 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 143 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 143 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 143 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 143 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 143 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 143 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 143 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 143 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 143 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 143 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 144 1 dws SO: the, Input: [d]
1 2 3 5 144 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 7 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 16ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 17ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 18ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 21ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 22ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 23ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 144 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 144 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 144 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 144 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 144 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 144 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 144 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 144 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 144 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 144 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 144 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 144 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 144 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 144 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 144 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 144 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 144 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 144 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 144 42ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 144 43ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 144 44ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 144 45ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 145 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 145 1 dws SO: the, Input: [d]
1 2 3 5 145 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 145 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 145 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 145 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 145 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 145 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 145 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 145 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 145 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 145 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 145 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 145 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 145 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 145 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 145 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 145 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 145 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 145 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 145 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 146 1 dws SO: the, Input: [d]
1 2 3 5 146 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 5 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 14ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 15ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 16ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 17ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 19ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 20ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 21ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 146 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 146 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 146 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 146 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 146 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 146 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 146 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 146 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 146 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 146 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 146 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 146 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 146 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 146 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 146 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 146 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 146 38ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 146 39ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 146 40ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 146 41ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 147 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 147 1 dws SO: the, Input: [d]
1 2 3 5 147 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 12ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 13ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 14ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 15ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 16ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 17ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 18ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 19ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 147 20ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 147 21ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 147 22ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 147 23ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 147 24ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 147 25ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 147 26ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 147 27ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 147 28ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 147 29ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 147 30ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 147 31ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 147 32ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 147 33ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 147 34ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 147 35ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 147 36ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 147 37ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 148 1 dws SO: the, Input: [d]
1 2 3 5 148 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 3 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 12ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 13ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 14ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 15ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 17ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 18ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 19ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 148 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 148 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 148 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 148 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 148 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 148 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 148 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 148 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 148 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 148 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 148 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 148 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 148 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 148 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 148 34ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 148 35ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 148 36ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 148 37ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 149 1 dws SO: the, Input: [d]
1 2 3 5 149 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 11ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 14ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 149 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 149 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 149 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 149 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 149 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 149 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 149 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 149 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 149 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 149 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 149 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 149 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 149 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 149 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 149 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 149 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 149 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 149 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 149 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 149 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 149 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 149 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 149 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 149 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 149 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 149 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1410ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 14101 dws SO: the, Input: [d]
1 2 3 5 14102 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14103 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14104 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14105 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14106 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14107 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14108 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14109 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141010ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141011ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141012ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141014ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141015ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141016ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141017ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141018ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141019ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141020ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141021ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141022ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141023ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141024ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141025ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 141026ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141027ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 141028ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141029ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141030ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141031ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141032ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141033ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 141034ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141035ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141036ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141037ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141038ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141039ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141040ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141041ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1411ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 14111 dws SO: the, Input: [d]
1 2 3 5 14112 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14113 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14114 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14115 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14116 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14117 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14118 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14119 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141110ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141112ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141113ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141114ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141115ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141116ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141117ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141118ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141119ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141120ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141121ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 141122ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141123ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 141124ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141125ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141126ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141127ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141128ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141129ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 141130ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141131ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141132ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141133ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141134ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141135ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141136ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141137ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1412ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 14121 dws SO: the, Input: [d]
1 2 3 5 14122 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14123 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14124 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14125 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14126 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14127 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14128 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14129 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141210ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141212ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141213ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141214ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141215ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141216ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141217ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141218ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141219ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141220ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141221ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 141222ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141223ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 141224ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141225ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141226ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141227ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141228ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141229ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 141230ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141231ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141232ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141233ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141234ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141235ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141236ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141237ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 14131 dws SO: the, Input: [d]
1 2 3 5 14132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14133 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14134 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14135 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14136 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14137 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14138 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14139 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141311ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141312ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141313ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141314ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141316ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141317ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141318ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141320ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141321ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141322ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141323ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141324ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141325ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141326ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141327ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141328ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141329ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 141330ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141331ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 141332ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141333ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141334ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141335ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141336ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141337ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 141338ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141339ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141340ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141341ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141342ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141343ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141344ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141345ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1414ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 14141 dws SO: the, Input: [d]
1 2 3 5 14142 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14143 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14144 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14145 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14147 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14149 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141412ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141413ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141414ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141415ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141416ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141417ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141418ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141419ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141420ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141421ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 141422ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141423ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 141424ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141425ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141426ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141427ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141428ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141429ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 141430ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141431ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141432ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141433ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141434ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141435ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141436ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141437ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 14151 dws SO: the, Input: [d]
1 2 3 5 14152 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14153 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14154 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14155 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14156 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14157 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14158 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14159 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141510ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141511ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141512ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141514ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141515ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141516ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141517ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141518ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141519ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141520ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141521ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141522ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141523ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141524ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141525ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 141526ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141527ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 141528ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141529ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141530ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141531ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141532ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141533ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 141534ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141535ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141536ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141537ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141538ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141539ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141540ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141541ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1416ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 14161 dws SO: the, Input: [d]
1 2 3 5 14162 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14163 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14164 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14165 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14166 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14167 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14168 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14169 ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141610ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141612ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141613ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141614ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141615ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141616ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141617ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141618ism SO: {book,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141619ism SO: {n!case,{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141620ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141621ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 141622ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141623ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 141624ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141625ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141626ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141627ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141628ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141629ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 141630ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141631ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141632ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141633ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141634ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141635ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141636ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141637ipm SO: <{book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 14171 dws SO: the, Input: [d]
1 2 3 5 14172 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14173 ism SO: {{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14174 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14175 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14176 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14177 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14178 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 14179 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141710ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141712ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141713ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141714ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141715ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141716ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141717ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141718ism SO: {book,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141719ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 141720ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141721ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 141722ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141723ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 141724ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141725ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141726ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141727ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141728ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141729ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 141730ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141731ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141732ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 141733ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141734ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141735ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 141736ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 141737ipm SO: <{n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1418ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 14181 dws SO: the, Input: [d]
1 2 3 5 1419ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 14191 dws SO: the, Input: [d]
1 2 3 5 14192 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 14193 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 14194 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 14195 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 14196 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 14197 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 14198 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 14199 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 141910ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 141911ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 141912ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 141913ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 141914ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 141915ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 141916ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141917ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 141918ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 141919ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 141920ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 141921ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 141922ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 141923ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 141924ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 141925ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 141926ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 141927ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 141928ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 141929ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1420ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 14201 dws SO: the, Input: [d]
1 2 3 5 14202 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 14203 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 14204 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 14205 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 14206 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 14207 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 14208 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 14209 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1421ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 14211 dws SO: the, Input: [d]
1 2 3 5 1422ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 14221 dws SO: the, Input: [d]
1 2 3 5 14222 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 14223 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 14224 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 14225 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1423ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 14231 dws SO: the, Input: [d]
1 2 3 5 1424ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 14241 dws SO: the, Input: [d]
1 2 3 5 1425ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 14251 dws SO: the, Input: [d]
1 2 3 5 14252 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 14253 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 14254 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 14255 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 14256 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 14257 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 14258 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 14259 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 142510ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 142511ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 142512ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 142513ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 142514ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 142515ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 142516ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 142517ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1426ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 14261 dws SO: the, Input: [d]
1 2 3 5 14262 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 14263 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 14264 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 14265 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1427ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 14271 dws SO: the, Input: [d]
1 2 3 5 1428ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 14281 dws SO: the, Input: [d]
1 2 3 5 1429ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 14291 dws SO: the, Input: [d]
1 2 3 5 14292 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 14293 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 14294 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 14295 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 14296 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 14297 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 14298 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 14299 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1430ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 14301 dws SO: the, Input: [d]
1 2 3 5 1431ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 14311 dws SO: the, Input: [d]
1 2 3 5 14312 ism SO: {book,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 14313 ism SO: {n!case,<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 14314 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 14315 ipm SO: <<{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1432ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 14321 dws SO: the, Input: [d]
1 2 3 5 1433ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 14331 dws SO: the, Input: [d]
1 2 3 5 15ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 5 151 dws SO: the, Input: [d]
1 2 3 5 151 1 esm SO: {the,d}, Input: []
1 2 3 5 151 2 epm SO: <the,d>, Input: []
1 2 3 5 151 3 epm SO: <d,the>, Input: []
1 2 3 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 152 1 dws SO: the, Input: [d]
1 2 3 5 152 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 12ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 13ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 14ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 15ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 17ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 18ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 19ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 152 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 152 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 152 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 152 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 152 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 152 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 152 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 152 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 152 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 152 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 152 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 152 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 152 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 152 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 152 34ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 152 35ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 152 36ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 152 37ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 153 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 153 1 dws SO: the, Input: [d]
1 2 3 5 153 2 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 4 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 6 ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 7 ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 9 ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 10ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 11ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 12ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 13ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 14ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 15ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 16ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 17ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 18ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 19ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 21ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 22ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 23ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 24ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 26ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 27ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 28ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 30ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 31ism SO: {{book,n!case},{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 32ism SO: {book,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 33ism SO: {n!case,{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 153 34ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 153 35ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 153 36ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 153 37ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 153 38ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 153 39ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 153 40ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 153 41ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 153 42ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 153 43ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 153 44ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 153 45ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 153 46ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 153 47ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 153 48ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 153 49ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 153 50ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 153 51ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 153 52ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 153 53ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 153 54ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 153 55ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 153 56ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 153 57ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 153 58ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 153 59ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 153 60ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 153 61ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 153 62ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 153 63ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 153 64ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 153 65ipm SO: <{{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 154 1 dws SO: the, Input: [d]
1 2 3 5 154 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 7 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 9 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 13ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 16ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 17ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 18ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 20ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 21ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 22ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 23ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 154 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 154 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 154 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 154 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 154 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 154 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 154 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 154 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 154 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 154 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 154 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 154 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 154 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 154 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 154 38ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 154 39ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 154 40ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 154 41ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 154 42ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 154 43ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 154 44ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 154 45ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 155 1 dws SO: the, Input: [d]
1 2 3 5 155 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 12ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 13ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 14ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 15ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 17ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 18ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 19ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 155 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 155 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 155 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 155 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 155 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 155 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 155 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 155 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 155 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 155 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 155 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 155 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 155 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 155 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 155 34ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 155 35ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 155 36ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 155 37ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 156 1 dws SO: the, Input: [d]
1 2 3 5 156 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 3 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 5 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 8 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 9 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 11ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 12ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 14ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 15ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 16ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 17ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 18ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 19ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 20ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 21ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 156 22ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 156 23ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 156 24ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 156 25ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 156 26ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 156 27ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 156 28ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 156 29ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 156 30ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 156 31ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 156 32ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 156 33ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 156 34ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 156 35ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 156 36ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 156 37ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 156 38ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 156 39ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 156 40ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 156 41ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 157 1 dws SO: the, Input: [d]
1 2 3 5 157 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 12ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 13ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 14ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 15ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 17ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 18ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 19ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 157 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 157 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 157 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 157 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 157 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 157 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 157 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 157 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 157 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 157 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 157 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 157 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 157 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 157 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 157 34ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 157 35ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 157 36ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 157 37ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 158 1 dws SO: the, Input: [d]
1 2 3 5 158 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 3 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 12ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 13ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 14ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 15ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 17ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 18ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 19ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 158 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 158 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 158 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 158 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 158 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 158 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 158 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 158 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 158 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 158 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 158 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 158 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 158 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 158 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 158 34ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 158 35ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 158 36ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 158 37ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 159 1 dws SO: the, Input: [d]
1 2 3 5 159 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 11ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 14ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 159 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 159 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 159 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 159 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 159 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 159 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 159 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 159 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 159 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 159 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 159 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 159 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 159 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 159 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 159 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 159 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 159 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 159 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 159 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 159 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 159 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 159 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 159 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 159 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 159 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 159 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1510ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 15101 dws SO: the, Input: [d]
1 2 3 5 15102 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15103 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15104 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15105 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15106 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15107 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15108 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15109 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151010ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151011ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151012ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151014ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151015ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151016ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151017ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151018ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151019ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151020ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151021ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151022ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151023ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151024ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151025ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 151026ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151027ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 151028ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151029ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151030ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151031ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151032ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151033ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 151034ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151035ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151036ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151037ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151038ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151039ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151040ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151041ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1511ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 15111 dws SO: the, Input: [d]
1 2 3 5 15112 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15113 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15114 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15115 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15116 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15117 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15118 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15119 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151110ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151112ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151113ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151114ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151115ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151116ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151117ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151118ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151119ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151120ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151121ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 151122ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151123ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 151124ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151125ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151126ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151127ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151128ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151129ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 151130ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151131ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151132ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151133ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151134ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151135ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151136ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151137ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1512ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 15121 dws SO: the, Input: [d]
1 2 3 5 15122 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15123 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15124 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15125 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15126 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15127 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15128 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15129 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151210ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151212ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151213ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151214ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151215ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151216ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151217ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151218ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151219ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151220ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151221ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 151222ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151223ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 151224ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151225ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151226ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151227ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151228ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151229ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 151230ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151231ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151232ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151233ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151234ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151235ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151236ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151237ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 15131 dws SO: the, Input: [d]
1 2 3 5 15132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15133 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15134 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15135 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15136 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15137 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15138 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15139 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151311ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151312ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151313ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151314ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151316ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151317ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151318ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151320ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151321ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151322ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151323ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151324ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151325ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151326ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151327ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151328ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151329ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 151330ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151331ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 151332ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151333ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151334ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151335ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151336ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151337ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 151338ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151339ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151340ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151341ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151342ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151343ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151344ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151345ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 15141 dws SO: the, Input: [d]
1 2 3 5 15142 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15143 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15144 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15145 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15146 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15147 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15148 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15149 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151410ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151412ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151413ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151414ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151415ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151416ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151417ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151418ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151419ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151420ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151421ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 151422ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151423ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 151424ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151425ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151426ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151427ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151428ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151429ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 151430ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151431ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151432ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151433ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151434ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151435ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151436ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151437ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 15151 dws SO: the, Input: [d]
1 2 3 5 15152 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15153 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15154 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15155 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15156 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15157 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15158 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15159 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151510ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151511ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151512ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151514ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151515ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151516ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151517ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151518ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151519ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151520ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151521ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151522ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151523ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151524ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151525ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 151526ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151527ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 151528ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151529ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151530ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151531ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151532ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151533ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 151534ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151535ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151536ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151537ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151538ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151539ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151540ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151541ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 15161 dws SO: the, Input: [d]
1 2 3 5 15162 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15163 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15164 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15165 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15166 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15167 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15168 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15169 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151610ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151612ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151613ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151614ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151615ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151616ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151617ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151618ism SO: {book,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151619ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151620ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151621ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 151622ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151623ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 151624ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151625ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151626ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151627ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151628ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151629ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 151630ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151631ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151632ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151633ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151634ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151635ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151636ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151637ipm SO: <{book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 5 15171 dws SO: the, Input: [d]
1 2 3 5 15172 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15173 ism SO: {{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15174 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15175 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15176 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15177 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15178 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 15179 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151710ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151712ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151713ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151714ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151715ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151716ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151717ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151718ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151719ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 5 151720ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151721ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 5 151722ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151723ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 151724ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151725ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151726ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151727ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151728ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151729ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 151730ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151731ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151732ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 151733ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151734ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151735ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 151736ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 5 151737ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 15181 dws SO: the, Input: [d]
1 2 3 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 5 15191 dws SO: the, Input: [d]
1 2 3 5 15192 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 15193 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 15194 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 15195 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 15196 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 15197 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 15198 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 15199 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 151910ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 151911ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 151912ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 151913ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 151914ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 151915ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 5 151916ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151917ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 151918ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 151919ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 151920ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 151921ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 151922ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 151923ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 151924ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 151925ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 151926ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 151927ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 151928ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 5 151929ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 15201 dws SO: the, Input: [d]
1 2 3 5 15202 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 15203 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 15204 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 15205 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 15206 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 15207 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 15208 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 15209 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 15211 dws SO: the, Input: [d]
1 2 3 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 15221 dws SO: the, Input: [d]
1 2 3 5 15222 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 15223 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 15224 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 15225 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 15231 dws SO: the, Input: [d]
1 2 3 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 15241 dws SO: the, Input: [d]
1 2 3 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 15251 dws SO: the, Input: [d]
1 2 3 5 15252 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 15253 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 15254 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 15255 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 15256 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 15257 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 15258 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 15259 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 152510ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 152511ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 152512ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 152513ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 152514ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 152515ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 152516ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 152517ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 15261 dws SO: the, Input: [d]
1 2 3 5 15262 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 15263 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 15264 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 15265 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 15271 dws SO: the, Input: [d]
1 2 3 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 15281 dws SO: the, Input: [d]
1 2 3 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 15291 dws SO: the, Input: [d]
1 2 3 5 15292 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 15293 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 15294 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 15295 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 15296 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 15297 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 15298 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 15299 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 15301 dws SO: the, Input: [d]
1 2 3 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 15311 dws SO: the, Input: [d]
1 2 3 5 15312 ism SO: {book,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 15313 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 15314 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 15315 ipm SO: <<{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 5 15321 dws SO: the, Input: [d]
1 2 3 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 5 15331 dws SO: the, Input: [d]
1 2 3 5 16ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 161 dws SO: the, Input: [d]
1 2 3 5 161 1 esm SO: {the,d}, Input: []
1 2 3 5 161 2 epm SO: <the,d>, Input: []
1 2 3 5 161 3 epm SO: <d,the>, Input: []
1 2 3 5 162 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 162 1 dws SO: the, Input: [d]
1 2 3 5 162 2 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 162 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 162 4 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 162 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 162 6 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 162 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 162 8 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 162 9 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 5 162 10ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 162 11ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 162 12ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 162 13ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 163 1 dws SO: the, Input: [d]
1 2 3 5 163 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 163 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 163 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 163 5 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 163 6 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 163 7 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 163 8 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 163 9 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 163 10ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 163 11ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 163 12ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 163 13ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 5 163 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 163 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 163 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 163 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 164 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 164 1 dws SO: the, Input: [d]
1 2 3 5 164 2 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 164 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 164 4 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 164 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 164 6 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 164 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 164 8 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 164 9 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 5 164 10ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 164 11ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 164 12ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 164 13ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 165 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 165 1 dws SO: the, Input: [d]
1 2 3 5 165 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 165 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 165 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 165 5 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 165 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 165 7 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 165 8 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 165 9 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 5 165 10ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 165 11ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 165 12ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 165 13ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 166 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 166 1 dws SO: the, Input: [d]
1 2 3 5 167 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 167 1 dws SO: the, Input: [d]
1 2 3 5 167 2 ism SO: {book,<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 5 167 3 ism SO: {n!case,<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 5 167 4 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 167 5 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 168 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 168 1 dws SO: the, Input: [d]
1 2 3 5 169 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 169 1 dws SO: the, Input: [d]
1 2 3 5 17ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 5 171 dws SO: the, Input: [d]
1 2 3 5 171 1 esm SO: {the,d}, Input: []
1 2 3 5 171 2 epm SO: <the,d>, Input: []
1 2 3 5 171 3 epm SO: <d,the>, Input: []
1 2 3 5 18ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 181 dws SO: the, Input: [d]
1 2 3 5 181 1 esm SO: {the,d}, Input: []
1 2 3 5 181 2 epm SO: <the,d>, Input: []
1 2 3 5 181 3 epm SO: <d,the>, Input: []
1 2 3 5 182 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 182 1 dws SO: the, Input: [d]
1 2 3 5 182 2 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 182 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 182 4 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 182 5 ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 182 6 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 5 182 7 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 5 182 8 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 5 182 9 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 5 183 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 183 1 dws SO: the, Input: [d]
1 2 3 5 183 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 183 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 183 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 183 5 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 183 6 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 5 183 7 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 5 183 8 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 5 183 9 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 5 184 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 184 1 dws SO: the, Input: [d]
1 2 3 5 185 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 185 1 dws SO: the, Input: [d]
1 2 3 5 19ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 5 191 dws SO: the, Input: [d]
1 2 3 5 191 1 esm SO: {the,d}, Input: []
1 2 3 5 191 2 epm SO: <the,d>, Input: []
1 2 3 5 191 3 epm SO: <d,the>, Input: []
1 2 3 5 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 5 201 dws SO: the, Input: [d]
1 2 3 5 201 1 esm SO: {the,d}, Input: []
1 2 3 5 201 2 epm SO: <the,d>, Input: []
1 2 3 5 201 3 epm SO: <d,the>, Input: []
1 2 3 5 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 5 211 dws SO: the, Input: [d]
1 2 3 5 211 1 esm SO: {the,d}, Input: []
1 2 3 5 211 2 epm SO: <the,d>, Input: []
1 2 3 5 211 3 epm SO: <d,the>, Input: []
1 2 3 5 212 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 212 1 dws SO: the, Input: [d]
1 2 3 5 212 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 5 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 6 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 7 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 8 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 10ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 11ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 12ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 13ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 212 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 212 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 212 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 212 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 5 212 18ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 212 19ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 212 20ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 212 21ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 212 22ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 212 23ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 212 24ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 212 25ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 213 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 213 1 dws SO: the, Input: [d]
1 2 3 5 213 2 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 213 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 213 4 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 213 5 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 213 6 ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 213 7 ism SO: {{book,{book,n!case}},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 213 8 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 213 9 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 213 10ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 213 11ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 213 12ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 213 13ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 5 213 14ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 213 15ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 213 16ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 213 17ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 213 18ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 213 19ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 213 20ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 213 21ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 214 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 214 1 dws SO: the, Input: [d]
1 2 3 5 214 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 214 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 214 4 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 214 5 ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 214 6 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 214 7 ism SO: {{book,{book,n!case}},{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 214 8 ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 214 9 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 214 10ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 214 11ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 214 12ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 214 13ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 5 214 14ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 214 15ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 214 16ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 214 17ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 214 18ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 214 19ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 214 20ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 214 21ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 215 1 dws SO: the, Input: [d]
1 2 3 5 215 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 3 ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 5 ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 6 ism SO: {n!case,{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 7 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 8 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 9 ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 10ism SO: {n!case,{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 12ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 13ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 14ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 15ism SO: {n!case,{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 215 16ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 215 17ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 215 18ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 215 19ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 215 20ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 215 21ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 5 215 22ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 215 23ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 215 24ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 215 25ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 215 26ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 215 27ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 215 28ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 215 29ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 216 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 216 1 dws SO: the, Input: [d]
1 2 3 5 216 2 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 216 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 216 4 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 216 5 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 216 6 ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 216 7 ism SO: {{book,{book,n!case}},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 216 8 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 216 9 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 216 10ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 216 11ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 216 12ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 216 13ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 5 216 14ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 216 15ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 216 16ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 216 17ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 216 18ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 216 19ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 216 20ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 216 21ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 217 1 dws SO: the, Input: [d]
1 2 3 5 217 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 5 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 6 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 7 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 8 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 10ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 11ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 12ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 13ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 217 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 217 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 217 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 217 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 5 217 18ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 217 19ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 217 20ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 217 21ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 217 22ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 217 23ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 217 24ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 217 25ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 218 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 218 1 dws SO: the, Input: [d]
1 2 3 5 218 2 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 218 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 218 4 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 218 5 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 218 6 ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 218 7 ism SO: {{book,{book,n!case}},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 218 8 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 218 9 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 218 10ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 218 11ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 218 12ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 218 13ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 5 218 14ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 218 15ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 218 16ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 218 17ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 218 18ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 218 19ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 218 20ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 218 21ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 219 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 5 219 1 dws SO: the, Input: [d]
1 2 3 5 219 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 219 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 219 4 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 219 5 ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 219 6 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 219 7 ism SO: {{book,{book,n!case}},{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 219 8 ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 219 9 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 219 10ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 219 11ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 5 219 12ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 219 13ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 5 219 14ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 219 15ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 219 16ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 219 17ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 219 18ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 219 19ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 219 20ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 5 219 21ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 5 2110ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 21101 dws SO: the, Input: [d]
1 2 3 5 21102 ism SO: {book,<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 5 21103 ism SO: {n!case,<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 5 21104 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 21105 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 2111ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 21111 dws SO: the, Input: [d]
1 2 3 5 2112ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 21121 dws SO: the, Input: [d]
1 2 3 5 2113ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 21131 dws SO: the, Input: [d]
1 2 3 5 21132 ism SO: {book,<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 21133 ism SO: {{book,n!case},<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 21134 ism SO: {book,<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 21135 ism SO: {n!case,<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 21136 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 21137 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 21138 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 21139 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 2114ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 21141 dws SO: the, Input: [d]
1 2 3 5 2115ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 21151 dws SO: the, Input: [d]
1 2 3 5 21152 ism SO: {book,<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 5 21153 ism SO: {n!case,<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 5 21154 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 21155 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 2116ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 5 21161 dws SO: the, Input: [d]
1 2 3 5 2117ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 5 21171 dws SO: the, Input: [d]
1 2 3 5 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 221 dws SO: the, Input: [d]
1 2 3 5 221 1 esm SO: {the,d}, Input: []
1 2 3 5 221 2 epm SO: <the,d>, Input: []
1 2 3 5 221 3 epm SO: <d,the>, Input: []
1 2 3 5 222 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 222 1 dws SO: the, Input: [d]
1 2 3 5 222 2 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 222 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 222 4 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 222 5 ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 222 6 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 5 222 7 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 5 222 8 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 5 222 9 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 5 223 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 223 1 dws SO: the, Input: [d]
1 2 3 5 223 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 223 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 223 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 223 5 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 223 6 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 5 223 7 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 5 223 8 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 5 223 9 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 5 224 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 224 1 dws SO: the, Input: [d]
1 2 3 5 225 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 225 1 dws SO: the, Input: [d]
1 2 3 5 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 5 231 dws SO: the, Input: [d]
1 2 3 5 231 1 esm SO: {the,d}, Input: []
1 2 3 5 231 2 epm SO: <the,d>, Input: []
1 2 3 5 231 3 epm SO: <d,the>, Input: []
1 2 3 5 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 5 241 dws SO: the, Input: [d]
1 2 3 5 241 1 esm SO: {the,d}, Input: []
1 2 3 5 241 2 epm SO: <the,d>, Input: []
1 2 3 5 241 3 epm SO: <d,the>, Input: []
1 2 3 5 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 5 251 dws SO: the, Input: [d]
1 2 3 5 251 1 esm SO: {the,d}, Input: []
1 2 3 5 251 2 epm SO: <the,d>, Input: []
1 2 3 5 251 3 epm SO: <d,the>, Input: []
1 2 3 5 252 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 252 1 dws SO: the, Input: [d]
1 2 3 5 252 2 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 252 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 252 4 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 252 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 252 6 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 252 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 252 8 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 252 9 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 5 252 10ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 252 11ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 252 12ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 252 13ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 253 1 dws SO: the, Input: [d]
1 2 3 5 253 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 253 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 253 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 253 5 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 253 6 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 253 7 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 253 8 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 253 9 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 253 10ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 253 11ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 253 12ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 253 13ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 5 253 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 253 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 253 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 253 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 254 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 254 1 dws SO: the, Input: [d]
1 2 3 5 254 2 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 254 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 254 4 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 254 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 254 6 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 254 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 254 8 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 254 9 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 5 254 10ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 254 11ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 254 12ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 254 13ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 255 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 5 255 1 dws SO: the, Input: [d]
1 2 3 5 255 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 255 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 255 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 255 5 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 255 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 255 7 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 5 255 8 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 255 9 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 5 255 10ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 255 11ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 5 255 12ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 5 255 13ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 5 256 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 256 1 dws SO: the, Input: [d]
1 2 3 5 257 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 5 257 1 dws SO: the, Input: [d]
1 2 3 5 257 2 ism SO: {book,<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 5 257 3 ism SO: {n!case,<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 5 257 4 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 257 5 ipm SO: <<<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 258 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 5 258 1 dws SO: the, Input: [d]
1 2 3 5 259 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 5 259 1 dws SO: the, Input: [d]
1 2 3 5 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 5 261 dws SO: the, Input: [d]
1 2 3 5 261 1 esm SO: {the,d}, Input: []
1 2 3 5 261 2 epm SO: <the,d>, Input: []
1 2 3 5 261 3 epm SO: <d,the>, Input: []
1 2 3 5 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 5 271 dws SO: the, Input: [d]
1 2 3 5 271 1 esm SO: {the,d}, Input: []
1 2 3 5 271 2 epm SO: <the,d>, Input: []
1 2 3 5 271 3 epm SO: <d,the>, Input: []
1 2 3 5 272 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 272 1 dws SO: the, Input: [d]
1 2 3 5 272 2 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 272 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 272 4 ism SO: {book,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 272 5 ism SO: {n!case,{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 272 6 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 5 272 7 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 5 272 8 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 5 272 9 ipm SO: <{book,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 5 273 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 5 273 1 dws SO: the, Input: [d]
1 2 3 5 273 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 273 3 ism SO: {<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 273 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 273 5 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 5 273 6 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 5 273 7 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 5 273 8 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 5 273 9 ipm SO: <{n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 5 274 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 5 274 1 dws SO: the, Input: [d]
1 2 3 5 275 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 5 275 1 dws SO: the, Input: [d]
1 2 3 5 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 5 281 dws SO: the, Input: [d]
1 2 3 5 281 1 esm SO: {the,d}, Input: []
1 2 3 5 281 2 epm SO: <the,d>, Input: []
1 2 3 5 281 3 epm SO: <d,the>, Input: []
1 2 3 5 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 5 291 dws SO: the, Input: [d]
1 2 3 5 291 1 esm SO: {the,d}, Input: []
1 2 3 5 291 2 epm SO: <the,d>, Input: []
1 2 3 5 291 3 epm SO: <d,the>, Input: []
1 2 3 6 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [[the,d]]
1 2 3 6 1 dws SO: the, Input: [d]
1 2 3 6 1 1 esm SO: {the,d}, Input: []
1 2 3 6 1 1 1 uws SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 6 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 6 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 6 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 6 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 6 1 2 epm SO: <the,d>, Input: []
1 2 3 6 1 2 1 uws SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 6 1 3 epm SO: <d,the>, Input: []
1 2 3 6 1 3 1 uws SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 6 2 ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 6 2 1 dws SO: the, Input: [d]
1 2 3 6 2 1 1 esm SO: {the,d}, Input: []
1 2 3 6 2 1 2 epm SO: <the,d>, Input: []
1 2 3 6 2 1 3 epm SO: <d,the>, Input: []
1 2 3 6 2 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 1 dws SO: the, Input: [d]
1 2 3 6 2 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 2 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 2 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 2 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 2 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 2 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 2 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 2 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 2 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 2 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 2 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 2 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 2 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 2 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 2 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 1 dws SO: the, Input: [d]
1 2 3 6 2 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 1 dws SO: the, Input: [d]
1 2 3 6 2 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 4 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 4 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 4 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 4 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 4 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 4 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 4 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 4 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 4 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 4 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 4 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 4 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 4 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 4 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 1 dws SO: the, Input: [d]
1 2 3 6 2 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 1 dws SO: the, Input: [d]
1 2 3 6 2 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 1 dws SO: the, Input: [d]
1 2 3 6 2 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 7 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 7 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 7 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 7 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 7 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 7 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 7 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 7 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 7 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 7 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 7 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 7 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 7 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 7 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 1 dws SO: the, Input: [d]
1 2 3 6 2 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 1 dws SO: the, Input: [d]
1 2 3 6 2 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 9 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 9 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 9 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 9 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 9 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 9 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 9 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 9 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 9 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 9 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 9 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 9 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 9 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 9 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 9 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 9 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 9 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 9 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 101 dws SO: the, Input: [d]
1 2 3 6 2 102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 1018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 1020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 1022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 1025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 1026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 111 dws SO: the, Input: [d]
1 2 3 6 2 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 121 dws SO: the, Input: [d]
1 2 3 6 2 122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 1218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 1220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 1222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 1225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 1226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 13ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 2 131 dws SO: the, Input: [d]
1 2 3 6 2 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 2 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 2 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 2 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 14ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 2 141 dws SO: the, Input: [d]
1 2 3 6 2 15ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 2 151 dws SO: the, Input: [d]
1 2 3 6 2 152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 2 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 2 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 2 155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 2 156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 2 157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 2 158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 2 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 2 1510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 2 1511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 2 1512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 2 1513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 1514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 2 1516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 2 1517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 1518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 2 1519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 2 1521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 2 16ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 2 161 dws SO: the, Input: [d]
1 2 3 6 2 17ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 2 171 dws SO: the, Input: [d]
1 2 3 6 2 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 2 173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 2 174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 2 175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 2 176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 2 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 2 178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 2 179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 2 1710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 2 1712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 2 1713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 1714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 2 1715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 1716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 2 1717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 2 18ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 181 dws SO: the, Input: [d]
1 2 3 6 2 182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 2 183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 2 184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 2 185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 2 19ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 2 191 dws SO: the, Input: [d]
1 2 3 6 2 20ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 201 dws SO: the, Input: [d]
1 2 3 6 2 21ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 2 211 dws SO: the, Input: [d]
1 2 3 6 2 212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 2 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 2 214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 2 215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 2 216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 2 217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 2 219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 2 22ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 2 221 dws SO: the, Input: [d]
1 2 3 6 2 23ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 2 231 dws SO: the, Input: [d]
1 2 3 6 2 232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 2 233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 2 234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 2 235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 2 24ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 2 241 dws SO: the, Input: [d]
1 2 3 6 2 25ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 2 251 dws SO: the, Input: [d]
1 2 3 6 3 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 6 3 1 dws SO: the, Input: [d]
1 2 3 6 3 1 1 esm SO: {the,d}, Input: []
1 2 3 6 3 1 2 epm SO: <the,d>, Input: []
1 2 3 6 3 1 3 epm SO: <d,the>, Input: []
1 2 3 6 3 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 1 dws SO: the, Input: [d]
1 2 3 6 3 2 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 11ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 12ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 13ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 15ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 16ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 21ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 24ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 25ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 26ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 27ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 28ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 29ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 30ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 31ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 2 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 2 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 2 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 2 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 2 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 2 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 2 54ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2 55ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2 56ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2 57ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 2 58ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2 59ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2 60ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2 61ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 1 dws SO: the, Input: [d]
1 2 3 6 3 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 16ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 21ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 22ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 3 26ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 3 27ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 3 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 3 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 3 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 3 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 3 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 3 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 3 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 3 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 3 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 3 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 3 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 3 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 3 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 3 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 3 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 3 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 3 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 3 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 3 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 3 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 3 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 3 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 1 dws SO: the, Input: [d]
1 2 3 6 3 4 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 14ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 4 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 4 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 4 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 4 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 4 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 4 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 4 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 4 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 4 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 4 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 4 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 4 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 4 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 4 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 4 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 4 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 4 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 4 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 4 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 4 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 4 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 4 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 1 dws SO: the, Input: [d]
1 2 3 6 3 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 6 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 8 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 9 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 11ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 12ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 14ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 17ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 18ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 19ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 20ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 22ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 23ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 5 24ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 5 25ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 5 26ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 5 27ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 5 28ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 5 29ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 5 30ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 5 31ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 5 32ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 5 33ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 5 34ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 5 35ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 5 36ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 5 37ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 5 38ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 5 39ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 5 40ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 5 41ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 5 42ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 5 43ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 5 44ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 5 45ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 1 dws SO: the, Input: [d]
1 2 3 6 3 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 3 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 5 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 6 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 7 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 9 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 10ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 11ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 13ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 15ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 16ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 18ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 20ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 21ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 22ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 24ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 25ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 26ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 27ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 6 28ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 6 29ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 6 30ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 6 31ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 6 32ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 6 33ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 6 34ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 6 35ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 6 36ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 6 37ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 6 38ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 6 39ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 6 40ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 6 41ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 6 42ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 6 43ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 6 44ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 6 45ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 6 46ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 6 47ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 6 48ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 6 49ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 6 50ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 6 51ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 6 52ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 6 53ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 1 dws SO: the, Input: [d]
1 2 3 6 3 7 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 14ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 7 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 7 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 7 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 7 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 7 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 7 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 7 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 7 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 7 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 7 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 7 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 7 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 7 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 7 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 7 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 7 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 7 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 7 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 7 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 7 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 7 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 7 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 1 dws SO: the, Input: [d]
1 2 3 6 3 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 16ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 21ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 22ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 8 26ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 8 27ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 8 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 8 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 8 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 8 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 8 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 8 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 8 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 8 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 8 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 8 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 8 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 8 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 8 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 8 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 8 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 8 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 8 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 8 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 8 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 8 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 8 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 8 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 1 dws SO: the, Input: [d]
1 2 3 6 3 9 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 14ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 9 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 9 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 9 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 9 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 9 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 9 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 9 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 9 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 9 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 9 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 9 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 9 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 9 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 9 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 9 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 9 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 9 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 9 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 9 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 9 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 9 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 9 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 101 dws SO: the, Input: [d]
1 2 3 6 3 102 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 103 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 104 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 106 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 107 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 108 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 109 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1011ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1012ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1013ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1014ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1015ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1017ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1018ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1019ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1020ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1021ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1022ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1023ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1024ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1025ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 1026ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1027ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1028ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1029ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1030ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1031ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1032ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1033ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1034ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1035ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 1036ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1037ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1038ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1039ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1040ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1041ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1042ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1043ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1044ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1045ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 11ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 111 dws SO: the, Input: [d]
1 2 3 6 3 112 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 113 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 114 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 115 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 116 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 117 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 118 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 119 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1110ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1111ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1112ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1113ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1114ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1115ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1116ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1117ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1118ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1119ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1120ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1121ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1122ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1123ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1124ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1125ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1126ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1127ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1128ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1129ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1130ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1131ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1132ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1133ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1134ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 1135ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1136ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1137ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1138ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1139ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1140ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1141ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1142ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1143ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1144ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1145ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 1146ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1147ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1148ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1149ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1150ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1151ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1152ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1153ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1154ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1155ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 1156ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1157ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1158ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1159ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1160ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1161ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1162ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1163ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1164ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1165ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 121 dws SO: the, Input: [d]
1 2 3 6 3 122 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 123 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 124 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 125 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 126 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 127 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 128 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 129 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1210ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1211ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1212ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1213ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1214ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1215ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1216ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1217ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1218ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1219ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1220ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1221ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1222ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1223ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1224ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1225ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 1226ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1227ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1228ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1229ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1230ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1231ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1232ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1233ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1234ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1235ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 1236ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1237ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1238ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1239ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1240ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1241ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1242ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1243ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1244ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1245ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 131 dws SO: the, Input: [d]
1 2 3 6 3 132 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 133 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 134 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 135 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 136 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 137 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 138 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 139 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1310ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1311ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1312ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1313ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1314ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1315ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1316ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1317ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1318ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1319ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1320ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1321ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1322ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1323ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1324ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1325ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1326ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1327ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1328ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1329ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1330ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1331ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1332ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1333ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1334ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1335ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1336ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1337ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1338ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1339ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1340ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1341ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 1342ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1343ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1344ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1345ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1346ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1347ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1348ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1349ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1350ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1351ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 1352ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1353ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1354ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1355ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1356ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1357ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1358ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1359ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1360ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1361ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 141 dws SO: the, Input: [d]
1 2 3 6 3 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 143 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 145 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 146 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 148 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1410ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1411ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1413ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1415ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1416ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1417ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1419ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1421ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1422ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1423ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1424ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1425ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1426ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1427ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1428ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1429ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 1430ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1431ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1432ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1433ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1434ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1435ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1436ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1437ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1438ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1439ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 1440ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1441ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1442ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1443ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1444ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1445ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1446ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1447ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1448ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1449ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 151 dws SO: the, Input: [d]
1 2 3 6 3 152 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 153 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 154 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 155 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 156 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 157 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 158 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 159 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1510ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1511ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1512ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1513ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1514ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1515ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1516ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1517ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1518ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1519ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1520ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1521ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1522ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1523ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1524ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1525ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 1526ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1527ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1528ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1529ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1530ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1531ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1532ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1533ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1534ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1535ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 1536ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1537ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1538ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1539ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1540ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1541ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1542ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1543ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1544ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1545ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 161 dws SO: the, Input: [d]
1 2 3 6 3 162 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 163 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 164 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 166 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 167 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 168 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 169 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1611ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1612ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1613ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1614ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1615ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1617ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1618ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1619ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1620ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1621ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1622ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1623ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1624ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1625ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 1626ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1627ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1628ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1629ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1630ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1631ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1632ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1633ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1634ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1635ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 1636ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1637ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1638ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1639ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1640ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1641ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1642ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1643ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1644ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1645ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 17ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 171 dws SO: the, Input: [d]
1 2 3 6 3 172 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 173 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 174 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 175 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 176 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 177 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 178 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 179 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1710ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1711ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1712ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1713ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1714ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1715ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1716ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1717ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1718ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1719ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1720ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1721ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1722ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1723ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1724ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1725ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1726ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1727ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1728ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1729ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1730ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1731ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1732ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1733ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 1734ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1735ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1736ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1737ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1738ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1739ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1740ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1741ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1742ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1743ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 1744ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1745ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1746ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1747ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1748ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1749ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1750ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1751ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1752ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1753ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 18ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 181 dws SO: the, Input: [d]
1 2 3 6 3 182 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 183 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 184 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 185 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 186 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 187 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 188 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 189 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1810ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1811ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1812ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1813ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1814ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1815ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1816ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1817ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1818ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1819ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1820ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1821ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1822ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1823ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1824ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1825ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 1826ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1827ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1828ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1829ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1830ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1831ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1832ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1833ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1834ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1835ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 1836ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1837ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1838ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1839ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1840ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1841ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1842ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1843ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1844ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1845ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 19ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 191 dws SO: the, Input: [d]
1 2 3 6 3 192 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 193 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 194 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 195 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 196 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 197 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 198 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 199 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1910ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1911ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1912ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1913ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1914ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1915ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1916ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1917ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1918ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1919ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1920ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1921ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1922ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1923ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1924ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1925ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 1926ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1927ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1928ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1929ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 1930ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1931ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1932ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1933ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1934ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1935ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1936ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1937ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1938ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1939ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 1940ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1941ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 1942ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1943ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1944ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 1945ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 1946ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1947ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 1948ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 1949ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 201 dws SO: the, Input: [d]
1 2 3 6 3 202 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 203 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 204 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 205 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 206 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 207 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 208 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 209 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2010ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2011ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2012ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2013ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2014ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2015ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2016ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2017ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2018ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2019ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2020ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2021ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2022ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2023ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2024ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2025ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 2026ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 2027ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2028ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2029ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2030ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 2031ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2032ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2033ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2034ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2035ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 2036ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2037ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 2038ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2039ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2040ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2041ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 2042ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2043ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2044ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2045ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 21ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 3 211 dws SO: the, Input: [d]
1 2 3 6 3 212 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 213 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 214 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 215 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 216 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 217 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 218 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 219 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2110ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2111ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2112ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2113ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2114ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2115ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2116ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2117ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2118ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2119ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2120ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2121ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2122ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2123ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 3 2124ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2125ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 3 2126ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 2127ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2128ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2129ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2130ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 2131ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2132ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2133ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2134ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2135ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 2136ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2137ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 2138ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2139ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2140ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 2141ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 2142ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2143ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2144ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 3 2145ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 22ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 221 dws SO: the, Input: [d]
1 2 3 6 3 222 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 223 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 224 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 225 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 226 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 227 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 228 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 229 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 2210ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2211ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 3 2212ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 3 2213ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 2214ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 3 2215ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 2216ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 3 2217ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 3 23ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 231 dws SO: the, Input: [d]
1 2 3 6 3 232 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 3 233 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 3 234 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 3 235 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 3 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 3 241 dws SO: the, Input: [d]
1 2 3 6 3 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 251 dws SO: the, Input: [d]
1 2 3 6 3 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 261 dws SO: the, Input: [d]
1 2 3 6 3 262 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 3 263 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 3 264 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 3 265 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 3 266 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 3 267 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 268 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 3 269 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 3 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 3 271 dws SO: the, Input: [d]
1 2 3 6 3 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 281 dws SO: the, Input: [d]
1 2 3 6 3 282 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 3 283 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 3 284 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 3 285 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 3 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 3 291 dws SO: the, Input: [d]
1 2 3 6 3 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 301 dws SO: the, Input: [d]
1 2 3 6 3 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 3 311 dws SO: the, Input: [d]
1 2 3 6 3 312 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 3 313 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 3 314 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 3 315 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 3 316 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 3 317 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 3 318 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 3 319 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 3 3110ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 3 3111ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 3 3112ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 3 3113ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 3114ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 3115ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 3 3116ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 3 3117ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 3118ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 3 3119ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 3120ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 3 3121ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 3 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 3 321 dws SO: the, Input: [d]
1 2 3 6 3 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 3 331 dws SO: the, Input: [d]
1 2 3 6 3 332 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 333 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 334 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 335 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 336 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 337 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 338 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 339 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 3 3310ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 3311ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 3 3312ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 3 3313ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 3314ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 3 3315ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 3316ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 3 3317ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 3 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 341 dws SO: the, Input: [d]
1 2 3 6 3 342 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 3 343 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 3 344 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 3 345 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 3 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 3 351 dws SO: the, Input: [d]
1 2 3 6 3 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 361 dws SO: the, Input: [d]
1 2 3 6 3 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 3 371 dws SO: the, Input: [d]
1 2 3 6 3 372 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 3 373 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 3 374 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 3 375 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 3 376 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 3 377 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 378 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 3 379 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 3 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 3 381 dws SO: the, Input: [d]
1 2 3 6 3 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 3 391 dws SO: the, Input: [d]
1 2 3 6 3 392 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 3 393 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 3 394 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 3 395 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 3 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 3 401 dws SO: the, Input: [d]
1 2 3 6 3 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 3 411 dws SO: the, Input: [d]
1 2 3 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 6 4 1 dws SO: the, Input: [d]
1 2 3 6 4 1 1 esm SO: {the,d}, Input: []
1 2 3 6 4 1 2 epm SO: <the,d>, Input: []
1 2 3 6 4 1 3 epm SO: <d,the>, Input: []
1 2 3 6 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 1 dws SO: the, Input: [d]
1 2 3 6 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 1 dws SO: the, Input: [d]
1 2 3 6 4 3 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 3 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 3 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 3 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 3 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 3 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 3 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 3 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 3 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 3 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 3 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 3 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 3 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 3 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 3 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 3 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 3 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 1 dws SO: the, Input: [d]
1 2 3 6 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 11ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 14ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 16ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 17ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 4 18ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 4 19ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 4 20ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 4 21ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 4 22ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 4 23ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 4 24ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 4 25ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 4 26ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 4 27ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 4 28ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 4 29ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 4 30ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 4 31ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 4 32ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 4 33ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 1 dws SO: the, Input: [d]
1 2 3 6 4 5 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 13ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 14ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 15ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 16ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 18ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 20ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 21ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 22ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 23ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 25ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 26ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 27ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 5 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 5 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 5 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 5 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 5 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 5 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 5 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 5 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 5 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 5 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 5 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 5 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 5 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 5 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 5 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 5 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 5 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 5 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 5 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 5 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 5 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 5 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 5 50ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 5 51ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 5 52ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 5 53ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 1 dws SO: the, Input: [d]
1 2 3 6 4 6 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 6 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 6 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 6 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 6 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 6 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 6 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 6 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 6 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 6 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 6 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 6 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 6 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 6 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 6 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 6 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 6 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 1 dws SO: the, Input: [d]
1 2 3 6 4 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 11ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 16ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 1 dws SO: the, Input: [d]
1 2 3 6 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 8 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 8 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 1 dws SO: the, Input: [d]
1 2 3 6 4 9 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 9 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 9 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 9 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 9 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 9 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 9 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 9 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 9 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 9 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 9 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 9 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 9 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 9 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 9 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 9 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 9 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 101 dws SO: the, Input: [d]
1 2 3 6 4 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 103 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 105 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 107 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 108 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1011ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1014ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1016ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1017ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1018ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1019ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 1020ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1021ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1022ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1023ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 1024ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1025ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 1026ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1027ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1028ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1029ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 1030ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1031ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1032ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1033ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 111 dws SO: the, Input: [d]
1 2 3 6 4 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 117 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1111ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1112ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1114ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1115ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 121 dws SO: the, Input: [d]
1 2 3 6 4 122 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 123 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 125 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 126 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 127 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 128 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1210ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1211ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1212ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1214ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1215ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1216ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1217ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1218ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1219ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 1220ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1221ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1222ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1223ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 1224ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1225ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 1226ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1227ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1228ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1229ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 1230ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1231ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1232ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1233ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 13ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 131 dws SO: the, Input: [d]
1 2 3 6 4 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 133 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 135 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 137 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 139 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1310ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1313ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1316ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1318ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1320ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1321ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1322ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1323ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 1324ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1325ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1326ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1327ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 1328ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1329ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 1330ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1331ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1332ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1333ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 1334ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1335ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1336ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1337ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 141 dws SO: the, Input: [d]
1 2 3 6 4 142 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 143 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 145 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 146 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 147 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 148 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1411ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1412ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1414ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1415ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1416ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1417ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1418ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1419ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 1420ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1421ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1422ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1423ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 1424ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1425ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 1426ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1427ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1428ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1429ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 1430ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1431ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1432ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1433ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 15ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 4 151 dws SO: the, Input: [d]
1 2 3 6 4 152 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 153 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 155 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 156 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 157 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 158 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1511ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1512ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1514ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1516ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1517ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 4 1518ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1519ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 4 1520ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1521ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1522ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1523ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 1524ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1525ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 1526ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1527ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1528ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 1529ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 1530ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1531ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1532ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 4 1533ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 16ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 161 dws SO: the, Input: [d]
1 2 3 6 4 162 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 4 163 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 4 164 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 4 165 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 4 17ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 4 171 dws SO: the, Input: [d]
1 2 3 6 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 181 dws SO: the, Input: [d]
1 2 3 6 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 4 191 dws SO: the, Input: [d]
1 2 3 6 4 192 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 4 193 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 4 194 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 4 195 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 4 196 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 4 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 4 198 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 4 199 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 4 1910ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 4 1911ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 4 1912ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 4 1913ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 1914ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1915ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 4 1916ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 4 1917ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 1918ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 4 1919ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 1920ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 4 1921ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 4 201 dws SO: the, Input: [d]
1 2 3 6 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 4 211 dws SO: the, Input: [d]
1 2 3 6 4 212 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 4 213 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 4 214 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 4 215 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 4 216 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 4 217 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 4 218 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 4 219 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 4 2110ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 2111ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 4 2112ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 4 2113ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 2114ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 4 2115ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 2116ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 4 2117ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 221 dws SO: the, Input: [d]
1 2 3 6 4 222 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 4 223 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 4 224 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 4 225 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 4 231 dws SO: the, Input: [d]
1 2 3 6 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 241 dws SO: the, Input: [d]
1 2 3 6 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 4 251 dws SO: the, Input: [d]
1 2 3 6 4 252 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 4 253 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 4 254 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 4 255 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 4 256 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 4 257 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 258 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 4 259 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 4 261 dws SO: the, Input: [d]
1 2 3 6 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 4 271 dws SO: the, Input: [d]
1 2 3 6 4 272 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 4 273 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 4 274 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 4 275 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 4 281 dws SO: the, Input: [d]
1 2 3 6 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 4 291 dws SO: the, Input: [d]
1 2 3 6 5 ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 6 5 1 dws SO: the, Input: [d]
1 2 3 6 5 1 1 esm SO: {the,d}, Input: []
1 2 3 6 5 1 2 epm SO: <the,d>, Input: []
1 2 3 6 5 1 3 epm SO: <d,the>, Input: []
1 2 3 6 5 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 1 dws SO: the, Input: [d]
1 2 3 6 5 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 2 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 2 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 2 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 2 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 2 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 2 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 2 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 2 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 2 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 2 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 2 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 2 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 2 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 2 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 1 dws SO: the, Input: [d]
1 2 3 6 5 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 1 dws SO: the, Input: [d]
1 2 3 6 5 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 4 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 4 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 4 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 4 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 4 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 4 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 4 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 4 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 4 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 4 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 4 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 4 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 4 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 4 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 1 dws SO: the, Input: [d]
1 2 3 6 5 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 1 dws SO: the, Input: [d]
1 2 3 6 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 1 dws SO: the, Input: [d]
1 2 3 6 5 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 7 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 7 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 7 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 7 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 7 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 7 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 7 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 7 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 7 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 7 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 7 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 7 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 7 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 7 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 1 dws SO: the, Input: [d]
1 2 3 6 5 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 9 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 1 dws SO: the, Input: [d]
1 2 3 6 5 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 9 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 9 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 9 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 9 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 9 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 9 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 9 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 9 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 9 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 9 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 9 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 9 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 9 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 9 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 9 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 9 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 9 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 9 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 101 dws SO: the, Input: [d]
1 2 3 6 5 102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 1018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 1020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 1022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 1025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 1026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 111 dws SO: the, Input: [d]
1 2 3 6 5 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 121 dws SO: the, Input: [d]
1 2 3 6 5 122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 1218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 1220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 1222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 1225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 1226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 13ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 5 131 dws SO: the, Input: [d]
1 2 3 6 5 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 5 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 5 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 5 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 14ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 5 141 dws SO: the, Input: [d]
1 2 3 6 5 15ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 5 151 dws SO: the, Input: [d]
1 2 3 6 5 152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 5 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 5 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 5 155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 5 156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 5 157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 5 158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 5 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 5 1510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 5 1511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 5 1512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 5 1513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 1514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 5 1516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 5 1517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 1518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 5 1519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 5 1521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 5 16ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 5 161 dws SO: the, Input: [d]
1 2 3 6 5 17ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 5 171 dws SO: the, Input: [d]
1 2 3 6 5 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 5 173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 5 174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 5 175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 5 176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 5 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 5 178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 5 179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 5 1710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 5 1712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 5 1713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 1714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 5 1715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 1716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 5 1717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 5 18ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 181 dws SO: the, Input: [d]
1 2 3 6 5 182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 5 183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 5 184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 5 185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 5 19ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 5 191 dws SO: the, Input: [d]
1 2 3 6 5 20ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 201 dws SO: the, Input: [d]
1 2 3 6 5 21ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 5 211 dws SO: the, Input: [d]
1 2 3 6 5 212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 5 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 5 214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 5 215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 5 216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 5 217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 5 219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 5 22ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 5 221 dws SO: the, Input: [d]
1 2 3 6 5 23ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 5 231 dws SO: the, Input: [d]
1 2 3 6 5 232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 5 233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 5 234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 5 235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 5 24ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 5 241 dws SO: the, Input: [d]
1 2 3 6 5 25ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 5 251 dws SO: the, Input: [d]
1 2 3 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 6 6 1 dws SO: the, Input: [d]
1 2 3 6 6 1 1 esm SO: {the,d}, Input: []
1 2 3 6 6 1 2 epm SO: <the,d>, Input: []
1 2 3 6 6 1 3 epm SO: <d,the>, Input: []
1 2 3 6 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 1 dws SO: the, Input: [d]
1 2 3 6 6 2 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 2 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 2 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 2 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 2 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 2 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 2 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 2 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 2 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 2 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 2 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 2 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 2 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 2 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 2 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 1 dws SO: the, Input: [d]
1 2 3 6 6 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 13ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 14ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 1 dws SO: the, Input: [d]
1 2 3 6 6 4 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 4 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 4 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 4 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 4 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 4 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 4 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 4 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 4 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 4 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 4 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 4 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 4 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 4 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 4 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 1 dws SO: the, Input: [d]
1 2 3 6 6 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 11ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 1 dws SO: the, Input: [d]
1 2 3 6 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 5 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 14ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 6 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 6 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 6 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 6 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 6 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 6 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 6 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 6 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 6 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 6 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 6 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 6 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 6 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 6 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 6 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 6 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 1 dws SO: the, Input: [d]
1 2 3 6 6 7 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 7 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 7 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 7 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 7 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 7 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 7 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 7 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 7 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 7 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 7 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 7 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 7 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 7 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 7 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 1 dws SO: the, Input: [d]
1 2 3 6 6 8 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 8 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 8 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 8 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 8 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 8 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 8 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 8 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 8 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 8 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 8 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 8 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 8 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 8 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 8 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 1 dws SO: the, Input: [d]
1 2 3 6 6 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 7 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 13ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 18ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 9 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 9 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 9 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 9 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 9 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 9 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 9 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 9 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 9 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 9 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 9 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 9 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 9 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 9 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 9 34ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 9 35ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 9 36ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 9 37ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 101 dws SO: the, Input: [d]
1 2 3 6 6 102 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 103 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 104 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 106 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 108 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 109 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1010ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1011ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1012ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1013ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1014ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1015ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1016ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1017ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 1018ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 1019ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 1020ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1021ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 1022ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1023ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1024ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 1025ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 1026ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1027ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1028ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1029ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 11ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 111 dws SO: the, Input: [d]
1 2 3 6 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 115 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1114ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 1121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 1122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 1123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 1124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 1126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 1129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 1130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 12ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 121 dws SO: the, Input: [d]
1 2 3 6 6 122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 123 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1211ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1212ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1214ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1216ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1217ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 1218ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 1219ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 1220ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1221ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 1222ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1223ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1224ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 1225ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 1226ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1227ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1228ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1229ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 13ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 6 131 dws SO: the, Input: [d]
1 2 3 6 6 132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 133 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1311ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1312ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 6 1316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 1317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 6 1318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 1319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 1320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 1322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 1325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 1326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 6 1329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 14ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 141 dws SO: the, Input: [d]
1 2 3 6 6 15ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 6 151 dws SO: the, Input: [d]
1 2 3 6 6 152 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 6 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 6 154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 6 155 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 6 156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 6 157 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 6 158 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 6 159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 6 1510ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 6 1511ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 6 1512ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 6 1513ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 1514ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1515ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 6 1516ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 6 1517ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 1518ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 6 1519ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1520ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 6 1521ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 6 16ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 6 161 dws SO: the, Input: [d]
1 2 3 6 6 17ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 6 171 dws SO: the, Input: [d]
1 2 3 6 6 172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 6 173 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 6 174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 6 175 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 6 176 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 6 177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 6 178 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 6 179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 6 1710ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1711ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 6 1712ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 6 1713ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 1714ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 6 1715ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 1716ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 6 1717ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 6 18ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 181 dws SO: the, Input: [d]
1 2 3 6 6 182 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 6 183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 6 184 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 6 185 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 6 19ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 6 191 dws SO: the, Input: [d]
1 2 3 6 6 20ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 201 dws SO: the, Input: [d]
1 2 3 6 6 21ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 6 211 dws SO: the, Input: [d]
1 2 3 6 6 212 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 6 213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 6 214 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 6 215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 6 216 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 6 217 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 218 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 6 219 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 6 22ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 6 221 dws SO: the, Input: [d]
1 2 3 6 6 23ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 6 231 dws SO: the, Input: [d]
1 2 3 6 6 232 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 6 233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 6 234 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 6 235 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 6 24ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 6 241 dws SO: the, Input: [d]
1 2 3 6 6 25ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 6 251 dws SO: the, Input: [d]
1 2 3 6 7 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 6 7 1 dws SO: the, Input: [d]
1 2 3 6 7 1 1 esm SO: {the,d}, Input: []
1 2 3 6 7 1 2 epm SO: <the,d>, Input: []
1 2 3 6 7 1 3 epm SO: <d,the>, Input: []
1 2 3 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 1 dws SO: the, Input: [d]
1 2 3 6 7 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 7 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 1 dws SO: the, Input: [d]
1 2 3 6 7 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 13ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 16ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 18ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 19ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 3 30ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 3 31ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 3 32ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 3 33ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 3 34ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 3 35ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 3 36ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 3 37ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 1 dws SO: the, Input: [d]
1 2 3 6 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 5 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 11ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 21ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 1 dws SO: the, Input: [d]
1 2 3 6 7 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 13ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 16ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 18ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 19ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 5 30ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 5 31ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 5 32ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 5 33ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 5 34ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 5 35ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 5 36ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 5 37ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 1 dws SO: the, Input: [d]
1 2 3 6 7 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 17ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 19ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 6 30ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 6 31ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 6 32ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 6 33ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 6 34ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 6 35ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 6 36ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 6 37ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 1 dws SO: the, Input: [d]
1 2 3 6 7 7 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 13ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 14ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 15ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 16ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 17ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 18ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 19ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 20ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 22ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 23ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 24ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 25ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 26ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 27ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 28ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 29ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 7 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 7 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 7 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 7 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 7 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 7 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 7 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 7 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 7 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 7 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 7 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 7 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 7 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 7 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 7 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 7 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 7 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 7 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 7 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 7 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 7 50ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 7 51ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 7 52ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 7 53ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 7 54ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 7 55ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 7 56ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 7 57ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 1 dws SO: the, Input: [d]
1 2 3 6 7 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 13ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 14ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 16ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 18ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 19ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 8 30ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 8 31ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 8 32ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 8 33ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 8 34ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 8 35ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 8 36ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 8 37ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 1 dws SO: the, Input: [d]
1 2 3 6 7 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 11ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 12ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 18ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 101 dws SO: the, Input: [d]
1 2 3 6 7 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 105 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1011ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1012ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1017ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1018ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1019ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1020ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1021ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1022ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1023ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1024ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1025ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 111 dws SO: the, Input: [d]
1 2 3 6 7 112 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 113 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 115 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 117 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 118 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 119 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1110ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1113ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1114ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1115ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1116ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1117ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1118ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1119ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1120ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1121ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 1122ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1123ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1124ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1125ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1126ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1127ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 1128ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1129ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 1130ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1131ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1132ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1133ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1134ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1135ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1136ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1137ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 121 dws SO: the, Input: [d]
1 2 3 6 7 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 123 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 125 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 127 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 129 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1210ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1213ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1215ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1216ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1217ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1218ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1219ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1220ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1221ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 1222ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1223ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1224ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1225ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1226ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1227ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 1228ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1229ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 1230ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1231ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1232ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1233ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1234ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1235ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1236ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1237ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 131 dws SO: the, Input: [d]
1 2 3 6 7 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 137 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 138 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1310ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1312ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1313ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1314ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1316ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1317ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1318ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1324ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1325ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1326ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1327ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1328ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1329ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 1330ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1331ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1332ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1333ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1334ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1335ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 1336ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1337ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 1338ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1339ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1340ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1341ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1342ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1343ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1344ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1345ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 141 dws SO: the, Input: [d]
1 2 3 6 7 142 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 143 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 145 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 147 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 148 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 149 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1410ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1412ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1413ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1414ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1416ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1417ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1418ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1419ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1420ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1421ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 1422ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1423ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1424ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1425ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1426ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1427ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 1428ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1429ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 1430ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1431ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1432ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1433ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1434ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1435ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1436ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1437ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 151 dws SO: the, Input: [d]
1 2 3 6 7 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 153 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 154 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 155 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 156 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 157 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 158 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 159 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1510ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1511ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1512ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1514ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1515ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1516ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1518ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1520ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1521ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1522ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1523ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1524ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1525ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 1526ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1527ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1528ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1529ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1530ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1531ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 1532ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1533ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 1534ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1535ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1536ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1537ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1538ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1539ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1540ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1541ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 161 dws SO: the, Input: [d]
1 2 3 6 7 162 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 163 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 165 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 167 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 168 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 169 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1610ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1612ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1613ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1614ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1616ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1617ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1618ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1619ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1620ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1621ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 1622ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1623ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1624ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1625ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1626ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1627ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 1628ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1629ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 1630ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1631ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1632ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1633ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1634ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1635ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1636ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1637ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 7 171 dws SO: the, Input: [d]
1 2 3 6 7 172 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 173 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 174 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 175 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 176 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 177 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 178 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 179 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1710ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1712ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1713ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1714ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1716ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1717ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1718ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1719ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 7 1720ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1721ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 7 1722ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1723ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1724ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1725ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1726ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1727ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 1728ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1729ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 1730ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1731ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1732ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 1733ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 1734ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1735ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 1736ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 7 1737ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 18ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 181 dws SO: the, Input: [d]
1 2 3 6 7 182 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 7 183 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 7 184 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 7 185 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 7 186 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 7 187 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 188 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 7 189 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 7 19ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 7 191 dws SO: the, Input: [d]
1 2 3 6 7 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 201 dws SO: the, Input: [d]
1 2 3 6 7 202 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 7 203 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 7 204 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 7 205 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 7 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 7 211 dws SO: the, Input: [d]
1 2 3 6 7 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 221 dws SO: the, Input: [d]
1 2 3 6 7 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 7 231 dws SO: the, Input: [d]
1 2 3 6 7 232 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 7 233 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 7 234 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 7 235 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 7 236 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 7 237 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 7 238 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 7 239 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 7 2310ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 7 2311ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 7 2312ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 7 2313ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 2314ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 2315ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 7 2316ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 7 2317ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 2318ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 7 2319ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 2320ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 7 2321ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 7 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 7 241 dws SO: the, Input: [d]
1 2 3 6 7 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 7 251 dws SO: the, Input: [d]
1 2 3 6 7 252 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 7 253 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 7 254 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 7 255 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 7 256 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 7 257 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 7 258 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 7 259 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 7 2510ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 2511ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 7 2512ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 7 2513ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 2514ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 7 2515ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 2516ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 7 2517ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 7 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 261 dws SO: the, Input: [d]
1 2 3 6 7 262 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 7 263 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 7 264 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 7 265 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 7 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 7 271 dws SO: the, Input: [d]
1 2 3 6 7 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 281 dws SO: the, Input: [d]
1 2 3 6 7 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 7 291 dws SO: the, Input: [d]
1 2 3 6 7 292 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 7 293 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 7 294 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 7 295 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 7 296 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 7 297 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 298 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 7 299 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 7 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 7 301 dws SO: the, Input: [d]
1 2 3 6 7 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 7 311 dws SO: the, Input: [d]
1 2 3 6 7 312 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 7 313 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 7 314 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 7 315 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 7 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 7 321 dws SO: the, Input: [d]
1 2 3 6 7 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 7 331 dws SO: the, Input: [d]
1 2 3 6 8 ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 6 8 1 dws SO: the, Input: [d]
1 2 3 6 8 1 1 esm SO: {the,d}, Input: []
1 2 3 6 8 1 2 epm SO: <the,d>, Input: []
1 2 3 6 8 1 3 epm SO: <d,the>, Input: []
1 2 3 6 8 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 1 dws SO: the, Input: [d]
1 2 3 6 8 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 2 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 2 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 2 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 2 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 2 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 2 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 2 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 2 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 2 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 2 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 2 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 2 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 2 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 2 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 1 dws SO: the, Input: [d]
1 2 3 6 8 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 1 dws SO: the, Input: [d]
1 2 3 6 8 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 4 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 4 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 4 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 4 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 4 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 4 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 4 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 4 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 4 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 4 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 4 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 4 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 4 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 4 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 1 dws SO: the, Input: [d]
1 2 3 6 8 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 1 dws SO: the, Input: [d]
1 2 3 6 8 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 1 dws SO: the, Input: [d]
1 2 3 6 8 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 7 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 7 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 7 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 7 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 7 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 7 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 7 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 7 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 7 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 7 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 7 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 7 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 7 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 7 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 1 dws SO: the, Input: [d]
1 2 3 6 8 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 1 dws SO: the, Input: [d]
1 2 3 6 8 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 9 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 9 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 9 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 9 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 9 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 9 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 9 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 9 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 9 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 9 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 9 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 9 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 9 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 9 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 9 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 9 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 9 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 9 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 101 dws SO: the, Input: [d]
1 2 3 6 8 102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 1018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 1020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 1022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 1025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 1026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 111 dws SO: the, Input: [d]
1 2 3 6 8 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 121 dws SO: the, Input: [d]
1 2 3 6 8 122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 1218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 1220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 1222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 1225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 1226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 13ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 8 131 dws SO: the, Input: [d]
1 2 3 6 8 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 8 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 8 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 8 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 14ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 8 141 dws SO: the, Input: [d]
1 2 3 6 8 15ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 8 151 dws SO: the, Input: [d]
1 2 3 6 8 152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 8 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 8 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 8 155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 8 156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 8 157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 8 158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 8 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 8 1510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 8 1511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 8 1512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 8 1513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 1514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 8 1516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 8 1517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 1518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 8 1519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 8 1521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 8 16ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 8 161 dws SO: the, Input: [d]
1 2 3 6 8 17ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 8 171 dws SO: the, Input: [d]
1 2 3 6 8 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 8 173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 8 174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 8 175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 8 176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 8 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 8 178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 8 179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 8 1710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 8 1712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 8 1713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 1714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 8 1715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 1716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 8 1717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 8 18ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 181 dws SO: the, Input: [d]
1 2 3 6 8 182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 8 183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 8 184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 8 185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 8 19ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 8 191 dws SO: the, Input: [d]
1 2 3 6 8 20ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 201 dws SO: the, Input: [d]
1 2 3 6 8 21ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 8 211 dws SO: the, Input: [d]
1 2 3 6 8 212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 8 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 8 214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 8 215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 8 216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 8 217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 8 219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 8 22ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 8 221 dws SO: the, Input: [d]
1 2 3 6 8 23ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 8 231 dws SO: the, Input: [d]
1 2 3 6 8 232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 8 233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 8 234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 8 235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 8 24ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 8 241 dws SO: the, Input: [d]
1 2 3 6 8 25ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 8 251 dws SO: the, Input: [d]
1 2 3 6 9 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 6 9 1 dws SO: the, Input: [d]
1 2 3 6 9 1 1 esm SO: {the,d}, Input: []
1 2 3 6 9 1 2 epm SO: <the,d>, Input: []
1 2 3 6 9 1 3 epm SO: <d,the>, Input: []
1 2 3 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 1 dws SO: the, Input: [d]
1 2 3 6 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 1 dws SO: the, Input: [d]
1 2 3 6 9 3 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 3 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 3 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 3 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 3 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 3 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 3 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 3 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 3 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 3 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 3 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 3 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 3 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 3 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 3 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 3 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 3 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 1 dws SO: the, Input: [d]
1 2 3 6 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 11ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 14ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 16ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 4 18ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 4 19ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 4 20ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 4 21ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 4 22ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 4 23ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 4 24ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 4 25ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 4 26ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 4 27ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 4 28ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 4 29ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 4 30ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 4 31ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 4 32ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 4 33ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 1 dws SO: the, Input: [d]
1 2 3 6 9 5 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 13ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 14ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 15ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 16ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 18ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 20ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 21ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 22ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 23ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 25ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 26ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 27ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 5 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 5 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 5 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 5 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 5 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 5 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 5 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 5 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 5 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 5 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 5 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 5 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 5 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 5 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 5 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 5 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 5 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 5 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 5 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 5 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 5 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 5 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 5 50ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 5 51ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 5 52ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 5 53ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 1 dws SO: the, Input: [d]
1 2 3 6 9 6 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 6 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 6 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 6 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 6 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 6 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 6 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 6 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 6 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 6 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 6 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 6 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 6 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 6 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 6 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 6 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 6 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 1 dws SO: the, Input: [d]
1 2 3 6 9 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 11ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 16ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 1 dws SO: the, Input: [d]
1 2 3 6 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 8 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 8 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 8 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 8 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 8 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 8 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 8 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 8 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 8 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 8 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 8 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 8 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 8 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 8 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 8 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 8 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 8 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 8 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 1 dws SO: the, Input: [d]
1 2 3 6 9 9 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 9 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 9 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 9 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 9 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 9 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 9 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 9 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 9 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 9 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 9 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 9 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 9 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 9 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 9 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 9 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 9 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 101 dws SO: the, Input: [d]
1 2 3 6 9 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 103 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 105 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 107 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 108 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1011ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1014ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1016ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1017ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1018ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1019ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 1020ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1021ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1022ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1023ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 1024ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1025ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 1026ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1027ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1028ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1029ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 1030ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1031ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1032ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1033ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 111 dws SO: the, Input: [d]
1 2 3 6 9 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 117 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1111ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1112ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1114ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1115ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 121 dws SO: the, Input: [d]
1 2 3 6 9 122 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 123 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 125 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 126 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 127 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 128 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1210ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1211ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1212ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1214ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1215ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1216ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1217ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1218ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1219ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 1220ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1221ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1222ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1223ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 1224ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1225ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 1226ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1227ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1228ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1229ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 1230ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1231ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1232ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1233ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 131 dws SO: the, Input: [d]
1 2 3 6 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 135 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 139 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1310ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1313ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1316ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1320ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1321ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1322ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1323ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 1324ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1325ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1326ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1327ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 1328ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1329ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 1330ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1331ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1332ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1333ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 1334ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1335ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1336ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1337ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 141 dws SO: the, Input: [d]
1 2 3 6 9 142 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 143 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 145 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 146 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 147 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 148 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1410ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1411ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1412ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1414ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1416ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1417ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1418ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1419ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 1420ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1421ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1422ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1423ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 1424ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1425ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 1426ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1427ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1428ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1429ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 1430ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1431ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1432ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1433ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 15ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 9 151 dws SO: the, Input: [d]
1 2 3 6 9 152 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 153 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 155 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 156 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 157 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 158 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1511ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1512ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1514ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1516ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1517ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 9 1518ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1519ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 9 1520ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1521ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1522ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1523ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 1524ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1525ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 1526ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1527ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1528ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 1529ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 1530ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1531ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1532ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 9 1533ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 16ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 161 dws SO: the, Input: [d]
1 2 3 6 9 162 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 9 163 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 9 164 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 9 165 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 9 17ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 9 171 dws SO: the, Input: [d]
1 2 3 6 9 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 181 dws SO: the, Input: [d]
1 2 3 6 9 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 9 191 dws SO: the, Input: [d]
1 2 3 6 9 192 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 9 193 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 9 194 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 9 195 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 9 196 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 9 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 9 198 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 9 199 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 9 1910ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 9 1911ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 9 1912ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 9 1913ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 1914ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1915ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 9 1916ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 9 1917ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 1918ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 9 1919ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 1920ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 9 1921ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 9 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 9 201 dws SO: the, Input: [d]
1 2 3 6 9 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 9 211 dws SO: the, Input: [d]
1 2 3 6 9 212 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 9 213 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 9 214 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 9 215 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 9 216 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 9 217 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 9 218 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 9 219 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 9 2110ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 2111ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 9 2112ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 9 2113ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 2114ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 9 2115ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 2116ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 9 2117ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 9 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 221 dws SO: the, Input: [d]
1 2 3 6 9 222 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 9 223 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 9 224 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 9 225 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 9 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 9 231 dws SO: the, Input: [d]
1 2 3 6 9 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 241 dws SO: the, Input: [d]
1 2 3 6 9 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 9 251 dws SO: the, Input: [d]
1 2 3 6 9 252 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 9 253 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 9 254 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 9 255 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 9 256 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 9 257 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 258 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 9 259 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 9 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 9 261 dws SO: the, Input: [d]
1 2 3 6 9 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 9 271 dws SO: the, Input: [d]
1 2 3 6 9 272 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 9 273 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 9 274 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 9 275 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 9 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 9 281 dws SO: the, Input: [d]
1 2 3 6 9 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 9 291 dws SO: the, Input: [d]
1 2 3 6 10ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 6 101 dws SO: the, Input: [d]
1 2 3 6 101 1 esm SO: {the,d}, Input: []
1 2 3 6 101 2 epm SO: <the,d>, Input: []
1 2 3 6 101 3 epm SO: <d,the>, Input: []
1 2 3 6 102 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 102 1 dws SO: the, Input: [d]
1 2 3 6 102 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 102 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 102 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 102 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 102 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 102 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 102 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 102 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 102 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 102 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 102 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 102 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 102 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 102 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 102 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 103 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 103 1 dws SO: the, Input: [d]
1 2 3 6 103 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 103 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 103 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 103 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 103 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 103 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 103 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 103 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 103 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 103 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 103 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 103 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 103 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 103 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 103 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 103 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 103 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 103 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 103 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 103 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 103 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 103 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 103 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 103 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 103 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 104 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 104 1 dws SO: the, Input: [d]
1 2 3 6 104 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 104 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 104 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 104 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 104 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 104 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 104 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 104 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 104 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 104 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 104 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 104 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 104 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 104 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 104 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 105 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 105 1 dws SO: the, Input: [d]
1 2 3 6 105 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 105 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 105 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 105 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 105 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 105 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 105 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 105 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 105 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 105 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 105 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 105 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 105 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 105 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 105 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 105 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 105 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 105 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 105 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 105 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 105 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 105 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 105 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 106 1 dws SO: the, Input: [d]
1 2 3 6 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 106 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 106 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 106 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 106 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 106 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 106 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 106 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 106 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 106 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 106 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 106 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 106 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 106 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 106 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 106 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 106 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 107 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 107 1 dws SO: the, Input: [d]
1 2 3 6 107 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 107 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 107 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 107 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 107 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 107 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 107 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 107 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 107 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 107 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 107 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 107 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 107 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 107 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 107 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 108 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 108 1 dws SO: the, Input: [d]
1 2 3 6 108 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 108 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 108 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 108 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 108 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 108 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 108 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 108 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 108 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 108 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 108 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 108 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 108 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 108 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 108 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 109 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 109 1 dws SO: the, Input: [d]
1 2 3 6 109 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 109 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 109 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 109 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 109 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 109 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 109 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 109 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 109 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 109 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 109 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 109 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 109 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 109 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 109 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 109 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 109 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 109 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 109 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 1010ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 10101 dws SO: the, Input: [d]
1 2 3 6 10102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 101018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 101020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 101022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 101023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 101025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 101026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 101028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 1011ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 10111 dws SO: the, Input: [d]
1 2 3 6 10112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 101119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 101121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 101122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 101124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 101126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 101127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 101129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 101130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 101132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 1012ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 10121 dws SO: the, Input: [d]
1 2 3 6 10122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 101218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 101220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 101222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 101223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 101225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 101226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 101228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 1013ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 10131 dws SO: the, Input: [d]
1 2 3 6 10132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 10139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 101316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 101317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 101318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 101320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 101322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 101323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 101325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 101326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 101328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 101329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 1014ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 10141 dws SO: the, Input: [d]
1 2 3 6 1015ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 10151 dws SO: the, Input: [d]
1 2 3 6 10152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 10153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 10154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 10155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 10156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 10157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 10158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 10159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 101510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 101511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 101512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 101513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 101514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 101515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 101516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 101517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 101518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 101519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 101520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 101521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 1016ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 10161 dws SO: the, Input: [d]
1 2 3 6 1017ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 10171 dws SO: the, Input: [d]
1 2 3 6 10172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 10173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 10174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 10175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 10176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 10177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 10178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 10179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 101710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 101711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 101712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 101713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 101714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 101715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 101716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 101717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 1018ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 10181 dws SO: the, Input: [d]
1 2 3 6 10182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 10183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 10184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 10185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 1019ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 10191 dws SO: the, Input: [d]
1 2 3 6 1020ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 10201 dws SO: the, Input: [d]
1 2 3 6 1021ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 10211 dws SO: the, Input: [d]
1 2 3 6 10212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 10213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 10214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 10215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 10216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 10217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 10218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 10219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 1022ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 10221 dws SO: the, Input: [d]
1 2 3 6 1023ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 10231 dws SO: the, Input: [d]
1 2 3 6 10232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 10233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 10234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 10235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 1024ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 10241 dws SO: the, Input: [d]
1 2 3 6 1025ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 10251 dws SO: the, Input: [d]
1 2 3 6 11ism SO: {n!case,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 6 111 dws SO: the, Input: [d]
1 2 3 6 111 1 esm SO: {the,d}, Input: []
1 2 3 6 111 2 epm SO: <the,d>, Input: []
1 2 3 6 111 3 epm SO: <d,the>, Input: []
1 2 3 6 112 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 112 1 dws SO: the, Input: [d]
1 2 3 6 112 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 112 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 112 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 112 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 112 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 112 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 112 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 112 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 112 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 112 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 112 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 112 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 112 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 112 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 112 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 113 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 113 1 dws SO: the, Input: [d]
1 2 3 6 113 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 13ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 14ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 113 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 113 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 113 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 113 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 113 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 113 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 113 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 113 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 113 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 113 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 113 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 113 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 113 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 113 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 113 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 113 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 113 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 113 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 113 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 113 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 113 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 113 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 113 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 113 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 114 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 114 1 dws SO: the, Input: [d]
1 2 3 6 114 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 114 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 114 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 114 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 114 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 114 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 114 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 114 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 114 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 114 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 114 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 114 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 114 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 114 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 114 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 115 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 115 1 dws SO: the, Input: [d]
1 2 3 6 115 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 11ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 115 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 115 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 115 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 115 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 115 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 115 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 115 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 115 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 115 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 115 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 115 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 115 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 115 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 115 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 115 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 115 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 115 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 115 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 115 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 115 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 115 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 115 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 116 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 116 1 dws SO: the, Input: [d]
1 2 3 6 116 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 5 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 14ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 116 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 116 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 116 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 116 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 116 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 116 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 116 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 116 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 116 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 116 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 116 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 116 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 116 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 116 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 116 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 116 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 117 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 117 1 dws SO: the, Input: [d]
1 2 3 6 117 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 117 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 117 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 117 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 117 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 117 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 117 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 117 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 117 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 117 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 117 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 117 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 117 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 117 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 117 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 118 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 118 1 dws SO: the, Input: [d]
1 2 3 6 118 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 118 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 118 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 118 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 118 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 118 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 118 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 118 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 118 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 118 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 118 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 118 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 118 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 118 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 118 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 119 1 dws SO: the, Input: [d]
1 2 3 6 119 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 7 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 13ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 18ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 119 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 119 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 119 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 119 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 119 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 119 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 119 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 119 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 119 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 119 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 119 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 119 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 119 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 119 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 119 34ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 119 35ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 119 36ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 119 37ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 1110ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 11101 dws SO: the, Input: [d]
1 2 3 6 11102 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11103 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11104 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11106 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11108 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11109 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111010ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111011ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111012ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111013ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111014ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111015ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111016ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111017ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 111018ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 111019ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 111020ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111021ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 111022ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 111023ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111024ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 111025ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 111026ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111027ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 111028ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111029ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 1111ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 11111 dws SO: the, Input: [d]
1 2 3 6 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11115 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111114ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 111119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 111121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 111122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 111123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 111124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 111126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 111127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 111129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 111130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 111132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 1112ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 11121 dws SO: the, Input: [d]
1 2 3 6 11122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11123 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111211ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111212ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111214ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111216ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111217ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 111218ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 111219ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 111220ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111221ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 111222ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 111223ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111224ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 111225ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 111226ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111227ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 111228ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111229ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 1113ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 6 11131 dws SO: the, Input: [d]
1 2 3 6 11132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11133 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 11139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111311ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111312ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 6 111316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 111317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 6 111318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 111319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 111320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 111322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 111323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 111325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 111326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 111328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 6 111329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 6 1114ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 11141 dws SO: the, Input: [d]
1 2 3 6 1115ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 6 11151 dws SO: the, Input: [d]
1 2 3 6 11152 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 11153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 11154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 11155 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 11156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 11157 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 11158 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 11159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 111510ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 111511ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 6 111512ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 111513ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 111514ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 111515ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 111516ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 111517ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 111518ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 111519ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 111520ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 6 111521ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 6 1116ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 11161 dws SO: the, Input: [d]
1 2 3 6 1117ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 11171 dws SO: the, Input: [d]
1 2 3 6 11172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 11173 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 11174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 11175 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 11176 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 11177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 11178 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 11179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 111710ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 111711ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 111712ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 111713ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 111714ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 111715ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 111716ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 111717ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 1118ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 11181 dws SO: the, Input: [d]
1 2 3 6 11182 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 11183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 11184 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 11185 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 1119ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 11191 dws SO: the, Input: [d]
1 2 3 6 1120ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 11201 dws SO: the, Input: [d]
1 2 3 6 1121ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 11211 dws SO: the, Input: [d]
1 2 3 6 11212 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 11213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 11214 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 11215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 11216 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 11217 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 11218 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 11219 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 1122ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 11221 dws SO: the, Input: [d]
1 2 3 6 1123ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 11231 dws SO: the, Input: [d]
1 2 3 6 11232 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 11233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 11234 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 11235 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 1124ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 6 11241 dws SO: the, Input: [d]
1 2 3 6 1125ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 6 11251 dws SO: the, Input: [d]
1 2 3 6 12ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 6 121 dws SO: the, Input: [d]
1 2 3 6 121 1 esm SO: {the,d}, Input: []
1 2 3 6 121 2 epm SO: <the,d>, Input: []
1 2 3 6 121 3 epm SO: <d,the>, Input: []
1 2 3 6 13ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 6 131 dws SO: the, Input: [d]
1 2 3 6 131 1 esm SO: {the,d}, Input: []
1 2 3 6 131 2 epm SO: <the,d>, Input: []
1 2 3 6 131 3 epm SO: <d,the>, Input: []
1 2 3 6 132 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 132 1 dws SO: the, Input: [d]
1 2 3 6 132 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 5 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 6 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 7 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 8 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 10ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 11ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 12ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 13ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 132 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 132 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 132 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 132 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 6 132 18ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 132 19ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 132 20ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 132 21ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 132 22ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 132 23ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 132 24ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 132 25ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 133 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 133 1 dws SO: the, Input: [d]
1 2 3 6 133 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 133 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 133 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 133 5 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 133 6 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 133 7 ism SO: {{book,{book,n!case}},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 133 8 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 133 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 133 10ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 133 11ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 133 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 133 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 6 133 14ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 133 15ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 133 16ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 133 17ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 133 18ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 133 19ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 133 20ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 133 21ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 134 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 134 1 dws SO: the, Input: [d]
1 2 3 6 134 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 134 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 134 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 134 5 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 134 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 134 7 ism SO: {{book,{book,n!case}},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 134 8 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 134 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 134 10ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 134 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 134 12ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 134 13ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 6 134 14ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 134 15ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 134 16ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 134 17ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 134 18ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 134 19ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 134 20ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 134 21ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 135 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 135 1 dws SO: the, Input: [d]
1 2 3 6 135 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 3 ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 5 ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 6 ism SO: {n!case,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 7 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 8 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 9 ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 10ism SO: {n!case,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 12ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 13ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 14ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 15ism SO: {n!case,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 135 16ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 135 17ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 135 18ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 135 19ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 135 20ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 135 21ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 6 135 22ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 135 23ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 135 24ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 135 25ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 135 26ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 135 27ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 135 28ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 135 29ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 136 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 136 1 dws SO: the, Input: [d]
1 2 3 6 136 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 136 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 136 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 136 5 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 136 6 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 136 7 ism SO: {{book,{book,n!case}},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 136 8 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 136 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 136 10ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 136 11ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 136 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 136 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 6 136 14ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 136 15ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 136 16ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 136 17ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 136 18ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 136 19ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 136 20ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 136 21ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 137 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 137 1 dws SO: the, Input: [d]
1 2 3 6 137 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 5 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 6 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 7 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 8 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 10ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 11ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 12ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 13ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 137 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 137 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 137 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 137 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 6 137 18ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 137 19ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 137 20ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 137 21ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 137 22ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 137 23ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 137 24ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 137 25ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 138 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 138 1 dws SO: the, Input: [d]
1 2 3 6 138 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 138 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 138 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 138 5 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 138 6 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 138 7 ism SO: {{book,{book,n!case}},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 138 8 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 138 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 138 10ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 138 11ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 138 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 138 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 6 138 14ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 138 15ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 138 16ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 138 17ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 138 18ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 138 19ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 138 20ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 138 21ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 139 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 6 139 1 dws SO: the, Input: [d]
1 2 3 6 139 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 139 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 139 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 139 5 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 139 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 139 7 ism SO: {{book,{book,n!case}},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 139 8 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 139 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 139 10ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 139 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 6 139 12ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 139 13ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 6 139 14ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 139 15ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 139 16ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 139 17ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 139 18ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 139 19ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 139 20ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 6 139 21ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 6 1310ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 13101 dws SO: the, Input: [d]
1 2 3 6 13102 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 6 13103 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 6 13104 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 13105 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 1311ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 13111 dws SO: the, Input: [d]
1 2 3 6 1312ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 13121 dws SO: the, Input: [d]
1 2 3 6 1313ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 13131 dws SO: the, Input: [d]
1 2 3 6 13132 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 13133 ism SO: {{book,n!case},<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 13134 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 13135 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 13136 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 13137 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 13138 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 13139 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 1314ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 13141 dws SO: the, Input: [d]
1 2 3 6 1315ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 13151 dws SO: the, Input: [d]
1 2 3 6 13152 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 6 13153 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 6 13154 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 13155 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 1316ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 6 13161 dws SO: the, Input: [d]
1 2 3 6 1317ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 6 13171 dws SO: the, Input: [d]
1 2 3 6 14ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 141 dws SO: the, Input: [d]
1 2 3 6 141 1 esm SO: {the,d}, Input: []
1 2 3 6 141 2 epm SO: <the,d>, Input: []
1 2 3 6 141 3 epm SO: <d,the>, Input: []
1 2 3 6 142 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 142 1 dws SO: the, Input: [d]
1 2 3 6 142 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 142 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 142 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 142 5 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 142 6 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 6 142 7 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 6 142 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 6 142 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 6 143 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 143 1 dws SO: the, Input: [d]
1 2 3 6 143 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 143 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 143 4 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 143 5 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 143 6 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 6 143 7 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 6 143 8 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 6 143 9 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 6 144 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 144 1 dws SO: the, Input: [d]
1 2 3 6 145 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 145 1 dws SO: the, Input: [d]
1 2 3 6 15ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 6 151 dws SO: the, Input: [d]
1 2 3 6 151 1 esm SO: {the,d}, Input: []
1 2 3 6 151 2 epm SO: <the,d>, Input: []
1 2 3 6 151 3 epm SO: <d,the>, Input: []
1 2 3 6 16ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 6 161 dws SO: the, Input: [d]
1 2 3 6 161 1 esm SO: {the,d}, Input: []
1 2 3 6 161 2 epm SO: <the,d>, Input: []
1 2 3 6 161 3 epm SO: <d,the>, Input: []
1 2 3 6 17ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 6 171 dws SO: the, Input: [d]
1 2 3 6 171 1 esm SO: {the,d}, Input: []
1 2 3 6 171 2 epm SO: <the,d>, Input: []
1 2 3 6 171 3 epm SO: <d,the>, Input: []
1 2 3 6 172 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 172 1 dws SO: the, Input: [d]
1 2 3 6 172 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 172 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 172 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 172 5 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 172 6 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 172 7 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 172 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 6 172 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 6 172 10ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 6 172 11ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 172 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 6 172 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 6 173 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 173 1 dws SO: the, Input: [d]
1 2 3 6 173 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 173 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 173 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 173 5 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 173 6 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 173 7 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 173 8 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 173 9 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 173 10ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 173 11ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 6 173 12ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 6 173 13ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 6 173 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 6 173 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 173 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 6 173 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 6 174 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 174 1 dws SO: the, Input: [d]
1 2 3 6 174 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 174 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 174 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 174 5 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 174 6 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 174 7 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 174 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 6 174 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 6 174 10ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 6 174 11ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 174 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 6 174 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 6 175 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 6 175 1 dws SO: the, Input: [d]
1 2 3 6 175 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 175 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 175 4 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 175 5 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 175 6 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 175 7 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 6 175 8 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 6 175 9 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 6 175 10ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 6 175 11ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 6 175 12ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 6 175 13ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 6 176 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 176 1 dws SO: the, Input: [d]
1 2 3 6 177 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 6 177 1 dws SO: the, Input: [d]
1 2 3 6 177 2 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 6 177 3 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 6 177 4 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 177 5 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 178 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 6 178 1 dws SO: the, Input: [d]
1 2 3 6 179 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 6 179 1 dws SO: the, Input: [d]
1 2 3 6 18ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 6 181 dws SO: the, Input: [d]
1 2 3 6 181 1 esm SO: {the,d}, Input: []
1 2 3 6 181 2 epm SO: <the,d>, Input: []
1 2 3 6 181 3 epm SO: <d,the>, Input: []
1 2 3 6 19ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 6 191 dws SO: the, Input: [d]
1 2 3 6 191 1 esm SO: {the,d}, Input: []
1 2 3 6 191 2 epm SO: <the,d>, Input: []
1 2 3 6 191 3 epm SO: <d,the>, Input: []
1 2 3 6 192 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 192 1 dws SO: the, Input: [d]
1 2 3 6 192 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 192 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 192 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 192 5 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 192 6 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 6 192 7 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 6 192 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 6 192 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 6 193 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 6 193 1 dws SO: the, Input: [d]
1 2 3 6 193 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 193 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 193 4 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 193 5 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 6 193 6 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 6 193 7 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 6 193 8 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 6 193 9 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 6 194 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 6 194 1 dws SO: the, Input: [d]
1 2 3 6 195 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 6 195 1 dws SO: the, Input: [d]
1 2 3 6 20ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 6 201 dws SO: the, Input: [d]
1 2 3 6 201 1 esm SO: {the,d}, Input: []
1 2 3 6 201 2 epm SO: <the,d>, Input: []
1 2 3 6 201 3 epm SO: <d,the>, Input: []
1 2 3 6 21ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 6 211 dws SO: the, Input: [d]
1 2 3 6 211 1 esm SO: {the,d}, Input: []
1 2 3 6 211 2 epm SO: <the,d>, Input: []
1 2 3 6 211 3 epm SO: <d,the>, Input: []
1 2 3 7 ism SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [[the,d]]
1 2 3 7 1 dws SO: the, Input: [d]
1 2 3 7 1 1 esm SO: {the,d}, Input: []
1 2 3 7 1 1 1 uws SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 7 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 7 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 7 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 7 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 7 1 2 epm SO: <the,d>, Input: []
1 2 3 7 1 2 1 uws SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 7 1 3 epm SO: <d,the>, Input: []
1 2 3 7 1 3 1 uws SO: {{book,n!case},{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 7 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 2 1 dws SO: the, Input: [d]
1 2 3 7 2 1 1 esm SO: {the,d}, Input: []
1 2 3 7 2 1 2 epm SO: <the,d>, Input: []
1 2 3 7 2 1 3 epm SO: <d,the>, Input: []
1 2 3 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 1 dws SO: the, Input: [d]
1 2 3 7 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 1 dws SO: the, Input: [d]
1 2 3 7 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 3 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 3 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 3 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 3 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 1 dws SO: the, Input: [d]
1 2 3 7 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 4 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 4 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 4 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 4 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 1 dws SO: the, Input: [d]
1 2 3 7 2 5 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 17ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 19ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 21ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 25ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 27ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 30ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 5 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 5 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 5 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 5 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 5 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 5 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 5 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 5 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 5 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 5 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 5 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 5 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 5 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 5 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 5 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 5 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 5 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 5 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 5 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 5 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 5 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 5 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 5 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 5 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 5 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 5 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 5 58ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 5 59ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 5 60ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 5 61ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 1 dws SO: the, Input: [d]
1 2 3 7 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 6 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 6 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 6 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 6 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 1 dws SO: the, Input: [d]
1 2 3 7 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 7 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 7 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 7 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 7 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 1 dws SO: the, Input: [d]
1 2 3 7 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 8 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 8 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 8 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 8 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 1 dws SO: the, Input: [d]
1 2 3 7 2 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 15ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 101 dws SO: the, Input: [d]
1 2 3 7 2 102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 109 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1017ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1018ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 1026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 1030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 1034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 1038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 111 dws SO: the, Input: [d]
1 2 3 7 2 112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 117 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1115ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1116ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 1122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 1126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 1130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 1134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 121 dws SO: the, Input: [d]
1 2 3 7 2 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 127 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1215ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 1234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 131 dws SO: the, Input: [d]
1 2 3 7 2 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1311ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1314ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1316ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1317ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1318ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 1325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 1330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 1334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 1338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 1342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 141 dws SO: the, Input: [d]
1 2 3 7 2 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 147 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1412ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1413ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1417ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1418ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1419ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 1434ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1435ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1436ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1437ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 151 dws SO: the, Input: [d]
1 2 3 7 2 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 159 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1518ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 1526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 1530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 1534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 1538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 161 dws SO: the, Input: [d]
1 2 3 7 2 162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 167 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1616ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 1622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 1626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 1630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 1634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 2 171 dws SO: the, Input: [d]
1 2 3 7 2 172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 177 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1716ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 2 1720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 2 1722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 1726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 1730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 1733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 1734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 1736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 2 1737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 181 dws SO: the, Input: [d]
1 2 3 7 2 182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 2 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 2 184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 2 185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 2 191 dws SO: the, Input: [d]
1 2 3 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 201 dws SO: the, Input: [d]
1 2 3 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 2 211 dws SO: the, Input: [d]
1 2 3 7 2 212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 215 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 2110ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 2111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 2112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 2113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 2 2114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 2115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 2 2116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 2 2117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 2118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 2119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 2 2120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 2 2121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 2122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 2 2123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 2124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 2 2125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 221 dws SO: the, Input: [d]
1 2 3 7 2 222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 2 223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 2 224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 2 225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 2 231 dws SO: the, Input: [d]
1 2 3 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 241 dws SO: the, Input: [d]
1 2 3 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 2 251 dws SO: the, Input: [d]
1 2 3 7 2 252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 2 253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 2 254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 2 255 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 2 256 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 2 257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 2 258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 2 259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 2 2510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 2511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 2 2512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 2 2513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 2514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 2 2515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 2516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 2 2517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 261 dws SO: the, Input: [d]
1 2 3 7 2 262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 2 263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 2 264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 2 265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 2 271 dws SO: the, Input: [d]
1 2 3 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 281 dws SO: the, Input: [d]
1 2 3 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 2 291 dws SO: the, Input: [d]
1 2 3 7 2 292 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 2 293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 2 294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 2 295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 2 296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 2 297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 2 299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 2 301 dws SO: the, Input: [d]
1 2 3 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 2 311 dws SO: the, Input: [d]
1 2 3 7 2 312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 2 313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 2 314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 2 315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 2 321 dws SO: the, Input: [d]
1 2 3 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 2 331 dws SO: the, Input: [d]
1 2 3 7 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 3 1 dws SO: the, Input: [d]
1 2 3 7 3 1 1 esm SO: {the,d}, Input: []
1 2 3 7 3 1 2 epm SO: <the,d>, Input: []
1 2 3 7 3 1 3 epm SO: <d,the>, Input: []
1 2 3 7 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 1 dws SO: the, Input: [d]
1 2 3 7 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 2 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 2 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 2 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 2 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 2 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 2 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 2 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 2 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 2 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 2 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 2 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 2 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 2 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 2 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 2 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 2 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 1 dws SO: the, Input: [d]
1 2 3 7 3 3 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 15ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 16ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 3 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 3 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 3 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 3 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 3 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 3 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 3 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 3 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 3 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 3 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 3 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 3 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 3 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 3 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 3 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 3 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 3 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 3 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 3 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 3 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 3 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 3 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 3 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 3 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 3 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 3 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 3 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 3 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 1 dws SO: the, Input: [d]
1 2 3 7 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 4 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 4 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 4 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 4 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 1 dws SO: the, Input: [d]
1 2 3 7 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 5 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 5 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 5 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 5 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 5 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 5 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 5 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 5 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 5 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 5 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 5 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 5 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 5 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 5 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 5 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 5 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 1 dws SO: the, Input: [d]
1 2 3 7 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 14ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 6 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 6 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 6 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 6 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 6 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 6 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 6 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 6 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 1 dws SO: the, Input: [d]
1 2 3 7 3 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 11ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 1 dws SO: the, Input: [d]
1 2 3 7 3 8 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 8 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 8 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 8 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 8 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 8 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 8 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 8 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 8 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 8 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 8 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 8 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 8 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 8 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 8 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 8 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 8 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 8 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 8 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 1 dws SO: the, Input: [d]
1 2 3 7 3 9 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 9 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 9 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 9 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 9 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 9 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 9 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 9 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 9 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 9 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 9 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 9 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 9 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 9 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 9 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 9 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 9 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 101 dws SO: the, Input: [d]
1 2 3 7 3 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 103 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1014ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 1020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 1022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 1026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 1030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 111 dws SO: the, Input: [d]
1 2 3 7 3 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 117 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1110ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1112ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1114ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1115ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1122ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 1123ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1124ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1125ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1126ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1127ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 1128ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1129ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 1130ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1131ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1132ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1133ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 1134ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1135ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1136ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1137ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 1138ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1139ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1140ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1141ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 121 dws SO: the, Input: [d]
1 2 3 7 3 122 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 123 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 124 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 127 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 128 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1210ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1211ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1212ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1214ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1215ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1216ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1217ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1218ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1219ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 1220ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1221ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 1222ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1223ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1224ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1225ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 1226ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1227ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1228ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1229ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 1230ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1231ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1232ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1233ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 131 dws SO: the, Input: [d]
1 2 3 7 3 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 135 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1316ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 1324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 1326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 1330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 1334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 141 dws SO: the, Input: [d]
1 2 3 7 3 142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 143 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1414ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 1420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 1422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 1426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 1430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 15ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 3 151 dws SO: the, Input: [d]
1 2 3 7 3 152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 153 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1514ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 3 1518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 3 1520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 1522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 1526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 1529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 1530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 3 1533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 16ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 3 161 dws SO: the, Input: [d]
1 2 3 7 3 17ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 3 171 dws SO: the, Input: [d]
1 2 3 7 3 172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 179 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 1710ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 1711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 1712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 1713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 3 1714ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1715ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 3 1716ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 3 1717ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 1718ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1719ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 3 1720ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 3 1721ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 1722ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 3 1723ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 1724ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 3 1725ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 181 dws SO: the, Input: [d]
1 2 3 7 3 182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 3 183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 3 184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 3 185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 3 191 dws SO: the, Input: [d]
1 2 3 7 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 201 dws SO: the, Input: [d]
1 2 3 7 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 3 211 dws SO: the, Input: [d]
1 2 3 7 3 212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 3 213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 3 214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 3 215 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 3 216 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 3 217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 3 218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 3 219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 3 2110ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 2111ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 3 2112ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 3 2113ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 2114ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 3 2115ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 2116ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 3 2117ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 221 dws SO: the, Input: [d]
1 2 3 7 3 222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 3 223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 3 224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 3 225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 3 231 dws SO: the, Input: [d]
1 2 3 7 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 241 dws SO: the, Input: [d]
1 2 3 7 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 3 251 dws SO: the, Input: [d]
1 2 3 7 3 252 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 3 253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 3 254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 3 255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 3 256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 3 257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 3 259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 3 261 dws SO: the, Input: [d]
1 2 3 7 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 3 271 dws SO: the, Input: [d]
1 2 3 7 3 272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 3 273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 3 274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 3 275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 3 281 dws SO: the, Input: [d]
1 2 3 7 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 3 291 dws SO: the, Input: [d]
1 2 3 7 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 4 1 dws SO: the, Input: [d]
1 2 3 7 4 1 1 esm SO: {the,d}, Input: []
1 2 3 7 4 1 2 epm SO: <the,d>, Input: []
1 2 3 7 4 1 3 epm SO: <d,the>, Input: []
1 2 3 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 1 dws SO: the, Input: [d]
1 2 3 7 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 2 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 2 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 2 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 2 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 1 dws SO: the, Input: [d]
1 2 3 7 4 3 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 3 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 3 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 3 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 3 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 3 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 3 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 3 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 3 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 3 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 3 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 3 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 3 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 3 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 3 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 3 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 3 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 3 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 3 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 3 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 3 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 3 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 3 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 3 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 3 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 3 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 3 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 3 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 3 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 1 dws SO: the, Input: [d]
1 2 3 7 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 4 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 4 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 4 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 4 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 1 dws SO: the, Input: [d]
1 2 3 7 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 5 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 5 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 5 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 5 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 5 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 5 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 5 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 5 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 1 dws SO: the, Input: [d]
1 2 3 7 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 6 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 6 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 6 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 6 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 1 dws SO: the, Input: [d]
1 2 3 7 4 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 1 dws SO: the, Input: [d]
1 2 3 7 4 8 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 8 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 8 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 8 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 8 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 8 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 8 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 8 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 8 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 8 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 8 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 8 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 8 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 8 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 8 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 8 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 8 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 8 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 8 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 1 dws SO: the, Input: [d]
1 2 3 7 4 9 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 9 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 9 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 9 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 9 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 9 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 9 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 9 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 9 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 9 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 9 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 9 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 9 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 9 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 9 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 9 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 9 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 101 dws SO: the, Input: [d]
1 2 3 7 4 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1013ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 1020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 1022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 1026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 1030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 111 dws SO: the, Input: [d]
1 2 3 7 4 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1110ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1112ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1114ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1115ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1116ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1122ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 1123ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1124ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1125ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1126ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1127ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 1128ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1129ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 1130ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1131ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1132ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1133ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 1134ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1135ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1136ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1137ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 1138ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1139ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1140ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1141ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 121 dws SO: the, Input: [d]
1 2 3 7 4 122 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 127 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1210ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1211ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1214ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1215ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1216ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1217ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1218ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1219ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 1220ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1221ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 1222ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1223ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1224ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1225ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 1226ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1227ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1228ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1229ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 1230ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1231ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1232ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1233ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 131 dws SO: the, Input: [d]
1 2 3 7 4 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1316ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 1324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 1326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 1330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 1334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 141 dws SO: the, Input: [d]
1 2 3 7 4 142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1414ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 1420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 1422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 1426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 1430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 4 151 dws SO: the, Input: [d]
1 2 3 7 4 152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1514ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 4 1518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 4 1520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 1522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 1526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 1529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 1530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 4 1533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 16ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 161 dws SO: the, Input: [d]
1 2 3 7 4 17ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 4 171 dws SO: the, Input: [d]
1 2 3 7 4 172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 179 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 1710ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 1711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 1712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 1713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 4 1714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 4 1716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 4 1717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 1718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 4 1720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 4 1721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 1722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 4 1723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 1724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 4 1725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 181 dws SO: the, Input: [d]
1 2 3 7 4 182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 4 183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 4 184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 4 185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 4 191 dws SO: the, Input: [d]
1 2 3 7 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 201 dws SO: the, Input: [d]
1 2 3 7 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 4 211 dws SO: the, Input: [d]
1 2 3 7 4 212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 4 213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 4 214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 4 215 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 4 216 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 4 217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 4 218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 4 219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 4 2110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 2111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 4 2112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 4 2113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 2114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 4 2115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 2116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 4 2117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 221 dws SO: the, Input: [d]
1 2 3 7 4 222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 4 223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 4 224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 4 225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 4 231 dws SO: the, Input: [d]
1 2 3 7 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 241 dws SO: the, Input: [d]
1 2 3 7 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 4 251 dws SO: the, Input: [d]
1 2 3 7 4 252 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 4 253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 4 254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 4 255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 4 256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 4 257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 4 259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 4 261 dws SO: the, Input: [d]
1 2 3 7 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 4 271 dws SO: the, Input: [d]
1 2 3 7 4 272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 4 273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 4 274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 4 275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 4 281 dws SO: the, Input: [d]
1 2 3 7 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 4 291 dws SO: the, Input: [d]
1 2 3 7 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 5 1 dws SO: the, Input: [d]
1 2 3 7 5 1 1 esm SO: {the,d}, Input: []
1 2 3 7 5 1 2 epm SO: <the,d>, Input: []
1 2 3 7 5 1 3 epm SO: <d,the>, Input: []
1 2 3 7 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 1 dws SO: the, Input: [d]
1 2 3 7 5 2 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 11ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 12ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 13ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 15ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 16ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 21ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 22ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 23ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 24ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 26ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 27ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 28ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 29ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 30ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 31ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 32ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 33ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 2 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 2 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 2 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 2 54ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2 55ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2 56ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2 57ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 2 58ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2 59ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2 60ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2 61ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2 62ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2 63ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2 64ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2 65ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 1 dws SO: the, Input: [d]
1 2 3 7 5 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 15ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 16ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 17ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 18ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 20ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 21ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 23ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 25ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 26ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 27ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 3 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 3 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 3 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 3 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 3 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 3 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 3 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 3 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 3 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 3 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 3 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 3 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 3 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 3 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 3 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 3 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 3 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 3 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 3 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 3 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 3 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 3 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 3 50ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 3 51ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 3 52ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 3 53ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 1 dws SO: the, Input: [d]
1 2 3 7 5 4 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 14ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 15ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 16ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 17ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 18ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 19ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 20ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 21ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 23ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 24ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 25ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 4 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 4 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 4 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 4 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 4 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 4 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 4 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 4 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 4 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 4 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 4 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 4 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 4 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 4 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 4 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 4 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 4 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 4 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 4 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 4 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 4 46ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 4 47ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 4 48ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 4 49ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 1 dws SO: the, Input: [d]
1 2 3 7 5 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 6 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 8 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 9 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 11ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 12ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 14ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 15ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 16ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 17ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 18ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 19ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 20ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 21ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 22ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 23ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 24ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 25ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 5 26ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 5 27ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 5 28ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 5 29ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 5 30ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 5 31ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 5 32ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 5 33ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 5 34ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 5 35ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 5 36ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 5 37ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 5 38ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 5 39ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 5 40ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 5 41ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 5 42ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 5 43ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 5 44ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 5 45ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 5 46ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 5 47ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 5 48ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 5 49ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 1 dws SO: the, Input: [d]
1 2 3 7 5 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 3 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 5 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 6 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 7 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 9 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 10ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 11ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 13ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 15ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 16ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 18ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 19ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 20ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 22ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 23ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 24ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 25ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 26ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 27ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 28ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 29ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 6 30ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 6 31ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 6 32ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 6 33ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 6 34ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 6 35ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 6 36ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 6 37ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 6 38ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 6 39ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 6 40ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 6 41ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 6 42ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 6 43ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 6 44ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 6 45ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 6 46ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 6 47ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 6 48ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 6 49ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 6 50ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 6 51ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 6 52ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 6 53ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 6 54ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 6 55ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 6 56ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 6 57ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 1 dws SO: the, Input: [d]
1 2 3 7 5 7 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 14ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 15ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 16ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 18ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 19ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 20ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 21ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 23ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 24ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 25ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 7 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 7 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 7 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 7 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 7 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 7 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 7 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 7 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 7 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 7 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 7 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 7 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 7 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 7 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 7 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 7 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 7 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 7 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 7 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 7 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 7 46ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 7 47ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 7 48ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 7 49ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 1 dws SO: the, Input: [d]
1 2 3 7 5 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 15ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 16ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 17ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 18ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 20ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 21ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 23ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 25ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 26ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 27ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 8 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 8 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 8 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 8 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 8 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 8 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 8 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 8 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 8 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 8 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 8 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 8 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 8 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 8 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 8 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 8 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 8 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 8 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 8 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 8 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 8 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 8 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 8 50ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 8 51ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 8 52ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 8 53ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 1 dws SO: the, Input: [d]
1 2 3 7 5 9 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 14ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 15ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 16ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 17ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 18ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 19ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 20ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 21ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 23ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 24ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 25ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 9 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 9 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 9 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 9 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 9 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 9 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 9 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 9 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 9 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 9 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 9 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 9 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 9 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 9 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 9 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 9 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 9 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 9 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 9 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 9 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 9 46ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 9 47ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 9 48ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 9 49ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 101 dws SO: the, Input: [d]
1 2 3 7 5 102 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 103 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 104 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 106 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 107 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 108 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 109 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1011ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1012ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1013ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1014ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1015ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1016ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1017ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1018ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1019ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1020ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1021ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1022ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1023ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1024ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1025ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1026ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1027ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 1028ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1029ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1030ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1031ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1032ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1033ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1034ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1035ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1036ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1037ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 1038ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1039ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1040ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1041ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1042ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1043ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1044ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1045ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1046ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1047ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1048ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1049ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 11ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 111 dws SO: the, Input: [d]
1 2 3 7 5 112 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 113 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 114 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 115 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 116 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 117 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 118 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 119 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1110ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1111ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1112ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1113ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1114ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1115ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1116ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1117ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1118ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1119ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1120ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1121ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1122ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1123ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1124ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1125ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1126ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1127ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1128ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1129ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1130ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1131ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1132ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1133ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1134ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1135ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1136ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1137ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1138ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 1139ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1140ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1141ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1142ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1143ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1144ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1145ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1146ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1147ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1148ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1149ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1150ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1151ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 1152ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1153ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1154ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1155ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1156ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1157ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1158ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1159ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1160ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1161ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 1162ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1163ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1164ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1165ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1166ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1167ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1168ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1169ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1170ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1171ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1172ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1173ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 121 dws SO: the, Input: [d]
1 2 3 7 5 122 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 123 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 124 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 125 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 126 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 127 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 128 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 129 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1210ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1211ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1212ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1213ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1214ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1215ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1216ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1217ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1218ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1219ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1220ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1221ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1222ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1223ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1224ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1225ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1226ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1227ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1228ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1229ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1230ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1231ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 1232ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1233ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1234ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1235ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1236ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1237ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1238ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1239ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1240ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1241ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 1242ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1243ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1244ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1245ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1246ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1247ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1248ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1249ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1250ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1251ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1252ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1253ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 131 dws SO: the, Input: [d]
1 2 3 7 5 132 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 133 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 134 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 135 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 136 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 137 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 138 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 139 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1310ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1311ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1312ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1313ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1314ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1315ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1316ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1317ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1318ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1319ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1320ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1321ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1322ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1323ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1324ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1325ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1326ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1327ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 1328ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1329ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1330ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1331ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1332ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1333ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1334ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1335ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1336ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1337ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 1338ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1339ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1340ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1341ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1342ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1343ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1344ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1345ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1346ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1347ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1348ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1349ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 141 dws SO: the, Input: [d]
1 2 3 7 5 142 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 143 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 144 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 145 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 146 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 147 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 148 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 149 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1410ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1411ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1412ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1413ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1414ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1415ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1416ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1417ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1418ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1419ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1420ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1421ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1422ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1423ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1424ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1425ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1426ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1427ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 1428ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1429ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1430ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1431ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1432ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1433ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1434ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1435ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1436ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1437ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 1438ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1439ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1440ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1441ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1442ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1443ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1444ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1445ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1446ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1447ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1448ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1449ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 151 dws SO: the, Input: [d]
1 2 3 7 5 152 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 153 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 154 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 155 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 156 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 157 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 158 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 159 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1510ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1511ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1512ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1513ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1514ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1515ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1516ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1517ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1518ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1519ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1520ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1521ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1522ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1523ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1524ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1525ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1526ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1527ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1528ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1529ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1530ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1531ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1532ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1533ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1534ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1535ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1536ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1537ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1538ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1539ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1540ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1541ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1542ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1543ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 1544ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1545ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1546ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1547ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1548ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1549ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1550ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1551ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1552ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1553ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 1554ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1555ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1556ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1557ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1558ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1559ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1560ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1561ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1562ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1563ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1564ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1565ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 161 dws SO: the, Input: [d]
1 2 3 7 5 162 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 163 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 164 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 165 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 166 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 167 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 168 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 169 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1610ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1611ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1612ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1613ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1614ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1615ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1616ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1617ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1618ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1619ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1620ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1621ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1622ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1623ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1624ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1625ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1626ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1627ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1628ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1629ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1630ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1631ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 1632ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1633ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1634ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1635ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1636ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1637ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1638ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1639ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1640ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1641ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 1642ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1643ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1644ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1645ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1646ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1647ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1648ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1649ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1650ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1651ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1652ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1653ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 171 dws SO: the, Input: [d]
1 2 3 7 5 172 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 173 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 174 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 175 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 176 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 177 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 178 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 179 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1710ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1711ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1712ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1713ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1714ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1715ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1716ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1717ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1718ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1719ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1720ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1721ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1722ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1723ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1724ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1725ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1726ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1727ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 1728ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1729ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1730ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1731ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1732ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1733ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1734ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1735ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1736ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1737ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 1738ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1739ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1740ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1741ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1742ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1743ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1744ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1745ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1746ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1747ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1748ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1749ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 181 dws SO: the, Input: [d]
1 2 3 7 5 182 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 183 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 184 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 185 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 186 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 187 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 188 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 189 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1810ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1811ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1812ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1813ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1814ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1815ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1816ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1817ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1818ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1819ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1820ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1821ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1822ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1823ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1824ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1825ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1826ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1827ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 1828ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1829ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1830ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1831ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1832ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1833ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1834ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1835ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1836ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1837ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 1838ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1839ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1840ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1841ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1842ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1843ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1844ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1845ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1846ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1847ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1848ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1849ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 191 dws SO: the, Input: [d]
1 2 3 7 5 192 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 193 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 194 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 195 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 196 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 197 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 198 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 199 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1910ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1911ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1912ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1913ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1914ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1915ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1916ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1917ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1918ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1919ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1920ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1921ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1922ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1923ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1924ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1925ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1926ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1927ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1928ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1929ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 1930ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1931ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1932ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1933ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1934ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1935ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 1936ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1937ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1938ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1939ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1940ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1941ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1942ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1943ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1944ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1945ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 1946ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1947ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1948ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1949ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 1950ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1951ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1952ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 1953ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 1954ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1955ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 1956ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 1957ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 201 dws SO: the, Input: [d]
1 2 3 7 5 202 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 203 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 204 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 205 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 206 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 207 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 208 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 209 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2010ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2011ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2012ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2013ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2014ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2015ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2016ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2017ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2018ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2019ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2020ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2021ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2022ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2023ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2024ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2025ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2026ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2027ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 2028ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 2029ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2030ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2031ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2032ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2033ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2034ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2035ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2036ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2037ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 2038ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2039ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2040ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2041ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 2042ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2043ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2044ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2045ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2046ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2047ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2048ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2049ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 211 dws SO: the, Input: [d]
1 2 3 7 5 212 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 213 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 214 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 215 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 216 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 217 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 218 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 219 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2110ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2111ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2112ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2113ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2114ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2115ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2116ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2117ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2118ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2119ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2120ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2121ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2122ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2123ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2124ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2125ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2126ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2127ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2128ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2129ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2130ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2131ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 2132ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 2133ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2134ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2135ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2136ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2137ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2138ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2139ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2140ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2141ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 2142ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2143ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2144ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2145ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 2146ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2147ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2148ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2149ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2150ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2151ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2152ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2153ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 221 dws SO: the, Input: [d]
1 2 3 7 5 222 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 223 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 224 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 225 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 226 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 227 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 228 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 229 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2210ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2211ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2212ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2213ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2214ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2215ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2216ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2217ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2218ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2219ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2220ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2221ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2222ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2223ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2224ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2225ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2226ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2227ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 2228ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 2229ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2230ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2231ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2232ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2233ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2234ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2235ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2236ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2237ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 2238ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2239ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2240ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2241ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 2242ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2243ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2244ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2245ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2246ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2247ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2248ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2249ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 5 231 dws SO: the, Input: [d]
1 2 3 7 5 232 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 233 ism SO: {{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 234 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 235 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 236 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 237 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 238 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 239 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2310ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2311ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2312ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2313ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2314ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2315ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2316ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2317ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2318ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2319ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2320ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2321ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2322ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2323ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2324ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2325ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 5 2326ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2327ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 5 2328ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 2329ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2330ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2331ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2332ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2333ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2334ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2335ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2336ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2337ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 2338ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2339ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2340ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2341ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 2342ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2343ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2344ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 2345ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2346ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2347ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2348ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 5 2349ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 241 dws SO: the, Input: [d]
1 2 3 7 5 242 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 243 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 244 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 245 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 246 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 247 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 248 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 249 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 2410ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2411ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 5 2412ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 5 2413ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 2414ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 5 2415ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 2416ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 5 2417ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 251 dws SO: the, Input: [d]
1 2 3 7 5 252 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 5 253 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 5 254 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 5 255 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 5 261 dws SO: the, Input: [d]
1 2 3 7 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 271 dws SO: the, Input: [d]
1 2 3 7 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 281 dws SO: the, Input: [d]
1 2 3 7 5 282 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 5 283 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 5 284 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 5 285 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 5 286 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 5 287 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 288 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 5 289 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 5 291 dws SO: the, Input: [d]
1 2 3 7 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 301 dws SO: the, Input: [d]
1 2 3 7 5 302 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 5 303 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 5 304 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 5 305 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 5 311 dws SO: the, Input: [d]
1 2 3 7 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 321 dws SO: the, Input: [d]
1 2 3 7 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 5 331 dws SO: the, Input: [d]
1 2 3 7 5 332 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 333 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 334 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 335 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 336 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 337 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 338 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 339 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 3310ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 3311ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 3312ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 3313ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 5 3314ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 3315ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 5 3316ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 5 3317ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 3318ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 3319ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 5 3320ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 5 3321ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 3322ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 5 3323ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 3324ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 5 3325ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 341 dws SO: the, Input: [d]
1 2 3 7 5 342 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 5 343 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 5 344 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 5 345 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 5 351 dws SO: the, Input: [d]
1 2 3 7 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 361 dws SO: the, Input: [d]
1 2 3 7 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 5 371 dws SO: the, Input: [d]
1 2 3 7 5 372 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 373 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 374 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 375 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 376 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 377 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 378 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 379 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 5 3710ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 3711ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 5 3712ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 5 3713ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 3714ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 5 3715ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 3716ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 5 3717ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 381 dws SO: the, Input: [d]
1 2 3 7 5 382 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 5 383 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 5 384 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 5 385 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 5 391 dws SO: the, Input: [d]
1 2 3 7 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 401 dws SO: the, Input: [d]
1 2 3 7 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 5 411 dws SO: the, Input: [d]
1 2 3 7 5 412 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 5 413 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 5 414 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 5 415 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 5 416 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 5 417 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 418 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 5 419 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 5 421 dws SO: the, Input: [d]
1 2 3 7 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 5 431 dws SO: the, Input: [d]
1 2 3 7 5 432 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 5 433 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 5 434 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 5 435 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 5 441 dws SO: the, Input: [d]
1 2 3 7 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 5 451 dws SO: the, Input: [d]
1 2 3 7 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 6 1 dws SO: the, Input: [d]
1 2 3 7 6 1 1 esm SO: {the,d}, Input: []
1 2 3 7 6 1 2 epm SO: <the,d>, Input: []
1 2 3 7 6 1 3 epm SO: <d,the>, Input: []
1 2 3 7 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 1 dws SO: the, Input: [d]
1 2 3 7 6 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 1 dws SO: the, Input: [d]
1 2 3 7 6 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 3 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 3 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 3 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 3 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 1 dws SO: the, Input: [d]
1 2 3 7 6 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 4 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 4 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 4 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 4 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 1 dws SO: the, Input: [d]
1 2 3 7 6 5 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 17ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 19ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 21ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 25ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 27ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 30ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 5 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 5 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 5 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 5 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 5 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 5 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 5 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 5 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 5 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 5 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 5 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 5 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 5 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 5 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 5 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 5 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 5 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 5 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 5 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 5 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 5 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 5 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 5 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 5 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 5 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 5 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 5 58ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 5 59ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 5 60ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 5 61ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 1 dws SO: the, Input: [d]
1 2 3 7 6 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 6 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 6 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 6 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 6 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 1 dws SO: the, Input: [d]
1 2 3 7 6 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 7 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 7 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 7 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 7 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 1 dws SO: the, Input: [d]
1 2 3 7 6 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 8 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 8 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 8 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 8 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 1 dws SO: the, Input: [d]
1 2 3 7 6 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 15ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 101 dws SO: the, Input: [d]
1 2 3 7 6 102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 109 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1017ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1018ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 1026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 1030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 1034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 1038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 111 dws SO: the, Input: [d]
1 2 3 7 6 112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 117 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1115ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1116ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 1122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 1126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 1130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 1134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 121 dws SO: the, Input: [d]
1 2 3 7 6 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 127 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1215ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 1234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 131 dws SO: the, Input: [d]
1 2 3 7 6 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1311ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1314ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1316ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1317ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1318ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 1325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 1330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 1334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 1338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 1342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 141 dws SO: the, Input: [d]
1 2 3 7 6 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 147 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1412ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1413ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1417ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1418ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1419ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 1434ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1435ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1436ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1437ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 151 dws SO: the, Input: [d]
1 2 3 7 6 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 159 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1518ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 1526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 1530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 1534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 1538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 161 dws SO: the, Input: [d]
1 2 3 7 6 162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 167 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1616ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 1622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 1626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 1630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 1634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 17ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 6 171 dws SO: the, Input: [d]
1 2 3 7 6 172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 177 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1716ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 6 1720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 6 1722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 1726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 1730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 1733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 1734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 1736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 6 1737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 18ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 181 dws SO: the, Input: [d]
1 2 3 7 6 182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 6 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 6 184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 6 185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 6 19ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 6 191 dws SO: the, Input: [d]
1 2 3 7 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 201 dws SO: the, Input: [d]
1 2 3 7 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 6 211 dws SO: the, Input: [d]
1 2 3 7 6 212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 215 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 2110ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 2111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 2112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 2113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 6 2114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 2115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 6 2116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 6 2117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 2118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 2119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 6 2120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 6 2121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 2122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 6 2123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 2124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 6 2125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 221 dws SO: the, Input: [d]
1 2 3 7 6 222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 6 223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 6 224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 6 225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 6 231 dws SO: the, Input: [d]
1 2 3 7 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 241 dws SO: the, Input: [d]
1 2 3 7 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 6 251 dws SO: the, Input: [d]
1 2 3 7 6 252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 6 253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 6 254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 6 255 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 6 256 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 6 257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 6 258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 6 259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 6 2510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 2511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 6 2512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 6 2513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 2514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 6 2515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 2516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 6 2517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 261 dws SO: the, Input: [d]
1 2 3 7 6 262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 6 263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 6 264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 6 265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 6 271 dws SO: the, Input: [d]
1 2 3 7 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 281 dws SO: the, Input: [d]
1 2 3 7 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 6 291 dws SO: the, Input: [d]
1 2 3 7 6 292 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 6 293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 6 294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 6 295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 6 296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 6 297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 6 299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 6 301 dws SO: the, Input: [d]
1 2 3 7 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 6 311 dws SO: the, Input: [d]
1 2 3 7 6 312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 6 313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 6 314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 6 315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 6 321 dws SO: the, Input: [d]
1 2 3 7 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 6 331 dws SO: the, Input: [d]
1 2 3 7 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 7 1 dws SO: the, Input: [d]
1 2 3 7 7 1 1 esm SO: {the,d}, Input: []
1 2 3 7 7 1 2 epm SO: <the,d>, Input: []
1 2 3 7 7 1 3 epm SO: <d,the>, Input: []
1 2 3 7 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 1 dws SO: the, Input: [d]
1 2 3 7 7 2 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 2 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 2 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 2 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 2 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 2 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 2 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 2 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 2 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 2 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 2 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 2 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 2 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 2 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 2 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 2 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 2 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 1 dws SO: the, Input: [d]
1 2 3 7 7 3 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 15ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 16ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 3 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 3 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 3 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 3 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 3 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 3 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 3 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 3 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 3 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 3 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 3 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 3 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 3 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 3 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 3 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 3 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 3 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 3 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 3 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 3 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 3 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 3 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 3 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 3 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 3 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 3 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 3 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 3 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 1 dws SO: the, Input: [d]
1 2 3 7 7 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 4 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 4 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 4 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 4 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 1 dws SO: the, Input: [d]
1 2 3 7 7 5 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 5 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 5 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 5 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 5 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 5 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 5 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 5 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 5 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 5 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 5 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 5 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 5 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 5 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 5 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 5 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 5 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 1 dws SO: the, Input: [d]
1 2 3 7 7 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 14ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 6 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 6 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 6 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 6 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 6 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 6 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 6 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 6 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 6 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 6 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 6 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 6 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 6 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 6 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 6 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 6 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 1 dws SO: the, Input: [d]
1 2 3 7 7 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 11ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 1 dws SO: the, Input: [d]
1 2 3 7 7 8 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 8 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 8 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 8 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 8 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 8 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 8 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 8 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 8 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 8 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 8 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 8 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 8 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 8 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 8 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 8 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 8 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 8 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 8 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 1 dws SO: the, Input: [d]
1 2 3 7 7 9 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 9 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 9 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 9 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 9 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 9 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 9 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 9 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 9 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 9 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 9 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 9 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 9 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 9 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 9 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 9 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 9 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 101 dws SO: the, Input: [d]
1 2 3 7 7 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 103 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1014ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 1020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 1022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 1026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 1030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 111 dws SO: the, Input: [d]
1 2 3 7 7 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 117 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1110ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1112ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1114ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1115ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1122ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 1123ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1124ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1125ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1126ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1127ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 1128ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1129ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 1130ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1131ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1132ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1133ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 1134ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1135ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1136ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1137ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 1138ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1139ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1140ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1141ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 121 dws SO: the, Input: [d]
1 2 3 7 7 122 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 123 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 124 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 127 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 128 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1210ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1211ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1212ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1214ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1215ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1216ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1217ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1218ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1219ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 1220ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1221ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 1222ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1223ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1224ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1225ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 1226ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1227ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1228ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1229ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 1230ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1231ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1232ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1233ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 13ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 131 dws SO: the, Input: [d]
1 2 3 7 7 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 135 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1316ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 1324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 1326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 1330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 1334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 141 dws SO: the, Input: [d]
1 2 3 7 7 142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 143 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1414ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 1420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 1422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 1426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 1430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 15ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 7 151 dws SO: the, Input: [d]
1 2 3 7 7 152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 153 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1514ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 7 1518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 7 1520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 1522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 1526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 1529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 1530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 7 1533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 16ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 7 161 dws SO: the, Input: [d]
1 2 3 7 7 17ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 7 171 dws SO: the, Input: [d]
1 2 3 7 7 172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 179 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 1710ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 1711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 1712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 1713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 7 1714ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1715ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 7 1716ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 7 1717ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 1718ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1719ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 7 1720ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 7 1721ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 1722ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 7 1723ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 1724ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 7 1725ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 181 dws SO: the, Input: [d]
1 2 3 7 7 182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 7 183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 7 184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 7 185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 7 191 dws SO: the, Input: [d]
1 2 3 7 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 201 dws SO: the, Input: [d]
1 2 3 7 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 7 211 dws SO: the, Input: [d]
1 2 3 7 7 212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 7 213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 7 214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 7 215 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 7 216 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 7 217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 7 218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 7 219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 7 2110ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 2111ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 7 2112ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 7 2113ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 2114ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 7 2115ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 2116ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 7 2117ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 221 dws SO: the, Input: [d]
1 2 3 7 7 222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 7 223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 7 224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 7 225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 7 231 dws SO: the, Input: [d]
1 2 3 7 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 241 dws SO: the, Input: [d]
1 2 3 7 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 7 251 dws SO: the, Input: [d]
1 2 3 7 7 252 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 7 253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 7 254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 7 255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 7 256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 7 257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 7 259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 7 261 dws SO: the, Input: [d]
1 2 3 7 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 7 271 dws SO: the, Input: [d]
1 2 3 7 7 272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 7 273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 7 274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 7 275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 7 281 dws SO: the, Input: [d]
1 2 3 7 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 7 291 dws SO: the, Input: [d]
1 2 3 7 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 8 1 dws SO: the, Input: [d]
1 2 3 7 8 1 1 esm SO: {the,d}, Input: []
1 2 3 7 8 1 2 epm SO: <the,d>, Input: []
1 2 3 7 8 1 3 epm SO: <d,the>, Input: []
1 2 3 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 1 dws SO: the, Input: [d]
1 2 3 7 8 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 2 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 2 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 2 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 2 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 1 dws SO: the, Input: [d]
1 2 3 7 8 3 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 3 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 3 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 3 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 3 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 3 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 3 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 3 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 3 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 3 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 3 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 3 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 3 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 3 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 3 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 3 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 3 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 3 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 3 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 3 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 3 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 3 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 3 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 3 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 3 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 3 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 3 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 3 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 3 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 1 dws SO: the, Input: [d]
1 2 3 7 8 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 4 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 4 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 4 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 4 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 1 dws SO: the, Input: [d]
1 2 3 7 8 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 5 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 5 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 5 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 5 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 5 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 5 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 5 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 5 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 5 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 5 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 5 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 5 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 5 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 5 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 5 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 5 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 1 dws SO: the, Input: [d]
1 2 3 7 8 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 6 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 6 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 6 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 6 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 1 dws SO: the, Input: [d]
1 2 3 7 8 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 1 dws SO: the, Input: [d]
1 2 3 7 8 8 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 8 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 8 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 8 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 8 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 8 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 8 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 8 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 8 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 8 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 8 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 8 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 8 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 8 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 8 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 8 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 8 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 8 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 8 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 1 dws SO: the, Input: [d]
1 2 3 7 8 9 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 9 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 9 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 9 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 9 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 9 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 9 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 9 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 9 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 9 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 9 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 9 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 9 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 9 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 9 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 9 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 9 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 101 dws SO: the, Input: [d]
1 2 3 7 8 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1013ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 1020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 1022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 1026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 1030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 111 dws SO: the, Input: [d]
1 2 3 7 8 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1110ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1112ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1114ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1115ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1116ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1122ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 1123ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1124ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1125ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1126ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1127ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 1128ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1129ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 1130ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1131ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1132ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1133ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 1134ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1135ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1136ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1137ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 1138ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1139ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1140ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1141ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 121 dws SO: the, Input: [d]
1 2 3 7 8 122 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 127 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1210ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1211ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1214ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1215ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1216ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1217ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1218ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1219ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 1220ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1221ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 1222ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1223ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1224ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1225ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 1226ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1227ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1228ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1229ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 1230ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1231ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1232ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1233ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 131 dws SO: the, Input: [d]
1 2 3 7 8 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1316ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 1324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 1326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 1330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 1334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 141 dws SO: the, Input: [d]
1 2 3 7 8 142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1414ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 1420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 1422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 1426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 1430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 8 151 dws SO: the, Input: [d]
1 2 3 7 8 152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1514ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 8 1518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 8 1520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 1522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 1526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 1529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 1530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 8 1533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 16ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 161 dws SO: the, Input: [d]
1 2 3 7 8 17ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 8 171 dws SO: the, Input: [d]
1 2 3 7 8 172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 179 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 1710ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 1711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 1712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 1713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 8 1714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 8 1716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 8 1717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 1718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 8 1720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 8 1721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 1722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 8 1723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 1724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 8 1725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 181 dws SO: the, Input: [d]
1 2 3 7 8 182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 8 183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 8 184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 8 185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 8 191 dws SO: the, Input: [d]
1 2 3 7 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 201 dws SO: the, Input: [d]
1 2 3 7 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 8 211 dws SO: the, Input: [d]
1 2 3 7 8 212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 8 213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 8 214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 8 215 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 8 216 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 8 217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 8 218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 8 219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 8 2110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 2111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 8 2112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 8 2113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 2114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 8 2115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 2116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 8 2117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 221 dws SO: the, Input: [d]
1 2 3 7 8 222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 8 223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 8 224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 8 225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 8 231 dws SO: the, Input: [d]
1 2 3 7 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 241 dws SO: the, Input: [d]
1 2 3 7 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 8 251 dws SO: the, Input: [d]
1 2 3 7 8 252 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 8 253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 8 254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 8 255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 8 256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 8 257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 8 259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 8 261 dws SO: the, Input: [d]
1 2 3 7 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 8 271 dws SO: the, Input: [d]
1 2 3 7 8 272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 8 273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 8 274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 8 275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 8 281 dws SO: the, Input: [d]
1 2 3 7 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 8 291 dws SO: the, Input: [d]
1 2 3 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 9 1 dws SO: the, Input: [d]
1 2 3 7 9 1 1 esm SO: {the,d}, Input: []
1 2 3 7 9 1 2 epm SO: <the,d>, Input: []
1 2 3 7 9 1 3 epm SO: <d,the>, Input: []
1 2 3 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 1 dws SO: the, Input: [d]
1 2 3 7 9 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 18ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 19ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 20ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 2 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 2 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 2 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 2 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 1 dws SO: the, Input: [d]
1 2 3 7 9 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 14ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 15ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 20ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 3 38ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 3 39ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 3 40ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 3 41ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 1 dws SO: the, Input: [d]
1 2 3 7 9 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 11ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 16ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 17ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 18ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 23ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 4 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 4 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 4 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 4 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 1 dws SO: the, Input: [d]
1 2 3 7 9 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 14ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 15ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 20ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 5 38ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 5 39ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 5 40ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 5 41ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 1 dws SO: the, Input: [d]
1 2 3 7 9 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 10ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 13ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 14ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 15ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 16ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 17ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 19ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 20ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 21ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 6 38ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 6 39ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 6 40ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 6 41ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 1 dws SO: the, Input: [d]
1 2 3 7 9 7 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 15ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 16ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 17ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 21ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 25ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 26ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 27ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 28ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 29ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 30ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 31ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 32ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 33ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 7 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 7 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 7 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 7 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 7 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 7 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 7 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 7 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 7 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 7 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 7 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 7 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 7 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 7 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 7 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 7 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 7 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 7 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 7 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 7 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 7 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 7 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 7 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 7 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 7 58ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 7 59ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 7 60ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 7 61ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 7 62ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 7 63ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 7 64ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 7 65ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 1 dws SO: the, Input: [d]
1 2 3 7 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 11ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 16ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 17ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 18ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 23ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 8 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 8 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 8 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 8 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 8 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 8 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 8 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 8 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 8 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 8 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 8 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 8 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 8 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 8 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 8 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 8 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 8 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 8 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 8 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 8 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 8 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 8 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 1 dws SO: the, Input: [d]
1 2 3 7 9 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 13ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 14ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 15ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 20ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 9 38ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 9 39ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 9 40ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 9 41ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 101 dws SO: the, Input: [d]
1 2 3 7 9 102 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 103 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 104 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 105 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 106 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 107 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 108 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 109 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1010ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1011ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1012ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1014ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1015ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1016ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1017ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1018ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1019ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1020ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1021ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1022ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1023ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 1024ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1025ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1026ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1027ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1028ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1029ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 1030ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1031ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1032ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1033ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 1034ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1035ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1036ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1037ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1038ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1039ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1040ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1041ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 111 dws SO: the, Input: [d]
1 2 3 7 9 112 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 113 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 114 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 115 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 116 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 117 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 118 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 119 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1110ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1111ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1112ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1113ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1114ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1115ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1116ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1117ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1118ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1119ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1120ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1121ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1122ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1123ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1124ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1125ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1126ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1127ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1128ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1129ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1130ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 1131ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1132ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1133ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1134ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1135ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1136ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1137ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1138ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1139ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 1140ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1141ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1142ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1143ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1144ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1145ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 1146ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1147ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1148ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1149ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 1150ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1151ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1152ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1153ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1154ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1155ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1156ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1157ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 121 dws SO: the, Input: [d]
1 2 3 7 9 122 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 123 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 124 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 125 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 126 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 127 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 128 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 129 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1210ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1211ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1212ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1213ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1214ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1215ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1216ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1217ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1218ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1219ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1220ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1221ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1222ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1223ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1224ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1225ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1226ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1227ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 1228ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1229ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1230ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1231ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1232ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1233ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 1234ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1235ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1236ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1237ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 1238ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1239ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1240ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1241ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1242ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1243ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1244ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1245ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 13ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 131 dws SO: the, Input: [d]
1 2 3 7 9 132 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 133 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 134 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 135 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 136 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 137 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 138 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 139 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1310ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1311ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1312ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1313ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1314ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1315ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1316ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1317ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1318ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1319ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1320ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1321ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1322ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1323ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 1324ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1325ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1326ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1327ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1328ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1329ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 1330ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1331ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1332ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1333ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 1334ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1335ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1336ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1337ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1338ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1339ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1340ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1341ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 14ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 141 dws SO: the, Input: [d]
1 2 3 7 9 142 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 143 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 144 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 145 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 146 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 147 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 148 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 149 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1410ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1411ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1412ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1413ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1414ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1415ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1416ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1417ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1418ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1419ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1420ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1421ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1422ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1423ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 1424ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1425ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1426ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1427ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1428ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1429ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 1430ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1431ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1432ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1433ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 1434ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1435ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1436ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1437ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1438ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1439ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1440ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1441ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 151 dws SO: the, Input: [d]
1 2 3 7 9 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 153 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 155 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 156 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 157 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 158 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 159 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1510ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1511ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1512ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1513ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1514ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1515ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1516ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1517ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1518ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1519ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1520ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1522ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1524ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1525ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1526ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1527ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1528ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1529ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1530ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1531ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 1532ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1533ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1534ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1535ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1536ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1537ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 1538ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1539ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1540ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1541ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 1542ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1543ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1544ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1545ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1546ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1547ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1548ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1549ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 161 dws SO: the, Input: [d]
1 2 3 7 9 162 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 163 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 165 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 167 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 168 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 169 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1610ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1611ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1612ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1613ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1614ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1615ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1616ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1617ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1618ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1619ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1620ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1621ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1622ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1623ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 1624ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1625ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1626ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1627ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1628ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1629ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 1630ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1631ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1632ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1633ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 1634ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1635ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1636ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1637ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1638ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1639ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1640ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1641ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 171 dws SO: the, Input: [d]
1 2 3 7 9 172 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 173 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 174 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 175 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 176 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 177 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 178 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 179 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1710ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1711ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1712ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1713ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1714ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1715ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1716ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1717ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1718ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1720ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1721ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1722ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1723ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1724ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1725ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1726ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1727ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 1728ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1729ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1730ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1731ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1732ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1733ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 1734ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1735ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1736ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1737ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 1738ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1739ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1740ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1741ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1742ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1743ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1744ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1745ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 181 dws SO: the, Input: [d]
1 2 3 7 9 182 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 183 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 184 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 185 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 186 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 187 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 188 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 189 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1810ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1811ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1812ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1813ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1814ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1815ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1816ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1817ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1818ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1819ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1820ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1821ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1822ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1823ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 1824ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1825ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1826ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1827ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1828ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1829ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 1830ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1831ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1832ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1833ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 1834ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1835ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1836ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1837ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1838ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1839ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1840ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1841ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 9 191 dws SO: the, Input: [d]
1 2 3 7 9 192 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 193 ism SO: {{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 194 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 195 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 196 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 197 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 198 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 199 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1910ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1911ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1912ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1913ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1914ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1915ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1916ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1917ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1918ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1919ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1920ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1921ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 9 1922ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1923ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 9 1924ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1925ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1926ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1927ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1928ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1929ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 1930ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1931ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1932ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1933ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 1934ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1935ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1936ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 1937ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 1938ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1939ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 1940ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 9 1941ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 201 dws SO: the, Input: [d]
1 2 3 7 9 202 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 9 203 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 9 204 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 9 205 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 9 206 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 9 207 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 208 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 9 209 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 9 211 dws SO: the, Input: [d]
1 2 3 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 221 dws SO: the, Input: [d]
1 2 3 7 9 222 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 9 223 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 9 224 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 9 225 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 9 231 dws SO: the, Input: [d]
1 2 3 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 241 dws SO: the, Input: [d]
1 2 3 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 9 251 dws SO: the, Input: [d]
1 2 3 7 9 252 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 253 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 254 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 255 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 256 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 257 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 258 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 259 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 2510ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 2511ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 2512ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 2513ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 9 2514ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 2515ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 9 2516ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 9 2517ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 2518ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 2519ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 9 2520ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 9 2521ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 2522ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 9 2523ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 2524ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 9 2525ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 261 dws SO: the, Input: [d]
1 2 3 7 9 262 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 9 263 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 9 264 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 9 265 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 9 271 dws SO: the, Input: [d]
1 2 3 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 281 dws SO: the, Input: [d]
1 2 3 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 9 291 dws SO: the, Input: [d]
1 2 3 7 9 292 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 9 293 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 9 294 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 9 295 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 9 296 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 9 297 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 9 298 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 9 299 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 9 2910ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 2911ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 9 2912ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 9 2913ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 2914ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 9 2915ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 2916ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 9 2917ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 301 dws SO: the, Input: [d]
1 2 3 7 9 302 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 9 303 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 9 304 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 9 305 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 9 311 dws SO: the, Input: [d]
1 2 3 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 321 dws SO: the, Input: [d]
1 2 3 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 9 331 dws SO: the, Input: [d]
1 2 3 7 9 332 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 9 333 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 9 334 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 9 335 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 9 336 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 9 337 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 338 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 9 339 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 9 341 dws SO: the, Input: [d]
1 2 3 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 9 351 dws SO: the, Input: [d]
1 2 3 7 9 352 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 9 353 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 9 354 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 9 355 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 9 361 dws SO: the, Input: [d]
1 2 3 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 9 371 dws SO: the, Input: [d]
1 2 3 7 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 101 dws SO: the, Input: [d]
1 2 3 7 101 1 esm SO: {the,d}, Input: []
1 2 3 7 101 2 epm SO: <the,d>, Input: []
1 2 3 7 101 3 epm SO: <d,the>, Input: []
1 2 3 7 102 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 102 1 dws SO: the, Input: [d]
1 2 3 7 102 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 102 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 102 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 102 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 102 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 102 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 102 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 102 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 102 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 102 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 102 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 102 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 102 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 102 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 102 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 102 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 102 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 103 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 103 1 dws SO: the, Input: [d]
1 2 3 7 103 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 15ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 16ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 103 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 103 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 103 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 103 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 103 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 103 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 103 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 103 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 103 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 103 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 103 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 103 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 103 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 103 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 103 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 103 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 103 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 103 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 103 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 103 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 103 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 103 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 103 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 103 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 103 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 103 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 103 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 103 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 104 1 dws SO: the, Input: [d]
1 2 3 7 104 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 104 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 104 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 104 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 104 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 104 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 104 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 104 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 104 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 104 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 104 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 104 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 104 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 104 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 104 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 104 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 104 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 104 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 104 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 105 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 105 1 dws SO: the, Input: [d]
1 2 3 7 105 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 105 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 105 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 105 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 105 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 105 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 105 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 105 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 105 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 105 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 105 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 105 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 105 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 105 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 105 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 105 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 105 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 106 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 106 1 dws SO: the, Input: [d]
1 2 3 7 106 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 14ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 106 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 106 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 106 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 106 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 106 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 106 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 106 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 106 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 106 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 106 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 106 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 106 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 106 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 106 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 106 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 106 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 107 1 dws SO: the, Input: [d]
1 2 3 7 107 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 11ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 107 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 107 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 107 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 107 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 107 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 107 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 107 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 107 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 107 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 107 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 107 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 107 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 107 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 107 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 107 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 107 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 107 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 107 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 107 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 107 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 107 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 107 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 107 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 107 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 108 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 108 1 dws SO: the, Input: [d]
1 2 3 7 108 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 108 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 108 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 108 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 108 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 108 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 108 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 108 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 108 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 108 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 108 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 108 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 108 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 108 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 108 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 108 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 108 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 108 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 108 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 109 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 109 1 dws SO: the, Input: [d]
1 2 3 7 109 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 109 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 109 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 109 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 109 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 109 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 109 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 109 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 109 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 109 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 109 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 109 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 109 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 109 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 109 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 109 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 109 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1010ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 10101 dws SO: the, Input: [d]
1 2 3 7 10102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10103 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101014ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 101020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 101022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 101026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 101030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 10111 dws SO: the, Input: [d]
1 2 3 7 10112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10113 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10115 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10117 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10118 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101110ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101111ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101112ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101114ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101115ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101118ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101120ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101122ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 101123ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101124ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101125ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101126ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101127ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 101128ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101129ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 101130ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101131ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101132ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101133ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 101134ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101135ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101136ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101137ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 101138ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101139ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101140ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101141ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1012ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 10121 dws SO: the, Input: [d]
1 2 3 7 10122 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10123 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10124 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10127 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10128 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101210ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101211ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101212ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101213ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101214ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101215ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101216ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101217ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101218ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101219ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 101220ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101221ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 101222ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101223ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101224ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101225ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 101226ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101227ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101228ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101229ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 101230ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101231ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101232ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101233ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 10131 dws SO: the, Input: [d]
1 2 3 7 10132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10135 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101316ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 101324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 101326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 101330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 101334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1014ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 10141 dws SO: the, Input: [d]
1 2 3 7 10142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10143 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101413ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101414ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 101420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 101422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 101426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 101430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1015ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 10151 dws SO: the, Input: [d]
1 2 3 7 10152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10153 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 10159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101514ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 101518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 101520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 101522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 101526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 101529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 101530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 101532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 101533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1016ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 10161 dws SO: the, Input: [d]
1 2 3 7 1017ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 10171 dws SO: the, Input: [d]
1 2 3 7 10172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 10173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 10174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 10175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 10176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 10177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 10178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 10179 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 101710ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 101711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 101712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 101713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 101714ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 101715ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 101716ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 101717ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 101718ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 101719ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 101720ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 101721ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 101722ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 101723ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 101724ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 101725ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 1018ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 10181 dws SO: the, Input: [d]
1 2 3 7 10182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 10183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 10184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 10185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1019ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 10191 dws SO: the, Input: [d]
1 2 3 7 1020ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 10201 dws SO: the, Input: [d]
1 2 3 7 1021ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 10211 dws SO: the, Input: [d]
1 2 3 7 10212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 10213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 10214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 10215 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 10216 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 10217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 10218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 10219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 102110ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 102111ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 102112ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 102113ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 102114ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 102115ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 102116ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 102117ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 1022ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 10221 dws SO: the, Input: [d]
1 2 3 7 10222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 10223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 10224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 10225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1023ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 10231 dws SO: the, Input: [d]
1 2 3 7 1024ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 10241 dws SO: the, Input: [d]
1 2 3 7 1025ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 10251 dws SO: the, Input: [d]
1 2 3 7 10252 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 10253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 10254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 10255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 10256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 10257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 10258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 10259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 1026ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 10261 dws SO: the, Input: [d]
1 2 3 7 1027ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 10271 dws SO: the, Input: [d]
1 2 3 7 10272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 10273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 10274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 10275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1028ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 10281 dws SO: the, Input: [d]
1 2 3 7 1029ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 10291 dws SO: the, Input: [d]
1 2 3 7 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 111 dws SO: the, Input: [d]
1 2 3 7 111 1 esm SO: {the,d}, Input: []
1 2 3 7 111 2 epm SO: <the,d>, Input: []
1 2 3 7 111 3 epm SO: <d,the>, Input: []
1 2 3 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 112 1 dws SO: the, Input: [d]
1 2 3 7 112 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 112 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 112 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 112 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 112 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 112 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 112 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 112 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 112 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 112 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 112 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 112 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 112 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 112 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 112 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 112 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 112 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 112 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 112 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 112 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 112 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 113 1 dws SO: the, Input: [d]
1 2 3 7 113 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 113 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 113 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 113 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 113 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 113 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 113 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 113 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 113 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 113 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 113 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 113 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 113 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 113 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 113 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 113 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 113 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 113 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 113 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 114 1 dws SO: the, Input: [d]
1 2 3 7 114 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 114 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 114 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 114 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 114 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 114 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 114 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 114 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 114 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 114 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 114 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 114 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 114 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 114 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 114 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 114 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 114 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 114 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 114 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 115 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 115 1 dws SO: the, Input: [d]
1 2 3 7 115 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 17ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 19ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 21ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 25ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 27ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 30ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 115 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 115 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 115 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 115 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 115 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 115 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 115 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 115 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 115 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 115 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 115 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 115 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 115 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 115 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 115 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 115 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 115 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 115 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 115 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 115 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 115 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 115 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 115 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 115 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 115 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 115 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 115 58ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 115 59ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 115 60ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 115 61ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 116 1 dws SO: the, Input: [d]
1 2 3 7 116 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 116 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 116 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 116 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 116 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 116 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 116 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 116 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 116 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 116 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 116 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 116 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 116 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 116 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 116 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 116 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 116 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 116 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 116 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 116 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 116 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 117 1 dws SO: the, Input: [d]
1 2 3 7 117 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 117 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 117 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 117 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 117 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 117 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 117 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 117 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 117 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 117 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 117 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 117 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 117 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 117 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 117 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 117 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 117 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 117 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 117 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 118 1 dws SO: the, Input: [d]
1 2 3 7 118 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 118 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 118 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 118 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 118 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 118 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 118 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 118 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 118 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 118 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 118 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 118 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 118 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 118 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 118 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 118 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 118 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 118 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 118 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 119 1 dws SO: the, Input: [d]
1 2 3 7 119 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 15ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 119 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 119 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 119 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 119 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 119 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 119 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 119 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 119 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 119 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 119 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 119 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 119 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 119 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 119 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 119 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 119 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 119 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 119 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 119 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 119 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 119 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 119 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 119 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 119 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 119 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 119 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1110ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 11101 dws SO: the, Input: [d]
1 2 3 7 11102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11109 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111017ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111018ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 111026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 111030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 111034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 111038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1111ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 11111 dws SO: the, Input: [d]
1 2 3 7 11112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11117 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111115ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111116ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 111122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 111126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 111130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 111134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 11121 dws SO: the, Input: [d]
1 2 3 7 11122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11127 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111215ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 111222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 111226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 111230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 111234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 11131 dws SO: the, Input: [d]
1 2 3 7 11132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111311ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111314ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111316ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111317ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111318ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 111325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 111330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 111334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 111338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 111342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 11141 dws SO: the, Input: [d]
1 2 3 7 11142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11147 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111412ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111413ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111416ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111417ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111418ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111419ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111420ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111421ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 111422ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111423ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111424ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111425ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 111426ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111427ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111428ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111429ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 111430ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111431ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111432ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111433ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 111434ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111435ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111436ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111437ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 11151 dws SO: the, Input: [d]
1 2 3 7 11152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11159 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111518ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 111526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 111530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 111534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 111538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 11161 dws SO: the, Input: [d]
1 2 3 7 11162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11167 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111616ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 111622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 111626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 111630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 111634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 11171 dws SO: the, Input: [d]
1 2 3 7 11172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11177 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 11179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111716ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 111720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 111722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 111726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 111730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 111733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 111734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 111736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 111737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1118ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 11181 dws SO: the, Input: [d]
1 2 3 7 11182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 11183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 11184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 11185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1119ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 11191 dws SO: the, Input: [d]
1 2 3 7 1120ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 11201 dws SO: the, Input: [d]
1 2 3 7 1121ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 11211 dws SO: the, Input: [d]
1 2 3 7 11212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 11213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 11214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 11215 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 11216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 11217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 11218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 11219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 112110ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 112111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 112112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 112113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 112114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 112115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 112116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 112117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 112118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 112119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 112120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 112121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 112122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 112123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 112124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 112125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 1122ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 11221 dws SO: the, Input: [d]
1 2 3 7 11222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 11223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 11224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 11225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1123ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 11231 dws SO: the, Input: [d]
1 2 3 7 1124ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 11241 dws SO: the, Input: [d]
1 2 3 7 1125ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 11251 dws SO: the, Input: [d]
1 2 3 7 11252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 11253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 11254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 11255 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 11256 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 11257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 11258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 11259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 112510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 112511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 112512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 112513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 112514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 112515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 112516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 112517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 1126ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 11261 dws SO: the, Input: [d]
1 2 3 7 11262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 11263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 11264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 11265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1127ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 11271 dws SO: the, Input: [d]
1 2 3 7 1128ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 11281 dws SO: the, Input: [d]
1 2 3 7 1129ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 11291 dws SO: the, Input: [d]
1 2 3 7 11292 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 11293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 11294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 11295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 11296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 11297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 11298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 11299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 1130ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 11301 dws SO: the, Input: [d]
1 2 3 7 1131ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 11311 dws SO: the, Input: [d]
1 2 3 7 11312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 11313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 11314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 11315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1132ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 11321 dws SO: the, Input: [d]
1 2 3 7 1133ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 11331 dws SO: the, Input: [d]
1 2 3 7 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 121 dws SO: the, Input: [d]
1 2 3 7 121 1 esm SO: {the,d}, Input: []
1 2 3 7 121 2 epm SO: <the,d>, Input: []
1 2 3 7 121 3 epm SO: <d,the>, Input: []
1 2 3 7 122 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 122 1 dws SO: the, Input: [d]
1 2 3 7 122 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 122 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 122 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 122 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 122 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 122 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 122 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 122 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 122 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 122 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 122 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 122 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 122 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 122 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 122 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 122 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 122 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 123 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 123 1 dws SO: the, Input: [d]
1 2 3 7 123 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 15ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 16ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 123 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 123 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 123 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 123 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 123 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 123 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 123 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 123 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 123 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 123 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 123 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 123 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 123 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 123 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 123 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 123 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 123 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 123 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 123 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 123 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 123 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 123 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 123 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 123 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 123 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 123 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 123 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 123 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 124 1 dws SO: the, Input: [d]
1 2 3 7 124 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 124 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 124 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 124 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 124 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 124 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 124 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 124 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 124 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 124 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 124 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 124 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 124 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 124 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 124 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 124 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 124 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 124 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 124 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 125 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 125 1 dws SO: the, Input: [d]
1 2 3 7 125 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 125 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 125 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 125 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 125 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 125 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 125 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 125 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 125 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 125 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 125 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 125 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 125 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 125 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 125 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 125 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 125 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 126 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 126 1 dws SO: the, Input: [d]
1 2 3 7 126 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 14ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 126 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 126 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 126 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 126 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 126 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 126 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 126 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 126 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 126 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 126 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 126 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 126 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 126 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 126 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 126 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 126 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 127 1 dws SO: the, Input: [d]
1 2 3 7 127 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 11ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 127 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 127 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 127 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 127 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 127 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 127 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 127 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 127 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 127 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 127 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 127 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 127 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 127 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 127 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 127 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 127 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 127 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 127 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 127 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 127 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 127 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 127 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 127 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 127 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 128 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 128 1 dws SO: the, Input: [d]
1 2 3 7 128 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 5 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 128 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 128 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 128 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 128 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 128 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 128 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 128 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 128 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 128 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 128 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 128 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 128 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 128 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 128 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 128 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 128 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 128 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 128 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 129 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 129 1 dws SO: the, Input: [d]
1 2 3 7 129 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 3 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 13ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 14ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 129 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 129 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 129 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 129 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 129 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 129 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 129 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 129 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 129 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 129 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 129 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 129 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 129 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 129 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 129 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 129 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1210ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 12101 dws SO: the, Input: [d]
1 2 3 7 12102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12103 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121014ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 121020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 121022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 121026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 121030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 12111 dws SO: the, Input: [d]
1 2 3 7 12112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12113 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12115 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12117 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12118 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121110ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121111ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121112ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121114ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121115ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121118ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121120ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121122ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 121123ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121124ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121125ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121126ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121127ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 121128ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121129ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 121130ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121131ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121132ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121133ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 121134ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121135ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121136ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121137ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 121138ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121139ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121140ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121141ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1212ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 12121 dws SO: the, Input: [d]
1 2 3 7 12122 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12123 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12124 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12127 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12128 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121210ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121211ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121212ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121213ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121214ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121215ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121216ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121217ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121218ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121219ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 121220ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121221ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 121222ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121223ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121224ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121225ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 121226ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121227ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121228ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121229ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 121230ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121231ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121232ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121233ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 12131 dws SO: the, Input: [d]
1 2 3 7 12132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12135 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121316ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 121324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 121326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 121330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 121334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1214ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 12141 dws SO: the, Input: [d]
1 2 3 7 12142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12143 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121413ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121414ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 121420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 121422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 121426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 121430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1215ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 12151 dws SO: the, Input: [d]
1 2 3 7 12152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12153 ism SO: {{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 12159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121514ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 121518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 121520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 121522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 121526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 121529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 121530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 121532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 121533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1216ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 12161 dws SO: the, Input: [d]
1 2 3 7 1217ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 12171 dws SO: the, Input: [d]
1 2 3 7 12172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 12173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 12174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 12175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 12176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 12177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 12178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 12179 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 121710ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 121711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 121712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 121713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 121714ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 121715ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 121716ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 121717ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 121718ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 121719ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 121720ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 121721ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 121722ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 121723ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 121724ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 121725ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 1218ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 12181 dws SO: the, Input: [d]
1 2 3 7 12182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 12183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 12184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 12185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1219ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 12191 dws SO: the, Input: [d]
1 2 3 7 1220ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 12201 dws SO: the, Input: [d]
1 2 3 7 1221ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 12211 dws SO: the, Input: [d]
1 2 3 7 12212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 12213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 12214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 12215 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 12216 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 12217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 12218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 12219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 122110ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 122111ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 122112ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 122113ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 122114ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 122115ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 122116ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 122117ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 1222ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 12221 dws SO: the, Input: [d]
1 2 3 7 12222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 12223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 12224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 12225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1223ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 12231 dws SO: the, Input: [d]
1 2 3 7 1224ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 12241 dws SO: the, Input: [d]
1 2 3 7 1225ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 12251 dws SO: the, Input: [d]
1 2 3 7 12252 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 12253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 12254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 12255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 12256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 12257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 12258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 12259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 1226ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 12261 dws SO: the, Input: [d]
1 2 3 7 1227ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 12271 dws SO: the, Input: [d]
1 2 3 7 12272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 12273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 12274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 12275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1228ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 12281 dws SO: the, Input: [d]
1 2 3 7 1229ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 12291 dws SO: the, Input: [d]
1 2 3 7 13ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 7 131 dws SO: the, Input: [d]
1 2 3 7 131 1 esm SO: {the,d}, Input: []
1 2 3 7 131 2 epm SO: <the,d>, Input: []
1 2 3 7 131 3 epm SO: <d,the>, Input: []
1 2 3 7 132 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 132 1 dws SO: the, Input: [d]
1 2 3 7 132 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 132 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 132 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 132 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 132 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 132 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 132 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 132 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 132 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 132 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 132 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 132 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 132 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 132 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 132 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 132 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 132 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 133 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 133 1 dws SO: the, Input: [d]
1 2 3 7 133 2 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 4 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 8 ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 10ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 11ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 13ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 17ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 19ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 23ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 25ism SO: {{book,{book,n!case}},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 26ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 28ism SO: {book,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 133 30ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 133 31ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 133 32ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 133 33ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 133 34ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 133 35ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 133 36ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 133 37ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 133 38ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 133 39ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 133 40ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 133 41ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 133 42ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 133 43ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 133 44ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 133 45ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 133 46ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 133 47ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 133 48ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 133 49ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 133 50ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 133 51ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 133 52ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 133 53ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 133 54ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 133 55ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 133 56ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 133 57ipm SO: <{{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 134 1 dws SO: the, Input: [d]
1 2 3 7 134 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 134 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 134 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 134 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 134 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 134 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 134 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 134 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 134 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 134 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 134 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 134 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 134 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 134 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 134 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 134 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 134 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 134 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 134 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 135 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 135 1 dws SO: the, Input: [d]
1 2 3 7 135 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 135 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 135 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 135 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 135 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 135 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 135 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 135 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 135 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 135 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 135 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 135 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 135 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 135 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 135 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 135 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 135 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 136 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 136 1 dws SO: the, Input: [d]
1 2 3 7 136 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 14ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 136 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 136 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 136 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 136 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 136 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 136 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 136 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 136 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 136 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 136 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 136 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 136 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 136 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 136 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 136 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 136 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 137 1 dws SO: the, Input: [d]
1 2 3 7 137 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 137 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 137 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 137 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 137 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 137 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 137 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 137 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 137 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 137 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 137 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 137 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 137 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 137 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 137 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 137 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 137 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 137 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 137 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 137 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 137 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 137 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 137 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 137 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 137 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 138 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 138 1 dws SO: the, Input: [d]
1 2 3 7 138 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 7 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 138 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 138 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 138 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 138 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 138 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 138 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 138 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 138 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 138 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 138 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 138 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 138 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 138 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 138 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 138 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 138 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 138 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 138 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 139 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 139 1 dws SO: the, Input: [d]
1 2 3 7 139 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 14ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 139 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 139 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 139 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 139 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 139 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 139 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 139 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 139 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 139 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 139 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 139 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 139 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 139 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 139 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 139 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 139 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1310ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 13101 dws SO: the, Input: [d]
1 2 3 7 13102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13105 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131013ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131014ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 131020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 131022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 131026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 131030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 13111 dws SO: the, Input: [d]
1 2 3 7 13112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13119 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131110ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131112ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131114ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131115ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131116ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131122ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 131123ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131124ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131125ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131126ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131127ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 131128ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131129ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 131130ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131131ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131132ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131133ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 131134ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131135ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131136ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131137ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 131138ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131139ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131140ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131141ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1312ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 13121 dws SO: the, Input: [d]
1 2 3 7 13122 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13124 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13125 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13127 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13128 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131210ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131211ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131212ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131214ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131215ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131216ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131217ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131218ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131219ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 131220ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131221ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 131222ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131223ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131224ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131225ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 131226ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131227ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131228ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131229ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 131230ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131231ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131232ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131233ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 13131 dws SO: the, Input: [d]
1 2 3 7 13132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13137 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131316ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 131324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 131326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 131330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 131334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1314ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 13141 dws SO: the, Input: [d]
1 2 3 7 13142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13145 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131414ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 131420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 131422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 131426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 131430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1315ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 7 13151 dws SO: the, Input: [d]
1 2 3 7 13152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13155 ism SO: {{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 13159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131514ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 7 131518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 7 131520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 131522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 131526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 131529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 131530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 131532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 7 131533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 7 1316ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 13161 dws SO: the, Input: [d]
1 2 3 7 1317ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 7 13171 dws SO: the, Input: [d]
1 2 3 7 13172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 13173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 13174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 13175 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 13176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 13177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 13178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 13179 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 131710ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 131711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 131712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 131713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 7 131714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 131715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 131716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 131717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 131718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 131719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 131720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 131721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 131722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 131723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 131724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 7 131725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 7 1318ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 13181 dws SO: the, Input: [d]
1 2 3 7 13182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 13183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 13184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 13185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1319ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 13191 dws SO: the, Input: [d]
1 2 3 7 1320ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 13201 dws SO: the, Input: [d]
1 2 3 7 1321ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 13211 dws SO: the, Input: [d]
1 2 3 7 13212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 13213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 13214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 13215 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 13216 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 13217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 13218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 13219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 132110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 132111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 132112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 132113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 132114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 132115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 132116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 132117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 1322ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 13221 dws SO: the, Input: [d]
1 2 3 7 13222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 13223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 13224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 13225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1323ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 13231 dws SO: the, Input: [d]
1 2 3 7 1324ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 13241 dws SO: the, Input: [d]
1 2 3 7 1325ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 13251 dws SO: the, Input: [d]
1 2 3 7 13252 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 13253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 13254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 13255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 13256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 13257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 13258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 13259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 1326ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 13261 dws SO: the, Input: [d]
1 2 3 7 1327ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 13271 dws SO: the, Input: [d]
1 2 3 7 13272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 13273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 13274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 13275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1328ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 7 13281 dws SO: the, Input: [d]
1 2 3 7 1329ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 7 13291 dws SO: the, Input: [d]
1 2 3 7 14ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 141 dws SO: the, Input: [d]
1 2 3 7 141 1 esm SO: {the,d}, Input: []
1 2 3 7 141 2 epm SO: <the,d>, Input: []
1 2 3 7 141 3 epm SO: <d,the>, Input: []
1 2 3 7 142 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 142 1 dws SO: the, Input: [d]
1 2 3 7 142 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 142 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 142 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 142 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 142 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 7 142 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 7 142 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 7 142 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 7 143 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 143 1 dws SO: the, Input: [d]
1 2 3 7 143 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 143 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 143 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 143 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 143 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 7 143 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 7 143 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 7 143 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 7 144 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 144 1 dws SO: the, Input: [d]
1 2 3 7 145 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 145 1 dws SO: the, Input: [d]
1 2 3 7 15ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 7 151 dws SO: the, Input: [d]
1 2 3 7 151 1 esm SO: {the,d}, Input: []
1 2 3 7 151 2 epm SO: <the,d>, Input: []
1 2 3 7 151 3 epm SO: <d,the>, Input: []
1 2 3 7 16ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 7 161 dws SO: the, Input: [d]
1 2 3 7 161 1 esm SO: {the,d}, Input: []
1 2 3 7 161 2 epm SO: <the,d>, Input: []
1 2 3 7 161 3 epm SO: <d,the>, Input: []
1 2 3 7 17ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 7 171 dws SO: the, Input: [d]
1 2 3 7 171 1 esm SO: {the,d}, Input: []
1 2 3 7 171 2 epm SO: <the,d>, Input: []
1 2 3 7 171 3 epm SO: <d,the>, Input: []
1 2 3 7 172 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 172 1 dws SO: the, Input: [d]
1 2 3 7 172 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 5 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 6 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 7 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 8 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 10ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 11ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 12ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 13ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 172 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 172 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 172 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 172 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 7 172 18ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 172 19ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 172 20ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 172 21ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 172 22ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 172 23ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 172 24ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 172 25ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 173 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 173 1 dws SO: the, Input: [d]
1 2 3 7 173 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 173 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 173 4 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 173 5 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 173 6 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 173 7 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 173 8 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 173 9 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 173 10ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 173 11ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 173 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 173 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 7 173 14ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 173 15ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 173 16ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 173 17ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 173 18ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 173 19ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 173 20ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 173 21ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 174 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 174 1 dws SO: the, Input: [d]
1 2 3 7 174 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 174 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 174 4 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 174 5 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 174 6 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 174 7 ism SO: {{book,{book,n!case}},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 174 8 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 174 9 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 174 10ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 174 11ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 174 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 174 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 7 174 14ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 174 15ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 174 16ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 174 17ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 174 18ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 174 19ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 174 20ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 174 21ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 175 1 dws SO: the, Input: [d]
1 2 3 7 175 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 3 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 5 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 6 ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 7 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 8 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 9 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 10ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 12ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 13ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 14ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 15ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 175 16ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 175 17ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 175 18ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 175 19ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 175 20ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 175 21ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 7 175 22ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 175 23ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 175 24ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 175 25ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 175 26ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 175 27ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 175 28ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 175 29ipm SO: <{{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 176 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 176 1 dws SO: the, Input: [d]
1 2 3 7 176 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 176 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 176 4 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 176 5 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 176 6 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 176 7 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 176 8 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 176 9 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 176 10ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 176 11ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 176 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 176 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 7 176 14ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 176 15ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 176 16ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 176 17ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 176 18ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 176 19ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 176 20ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 176 21ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 177 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 177 1 dws SO: the, Input: [d]
1 2 3 7 177 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 5 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 6 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 7 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 8 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 10ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 11ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 12ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 13ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 177 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 177 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 177 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 177 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 7 177 18ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 177 19ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 177 20ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 177 21ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 177 22ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 177 23ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 177 24ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 177 25ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 178 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 178 1 dws SO: the, Input: [d]
1 2 3 7 178 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 178 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 178 4 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 178 5 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 178 6 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 178 7 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 178 8 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 178 9 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 178 10ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 178 11ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 178 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 178 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 7 178 14ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 178 15ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 178 16ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 178 17ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 178 18ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 178 19ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 178 20ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 178 21ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 179 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 7 179 1 dws SO: the, Input: [d]
1 2 3 7 179 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 179 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 179 4 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 179 5 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 179 6 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 179 7 ism SO: {{book,{book,n!case}},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 179 8 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 179 9 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 179 10ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 179 11ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 7 179 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 179 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 7 179 14ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 179 15ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 179 16ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 179 17ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 179 18ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 179 19ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 179 20ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 7 179 21ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 7 1710ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 17101 dws SO: the, Input: [d]
1 2 3 7 17102 ism SO: {book,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 7 17103 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 7 17104 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 17105 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1711ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 17111 dws SO: the, Input: [d]
1 2 3 7 1712ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 17121 dws SO: the, Input: [d]
1 2 3 7 1713ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 17131 dws SO: the, Input: [d]
1 2 3 7 17132 ism SO: {book,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 17133 ism SO: {{book,n!case},<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 17134 ism SO: {book,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 17135 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 17136 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 17137 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 17138 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 17139 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 1714ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 17141 dws SO: the, Input: [d]
1 2 3 7 1715ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 17151 dws SO: the, Input: [d]
1 2 3 7 17152 ism SO: {book,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 7 17153 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 7 17154 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 17155 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 1716ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 7 17161 dws SO: the, Input: [d]
1 2 3 7 1717ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 7 17171 dws SO: the, Input: [d]
1 2 3 7 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 181 dws SO: the, Input: [d]
1 2 3 7 181 1 esm SO: {the,d}, Input: []
1 2 3 7 181 2 epm SO: <the,d>, Input: []
1 2 3 7 181 3 epm SO: <d,the>, Input: []
1 2 3 7 182 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 182 1 dws SO: the, Input: [d]
1 2 3 7 182 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 182 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 182 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 182 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 182 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 7 182 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 7 182 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 7 182 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 7 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 183 1 dws SO: the, Input: [d]
1 2 3 7 183 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 183 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 183 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 183 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 183 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 7 183 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 7 183 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 7 183 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 7 184 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 184 1 dws SO: the, Input: [d]
1 2 3 7 185 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 185 1 dws SO: the, Input: [d]
1 2 3 7 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 7 191 dws SO: the, Input: [d]
1 2 3 7 191 1 esm SO: {the,d}, Input: []
1 2 3 7 191 2 epm SO: <the,d>, Input: []
1 2 3 7 191 3 epm SO: <d,the>, Input: []
1 2 3 7 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 7 201 dws SO: the, Input: [d]
1 2 3 7 201 1 esm SO: {the,d}, Input: []
1 2 3 7 201 2 epm SO: <the,d>, Input: []
1 2 3 7 201 3 epm SO: <d,the>, Input: []
1 2 3 7 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 7 211 dws SO: the, Input: [d]
1 2 3 7 211 1 esm SO: {the,d}, Input: []
1 2 3 7 211 2 epm SO: <the,d>, Input: []
1 2 3 7 211 3 epm SO: <d,the>, Input: []
1 2 3 7 212 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 212 1 dws SO: the, Input: [d]
1 2 3 7 212 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 212 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 212 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 212 5 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 212 6 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 212 7 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 212 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 7 212 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 7 212 10ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 7 212 11ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 212 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 7 212 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 7 213 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 213 1 dws SO: the, Input: [d]
1 2 3 7 213 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 213 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 213 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 213 5 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 213 6 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 213 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 213 8 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 213 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 213 10ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 213 11ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 7 213 12ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 7 213 13ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 7 213 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 7 213 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 213 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 7 213 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 7 214 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 214 1 dws SO: the, Input: [d]
1 2 3 7 214 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 214 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 214 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 214 5 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 214 6 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 214 7 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 214 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 7 214 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 7 214 10ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 7 214 11ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 214 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 7 214 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 7 215 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 7 215 1 dws SO: the, Input: [d]
1 2 3 7 215 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 215 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 215 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 215 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 215 6 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 215 7 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 7 215 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 7 215 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 7 215 10ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 7 215 11ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 7 215 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 7 215 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 7 216 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 216 1 dws SO: the, Input: [d]
1 2 3 7 217 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 7 217 1 dws SO: the, Input: [d]
1 2 3 7 217 2 ism SO: {book,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 7 217 3 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 7 217 4 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 217 5 ipm SO: <<<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 218 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 7 218 1 dws SO: the, Input: [d]
1 2 3 7 219 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 7 219 1 dws SO: the, Input: [d]
1 2 3 7 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 7 221 dws SO: the, Input: [d]
1 2 3 7 221 1 esm SO: {the,d}, Input: []
1 2 3 7 221 2 epm SO: <the,d>, Input: []
1 2 3 7 221 3 epm SO: <d,the>, Input: []
1 2 3 7 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 7 231 dws SO: the, Input: [d]
1 2 3 7 231 1 esm SO: {the,d}, Input: []
1 2 3 7 231 2 epm SO: <the,d>, Input: []
1 2 3 7 231 3 epm SO: <d,the>, Input: []
1 2 3 7 232 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 232 1 dws SO: the, Input: [d]
1 2 3 7 232 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 232 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 232 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 232 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 232 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 7 232 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 7 232 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 7 232 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 7 233 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 7 233 1 dws SO: the, Input: [d]
1 2 3 7 233 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 233 3 ism SO: {<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 233 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 233 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 7 233 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 7 233 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 7 233 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 7 233 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 7 234 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 7 234 1 dws SO: the, Input: [d]
1 2 3 7 235 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 7 235 1 dws SO: the, Input: [d]
1 2 3 7 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 7 241 dws SO: the, Input: [d]
1 2 3 7 241 1 esm SO: {the,d}, Input: []
1 2 3 7 241 2 epm SO: <the,d>, Input: []
1 2 3 7 241 3 epm SO: <d,the>, Input: []
1 2 3 7 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 7 251 dws SO: the, Input: [d]
1 2 3 7 251 1 esm SO: {the,d}, Input: []
1 2 3 7 251 2 epm SO: <the,d>, Input: []
1 2 3 7 251 3 epm SO: <d,the>, Input: []
1 2 3 8 ism SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [[the,d]]
1 2 3 8 1 dws SO: the, Input: [d]
1 2 3 8 1 1 esm SO: {the,d}, Input: []
1 2 3 8 1 1 1 uws SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 8 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 8 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 8 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 8 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 8 1 2 epm SO: <the,d>, Input: []
1 2 3 8 1 2 1 uws SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 8 1 3 epm SO: <d,the>, Input: []
1 2 3 8 1 3 1 uws SO: {book,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 8 2 ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 8 2 1 dws SO: the, Input: [d]
1 2 3 8 2 1 1 esm SO: {the,d}, Input: []
1 2 3 8 2 1 2 epm SO: <the,d>, Input: []
1 2 3 8 2 1 3 epm SO: <d,the>, Input: []
1 2 3 8 2 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 1 dws SO: the, Input: [d]
1 2 3 8 2 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 2 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 2 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 2 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 2 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 2 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 2 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 2 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 2 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 2 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 2 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 2 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 2 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 2 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 2 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 1 dws SO: the, Input: [d]
1 2 3 8 2 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 1 dws SO: the, Input: [d]
1 2 3 8 2 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 4 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 4 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 4 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 4 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 4 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 4 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 4 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 4 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 4 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 4 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 4 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 4 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 4 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 4 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 1 dws SO: the, Input: [d]
1 2 3 8 2 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 1 dws SO: the, Input: [d]
1 2 3 8 2 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 1 dws SO: the, Input: [d]
1 2 3 8 2 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 7 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 7 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 7 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 7 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 7 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 7 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 7 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 7 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 7 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 7 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 7 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 7 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 7 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 7 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 1 dws SO: the, Input: [d]
1 2 3 8 2 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 1 dws SO: the, Input: [d]
1 2 3 8 2 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 9 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 9 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 9 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 9 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 9 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 9 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 9 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 9 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 9 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 9 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 9 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 9 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 9 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 9 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 9 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 9 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 9 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 9 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 101 dws SO: the, Input: [d]
1 2 3 8 2 102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 1018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 1020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 1022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 1025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 1026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 111 dws SO: the, Input: [d]
1 2 3 8 2 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 121 dws SO: the, Input: [d]
1 2 3 8 2 122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 1218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 1220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 1222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 1225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 1226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 13ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 2 131 dws SO: the, Input: [d]
1 2 3 8 2 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 2 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 2 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 2 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 14ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 2 141 dws SO: the, Input: [d]
1 2 3 8 2 15ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 2 151 dws SO: the, Input: [d]
1 2 3 8 2 152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 2 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 2 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 2 155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 2 156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 2 157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 2 158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 2 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 2 1510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 2 1511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 2 1512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 2 1513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 1514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 2 1516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 2 1517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 1518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 2 1519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 2 1521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 2 16ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 2 161 dws SO: the, Input: [d]
1 2 3 8 2 17ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 2 171 dws SO: the, Input: [d]
1 2 3 8 2 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 2 173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 2 174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 2 175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 2 176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 2 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 2 178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 2 179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 2 1710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 2 1712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 2 1713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 1714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 2 1715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 1716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 2 1717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 2 18ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 181 dws SO: the, Input: [d]
1 2 3 8 2 182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 2 183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 2 184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 2 185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 2 19ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 2 191 dws SO: the, Input: [d]
1 2 3 8 2 20ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 201 dws SO: the, Input: [d]
1 2 3 8 2 21ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 2 211 dws SO: the, Input: [d]
1 2 3 8 2 212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 2 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 2 214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 2 215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 2 216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 2 217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 2 219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 2 22ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 2 221 dws SO: the, Input: [d]
1 2 3 8 2 23ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 2 231 dws SO: the, Input: [d]
1 2 3 8 2 232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 2 233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 2 234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 2 235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 2 24ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 2 241 dws SO: the, Input: [d]
1 2 3 8 2 25ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 2 251 dws SO: the, Input: [d]
1 2 3 8 3 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 8 3 1 dws SO: the, Input: [d]
1 2 3 8 3 1 1 esm SO: {the,d}, Input: []
1 2 3 8 3 1 2 epm SO: <the,d>, Input: []
1 2 3 8 3 1 3 epm SO: <d,the>, Input: []
1 2 3 8 3 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 1 dws SO: the, Input: [d]
1 2 3 8 3 2 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 11ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 12ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 13ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 15ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 16ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 21ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 24ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 25ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 26ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 27ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 28ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 29ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 30ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 31ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 2 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 2 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 2 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 2 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 2 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 2 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 2 54ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2 55ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2 56ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2 57ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 2 58ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2 59ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2 60ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2 61ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 1 dws SO: the, Input: [d]
1 2 3 8 3 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 16ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 21ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 22ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 3 26ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 3 27ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 3 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 3 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 3 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 3 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 3 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 3 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 3 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 3 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 3 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 3 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 3 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 3 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 3 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 3 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 3 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 3 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 3 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 3 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 3 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 3 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 3 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 3 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 1 dws SO: the, Input: [d]
1 2 3 8 3 4 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 14ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 4 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 4 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 4 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 4 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 4 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 4 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 4 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 4 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 4 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 4 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 4 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 4 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 4 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 4 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 4 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 4 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 4 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 4 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 4 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 4 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 4 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 4 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 1 dws SO: the, Input: [d]
1 2 3 8 3 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 6 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 8 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 9 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 11ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 12ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 14ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 17ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 18ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 19ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 20ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 22ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 23ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 5 24ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 5 25ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 5 26ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 5 27ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 5 28ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 5 29ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 5 30ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 5 31ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 5 32ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 5 33ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 5 34ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 5 35ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 5 36ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 5 37ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 5 38ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 5 39ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 5 40ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 5 41ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 5 42ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 5 43ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 5 44ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 5 45ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 1 dws SO: the, Input: [d]
1 2 3 8 3 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 3 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 5 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 6 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 7 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 9 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 10ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 11ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 13ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 15ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 16ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 18ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 20ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 21ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 22ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 24ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 25ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 26ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 27ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 6 28ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 6 29ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 6 30ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 6 31ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 6 32ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 6 33ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 6 34ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 6 35ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 6 36ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 6 37ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 6 38ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 6 39ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 6 40ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 6 41ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 6 42ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 6 43ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 6 44ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 6 45ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 6 46ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 6 47ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 6 48ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 6 49ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 6 50ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 6 51ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 6 52ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 6 53ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 1 dws SO: the, Input: [d]
1 2 3 8 3 7 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 14ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 7 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 7 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 7 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 7 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 7 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 7 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 7 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 7 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 7 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 7 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 7 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 7 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 7 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 7 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 7 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 7 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 7 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 7 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 7 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 7 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 7 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 7 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 1 dws SO: the, Input: [d]
1 2 3 8 3 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 16ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 21ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 22ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 8 26ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 8 27ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 8 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 8 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 8 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 8 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 8 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 8 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 8 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 8 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 8 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 8 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 8 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 8 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 8 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 8 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 8 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 8 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 8 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 8 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 8 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 8 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 8 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 8 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 1 dws SO: the, Input: [d]
1 2 3 8 3 9 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 14ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 9 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 9 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 9 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 9 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 9 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 9 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 9 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 9 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 9 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 9 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 9 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 9 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 9 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 9 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 9 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 9 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 9 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 9 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 9 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 9 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 9 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 9 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 101 dws SO: the, Input: [d]
1 2 3 8 3 102 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 103 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 104 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 106 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 107 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 108 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 109 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1011ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1012ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1013ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1014ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1015ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1017ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1018ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1019ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1020ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1021ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1022ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1023ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1024ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1025ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 1026ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1027ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1028ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1029ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1030ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1031ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1032ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1033ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1034ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1035ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 1036ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1037ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1038ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1039ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1040ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1041ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1042ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1043ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1044ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1045ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 11ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 111 dws SO: the, Input: [d]
1 2 3 8 3 112 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 113 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 114 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 115 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 116 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 117 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 118 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 119 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1110ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1111ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1112ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1113ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1114ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1115ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1116ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1117ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1118ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1119ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1120ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1121ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1122ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1123ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1124ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1125ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1126ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1127ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1128ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1129ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1130ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1131ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1132ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1133ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1134ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 1135ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1136ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1137ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1138ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1139ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1140ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1141ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1142ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1143ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1144ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1145ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 1146ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1147ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1148ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1149ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1150ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1151ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1152ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1153ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1154ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1155ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 1156ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1157ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1158ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1159ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1160ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1161ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1162ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1163ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1164ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1165ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 121 dws SO: the, Input: [d]
1 2 3 8 3 122 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 123 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 124 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 125 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 126 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 127 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 128 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 129 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1210ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1211ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1212ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1213ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1214ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1215ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1216ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1217ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1218ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1219ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1220ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1221ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1222ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1223ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1224ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1225ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 1226ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1227ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1228ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1229ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1230ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1231ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1232ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1233ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1234ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1235ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 1236ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1237ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1238ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1239ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1240ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1241ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1242ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1243ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1244ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1245ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 131 dws SO: the, Input: [d]
1 2 3 8 3 132 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 133 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 134 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 135 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 136 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 137 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 138 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 139 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1310ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1311ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1312ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1313ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1314ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1315ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1316ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1317ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1318ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1319ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1320ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1321ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1322ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1323ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1324ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1325ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1326ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1327ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1328ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1329ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1330ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1331ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1332ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1333ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1334ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1335ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1336ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1337ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1338ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1339ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1340ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1341ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 1342ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1343ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1344ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1345ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1346ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1347ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1348ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1349ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1350ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1351ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 1352ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1353ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1354ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1355ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1356ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1357ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1358ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1359ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1360ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1361ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 141 dws SO: the, Input: [d]
1 2 3 8 3 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 143 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 145 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 146 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 148 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1410ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1411ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1413ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1415ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1416ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1417ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1419ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1421ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1422ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1423ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1424ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1425ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1426ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1427ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1428ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1429ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 1430ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1431ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1432ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1433ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1434ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1435ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1436ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1437ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1438ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1439ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 1440ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1441ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1442ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1443ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1444ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1445ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1446ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1447ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1448ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1449ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 151 dws SO: the, Input: [d]
1 2 3 8 3 152 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 153 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 154 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 155 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 156 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 157 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 158 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 159 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1510ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1511ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1512ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1513ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1514ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1515ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1516ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1517ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1518ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1519ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1520ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1521ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1522ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1523ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1524ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1525ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 1526ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1527ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1528ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1529ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1530ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1531ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1532ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1533ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1534ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1535ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 1536ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1537ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1538ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1539ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1540ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1541ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1542ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1543ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1544ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1545ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 161 dws SO: the, Input: [d]
1 2 3 8 3 162 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 163 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 164 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 166 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 167 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 168 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 169 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1611ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1612ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1613ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1614ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1615ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1617ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1618ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1619ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1620ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1621ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1622ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1623ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1624ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1625ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 1626ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1627ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1628ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1629ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1630ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1631ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1632ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1633ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1634ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1635ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 1636ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1637ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1638ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1639ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1640ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1641ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1642ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1643ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1644ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1645ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 17ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 171 dws SO: the, Input: [d]
1 2 3 8 3 172 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 173 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 174 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 175 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 176 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 177 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 178 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 179 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1710ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1711ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1712ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1713ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1714ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1715ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1716ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1717ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1718ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1719ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1720ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1721ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1722ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1723ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1724ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1725ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1726ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1727ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1728ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1729ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1730ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1731ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1732ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1733ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 1734ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1735ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1736ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1737ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1738ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1739ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1740ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1741ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1742ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1743ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 1744ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1745ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1746ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1747ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1748ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1749ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1750ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1751ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1752ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1753ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 18ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 181 dws SO: the, Input: [d]
1 2 3 8 3 182 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 183 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 184 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 185 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 186 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 187 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 188 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 189 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1810ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1811ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1812ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1813ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1814ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1815ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1816ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1817ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1818ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1819ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1820ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1821ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1822ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1823ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1824ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1825ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 1826ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1827ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1828ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1829ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1830ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1831ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1832ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1833ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1834ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1835ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 1836ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1837ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1838ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1839ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1840ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1841ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1842ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1843ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1844ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1845ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 19ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 191 dws SO: the, Input: [d]
1 2 3 8 3 192 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 193 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 194 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 195 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 196 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 197 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 198 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 199 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1910ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1911ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1912ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1913ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1914ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1915ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1916ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1917ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1918ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1919ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1920ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1921ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1922ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1923ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1924ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1925ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 1926ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1927ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1928ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1929ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 1930ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1931ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1932ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1933ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1934ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1935ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1936ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1937ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1938ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1939ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 1940ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1941ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 1942ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1943ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1944ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 1945ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 1946ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1947ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 1948ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 1949ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 201 dws SO: the, Input: [d]
1 2 3 8 3 202 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 203 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 204 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 205 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 206 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 207 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 208 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 209 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2010ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2011ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2012ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2013ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2014ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2015ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2016ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2017ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2018ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2019ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2020ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2021ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2022ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2023ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2024ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2025ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 2026ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 2027ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2028ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2029ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2030ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 2031ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2032ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2033ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2034ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2035ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 2036ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2037ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 2038ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2039ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2040ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2041ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 2042ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2043ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2044ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2045ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 21ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 3 211 dws SO: the, Input: [d]
1 2 3 8 3 212 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 213 ism SO: {{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 214 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 215 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 216 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 217 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 218 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 219 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2110ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2111ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2112ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2113ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2114ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2115ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2116ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2117ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2118ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2119ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2120ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2121ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2122ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2123ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 3 2124ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2125ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 3 2126ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 2127ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2128ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2129ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2130ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 2131ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2132ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2133ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2134ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2135ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 2136ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2137ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 2138ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2139ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2140ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 2141ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 2142ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2143ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2144ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 3 2145ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 22ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 221 dws SO: the, Input: [d]
1 2 3 8 3 222 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 223 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 224 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 225 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 226 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 227 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 228 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 229 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 2210ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2211ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 3 2212ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 3 2213ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 2214ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 3 2215ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 2216ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 3 2217ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 3 23ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 231 dws SO: the, Input: [d]
1 2 3 8 3 232 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 3 233 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 3 234 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 3 235 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 3 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 3 241 dws SO: the, Input: [d]
1 2 3 8 3 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 251 dws SO: the, Input: [d]
1 2 3 8 3 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 261 dws SO: the, Input: [d]
1 2 3 8 3 262 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 3 263 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 3 264 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 3 265 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 3 266 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 3 267 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 268 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 3 269 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 3 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 3 271 dws SO: the, Input: [d]
1 2 3 8 3 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 281 dws SO: the, Input: [d]
1 2 3 8 3 282 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 3 283 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 3 284 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 3 285 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 3 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 3 291 dws SO: the, Input: [d]
1 2 3 8 3 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 301 dws SO: the, Input: [d]
1 2 3 8 3 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 3 311 dws SO: the, Input: [d]
1 2 3 8 3 312 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 3 313 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 3 314 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 3 315 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 3 316 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 3 317 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 3 318 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 3 319 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 3 3110ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 3 3111ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 3 3112ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 3 3113ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 3114ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 3115ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 3 3116ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 3 3117ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 3118ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 3 3119ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 3120ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 3 3121ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 3 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 3 321 dws SO: the, Input: [d]
1 2 3 8 3 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 3 331 dws SO: the, Input: [d]
1 2 3 8 3 332 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 333 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 334 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 335 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 336 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 337 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 338 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 339 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 3 3310ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 3311ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 3 3312ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 3 3313ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 3314ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 3 3315ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 3316ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 3 3317ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 3 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 341 dws SO: the, Input: [d]
1 2 3 8 3 342 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 3 343 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 3 344 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 3 345 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 3 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 3 351 dws SO: the, Input: [d]
1 2 3 8 3 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 361 dws SO: the, Input: [d]
1 2 3 8 3 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 3 371 dws SO: the, Input: [d]
1 2 3 8 3 372 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 3 373 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 3 374 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 3 375 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 3 376 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 3 377 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 378 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 3 379 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 3 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 3 381 dws SO: the, Input: [d]
1 2 3 8 3 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 3 391 dws SO: the, Input: [d]
1 2 3 8 3 392 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 3 393 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 3 394 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 3 395 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 3 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 3 401 dws SO: the, Input: [d]
1 2 3 8 3 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 3 411 dws SO: the, Input: [d]
1 2 3 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 8 4 1 dws SO: the, Input: [d]
1 2 3 8 4 1 1 esm SO: {the,d}, Input: []
1 2 3 8 4 1 2 epm SO: <the,d>, Input: []
1 2 3 8 4 1 3 epm SO: <d,the>, Input: []
1 2 3 8 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 1 dws SO: the, Input: [d]
1 2 3 8 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 1 dws SO: the, Input: [d]
1 2 3 8 4 3 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 3 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 3 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 3 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 3 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 3 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 3 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 3 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 3 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 3 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 3 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 3 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 3 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 3 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 3 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 3 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 3 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 1 dws SO: the, Input: [d]
1 2 3 8 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 11ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 14ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 16ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 17ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 4 18ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 4 19ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 4 20ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 4 21ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 4 22ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 4 23ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 4 24ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 4 25ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 4 26ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 4 27ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 4 28ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 4 29ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 4 30ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 4 31ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 4 32ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 4 33ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 1 dws SO: the, Input: [d]
1 2 3 8 4 5 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 13ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 14ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 15ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 16ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 18ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 20ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 21ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 22ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 23ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 25ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 26ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 27ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 5 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 5 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 5 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 5 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 5 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 5 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 5 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 5 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 5 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 5 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 5 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 5 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 5 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 5 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 5 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 5 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 5 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 5 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 5 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 5 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 5 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 5 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 5 50ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 5 51ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 5 52ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 5 53ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 1 dws SO: the, Input: [d]
1 2 3 8 4 6 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 6 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 6 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 6 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 6 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 6 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 6 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 6 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 6 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 6 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 6 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 6 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 6 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 6 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 6 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 6 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 6 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 1 dws SO: the, Input: [d]
1 2 3 8 4 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 11ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 16ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 1 dws SO: the, Input: [d]
1 2 3 8 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 8 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 8 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 1 dws SO: the, Input: [d]
1 2 3 8 4 9 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 9 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 9 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 9 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 9 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 9 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 9 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 9 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 9 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 9 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 9 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 9 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 9 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 9 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 9 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 9 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 9 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 101 dws SO: the, Input: [d]
1 2 3 8 4 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 103 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 105 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 107 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 108 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1011ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1014ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1016ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1017ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1018ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1019ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 1020ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1021ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1022ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1023ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 1024ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1025ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 1026ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1027ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1028ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1029ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 1030ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1031ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1032ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1033ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 111 dws SO: the, Input: [d]
1 2 3 8 4 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 117 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1111ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1112ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1114ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1115ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 121 dws SO: the, Input: [d]
1 2 3 8 4 122 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 123 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 125 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 126 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 127 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 128 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1210ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1211ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1212ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1214ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1215ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1216ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1217ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1218ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1219ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 1220ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1221ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1222ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1223ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 1224ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1225ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 1226ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1227ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1228ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1229ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 1230ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1231ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1232ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1233ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 13ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 131 dws SO: the, Input: [d]
1 2 3 8 4 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 133 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 135 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 137 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 139 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1310ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1313ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1316ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1318ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1320ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1321ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1322ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1323ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 1324ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1325ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1326ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1327ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 1328ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1329ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 1330ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1331ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1332ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1333ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 1334ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1335ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1336ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1337ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 141 dws SO: the, Input: [d]
1 2 3 8 4 142 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 143 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 145 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 146 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 147 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 148 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1411ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1412ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1414ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1415ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1416ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1417ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1418ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1419ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 1420ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1421ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1422ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1423ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 1424ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1425ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 1426ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1427ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1428ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1429ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 1430ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1431ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1432ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1433ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 15ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 4 151 dws SO: the, Input: [d]
1 2 3 8 4 152 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 153 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 155 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 156 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 157 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 158 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1511ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1512ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1514ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1516ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1517ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 4 1518ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1519ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 4 1520ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1521ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1522ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1523ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 1524ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1525ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 1526ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1527ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1528ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 1529ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 1530ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1531ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1532ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 4 1533ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 16ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 161 dws SO: the, Input: [d]
1 2 3 8 4 162 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 4 163 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 4 164 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 4 165 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 4 17ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 4 171 dws SO: the, Input: [d]
1 2 3 8 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 181 dws SO: the, Input: [d]
1 2 3 8 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 4 191 dws SO: the, Input: [d]
1 2 3 8 4 192 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 4 193 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 4 194 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 4 195 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 4 196 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 4 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 4 198 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 4 199 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 4 1910ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 4 1911ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 4 1912ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 4 1913ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 1914ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1915ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 4 1916ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 4 1917ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 1918ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 4 1919ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 1920ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 4 1921ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 4 201 dws SO: the, Input: [d]
1 2 3 8 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 4 211 dws SO: the, Input: [d]
1 2 3 8 4 212 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 4 213 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 4 214 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 4 215 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 4 216 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 4 217 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 4 218 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 4 219 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 4 2110ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 2111ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 4 2112ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 4 2113ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 2114ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 4 2115ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 2116ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 4 2117ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 221 dws SO: the, Input: [d]
1 2 3 8 4 222 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 4 223 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 4 224 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 4 225 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 4 231 dws SO: the, Input: [d]
1 2 3 8 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 241 dws SO: the, Input: [d]
1 2 3 8 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 4 251 dws SO: the, Input: [d]
1 2 3 8 4 252 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 4 253 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 4 254 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 4 255 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 4 256 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 4 257 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 258 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 4 259 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 4 261 dws SO: the, Input: [d]
1 2 3 8 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 4 271 dws SO: the, Input: [d]
1 2 3 8 4 272 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 4 273 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 4 274 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 4 275 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 4 281 dws SO: the, Input: [d]
1 2 3 8 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 4 291 dws SO: the, Input: [d]
1 2 3 8 5 ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 8 5 1 dws SO: the, Input: [d]
1 2 3 8 5 1 1 esm SO: {the,d}, Input: []
1 2 3 8 5 1 2 epm SO: <the,d>, Input: []
1 2 3 8 5 1 3 epm SO: <d,the>, Input: []
1 2 3 8 5 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 1 dws SO: the, Input: [d]
1 2 3 8 5 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 2 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 2 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 2 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 2 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 2 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 2 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 2 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 2 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 2 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 2 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 2 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 2 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 2 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 2 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 1 dws SO: the, Input: [d]
1 2 3 8 5 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 1 dws SO: the, Input: [d]
1 2 3 8 5 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 4 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 4 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 4 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 4 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 4 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 4 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 4 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 4 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 4 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 4 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 4 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 4 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 4 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 4 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 1 dws SO: the, Input: [d]
1 2 3 8 5 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 1 dws SO: the, Input: [d]
1 2 3 8 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 1 dws SO: the, Input: [d]
1 2 3 8 5 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 7 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 7 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 7 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 7 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 7 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 7 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 7 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 7 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 7 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 7 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 7 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 7 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 7 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 7 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 1 dws SO: the, Input: [d]
1 2 3 8 5 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 9 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 1 dws SO: the, Input: [d]
1 2 3 8 5 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 9 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 9 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 9 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 9 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 9 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 9 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 9 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 9 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 9 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 9 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 9 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 9 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 9 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 9 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 9 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 9 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 9 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 9 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 101 dws SO: the, Input: [d]
1 2 3 8 5 102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 1018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 1020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 1022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 1025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 1026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 111 dws SO: the, Input: [d]
1 2 3 8 5 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 121 dws SO: the, Input: [d]
1 2 3 8 5 122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 1218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 1220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 1222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 1225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 1226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 13ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 5 131 dws SO: the, Input: [d]
1 2 3 8 5 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 5 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 5 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 5 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 14ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 5 141 dws SO: the, Input: [d]
1 2 3 8 5 15ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 5 151 dws SO: the, Input: [d]
1 2 3 8 5 152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 5 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 5 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 5 155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 5 156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 5 157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 5 158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 5 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 5 1510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 5 1511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 5 1512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 5 1513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 1514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 5 1516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 5 1517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 1518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 5 1519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 5 1521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 5 16ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 5 161 dws SO: the, Input: [d]
1 2 3 8 5 17ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 5 171 dws SO: the, Input: [d]
1 2 3 8 5 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 5 173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 5 174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 5 175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 5 176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 5 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 5 178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 5 179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 5 1710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 5 1712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 5 1713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 1714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 5 1715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 1716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 5 1717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 5 18ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 181 dws SO: the, Input: [d]
1 2 3 8 5 182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 5 183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 5 184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 5 185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 5 19ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 5 191 dws SO: the, Input: [d]
1 2 3 8 5 20ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 201 dws SO: the, Input: [d]
1 2 3 8 5 21ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 5 211 dws SO: the, Input: [d]
1 2 3 8 5 212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 5 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 5 214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 5 215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 5 216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 5 217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 5 219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 5 22ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 5 221 dws SO: the, Input: [d]
1 2 3 8 5 23ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 5 231 dws SO: the, Input: [d]
1 2 3 8 5 232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 5 233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 5 234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 5 235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 5 24ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 5 241 dws SO: the, Input: [d]
1 2 3 8 5 25ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 5 251 dws SO: the, Input: [d]
1 2 3 8 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 8 6 1 dws SO: the, Input: [d]
1 2 3 8 6 1 1 esm SO: {the,d}, Input: []
1 2 3 8 6 1 2 epm SO: <the,d>, Input: []
1 2 3 8 6 1 3 epm SO: <d,the>, Input: []
1 2 3 8 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 1 dws SO: the, Input: [d]
1 2 3 8 6 2 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 2 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 2 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 2 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 2 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 2 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 2 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 2 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 2 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 2 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 2 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 2 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 2 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 2 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 2 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 1 dws SO: the, Input: [d]
1 2 3 8 6 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 13ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 14ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 1 dws SO: the, Input: [d]
1 2 3 8 6 4 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 4 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 4 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 4 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 4 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 4 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 4 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 4 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 4 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 4 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 4 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 4 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 4 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 4 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 4 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 1 dws SO: the, Input: [d]
1 2 3 8 6 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 11ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 1 dws SO: the, Input: [d]
1 2 3 8 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 5 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 14ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 6 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 6 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 6 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 6 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 6 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 6 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 6 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 6 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 6 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 6 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 6 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 6 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 6 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 6 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 6 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 6 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 1 dws SO: the, Input: [d]
1 2 3 8 6 7 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 7 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 7 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 7 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 7 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 7 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 7 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 7 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 7 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 7 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 7 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 7 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 7 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 7 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 7 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 1 dws SO: the, Input: [d]
1 2 3 8 6 8 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 8 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 8 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 8 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 8 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 8 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 8 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 8 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 8 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 8 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 8 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 8 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 8 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 8 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 8 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 1 dws SO: the, Input: [d]
1 2 3 8 6 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 7 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 13ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 18ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 9 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 9 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 9 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 9 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 9 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 9 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 9 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 9 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 9 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 9 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 9 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 9 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 9 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 9 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 9 34ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 9 35ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 9 36ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 9 37ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 101 dws SO: the, Input: [d]
1 2 3 8 6 102 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 103 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 104 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 106 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 108 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 109 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1010ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1011ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1012ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1013ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1014ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1015ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1016ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1017ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 1018ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 1019ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 1020ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1021ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 1022ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1023ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1024ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 1025ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 1026ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1027ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1028ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1029ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 11ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 111 dws SO: the, Input: [d]
1 2 3 8 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 115 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1114ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 1121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 1122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 1123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 1124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 1126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 1129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 1130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 12ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 121 dws SO: the, Input: [d]
1 2 3 8 6 122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 123 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1211ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1212ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1214ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1216ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1217ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 1218ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 1219ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 1220ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1221ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 1222ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1223ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1224ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 1225ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 1226ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1227ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1228ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1229ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 13ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 6 131 dws SO: the, Input: [d]
1 2 3 8 6 132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 133 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1311ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1312ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 6 1316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 1317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 6 1318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 1319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 1320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 1322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 1325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 1326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 6 1329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 14ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 141 dws SO: the, Input: [d]
1 2 3 8 6 15ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 6 151 dws SO: the, Input: [d]
1 2 3 8 6 152 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 6 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 6 154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 6 155 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 6 156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 6 157 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 6 158 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 6 159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 6 1510ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 6 1511ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 6 1512ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 6 1513ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 1514ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1515ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 6 1516ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 6 1517ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 1518ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 6 1519ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1520ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 6 1521ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 6 16ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 6 161 dws SO: the, Input: [d]
1 2 3 8 6 17ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 6 171 dws SO: the, Input: [d]
1 2 3 8 6 172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 6 173 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 6 174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 6 175 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 6 176 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 6 177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 6 178 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 6 179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 6 1710ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1711ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 6 1712ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 6 1713ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 1714ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 6 1715ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 1716ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 6 1717ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 6 18ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 181 dws SO: the, Input: [d]
1 2 3 8 6 182 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 6 183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 6 184 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 6 185 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 6 19ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 6 191 dws SO: the, Input: [d]
1 2 3 8 6 20ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 201 dws SO: the, Input: [d]
1 2 3 8 6 21ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 6 211 dws SO: the, Input: [d]
1 2 3 8 6 212 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 6 213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 6 214 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 6 215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 6 216 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 6 217 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 218 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 6 219 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 6 22ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 6 221 dws SO: the, Input: [d]
1 2 3 8 6 23ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 6 231 dws SO: the, Input: [d]
1 2 3 8 6 232 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 6 233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 6 234 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 6 235 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 6 24ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 6 241 dws SO: the, Input: [d]
1 2 3 8 6 25ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 6 251 dws SO: the, Input: [d]
1 2 3 8 7 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 8 7 1 dws SO: the, Input: [d]
1 2 3 8 7 1 1 esm SO: {the,d}, Input: []
1 2 3 8 7 1 2 epm SO: <the,d>, Input: []
1 2 3 8 7 1 3 epm SO: <d,the>, Input: []
1 2 3 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 1 dws SO: the, Input: [d]
1 2 3 8 7 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 7 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 1 dws SO: the, Input: [d]
1 2 3 8 7 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 13ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 16ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 18ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 19ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 3 30ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 3 31ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 3 32ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 3 33ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 3 34ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 3 35ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 3 36ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 3 37ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 1 dws SO: the, Input: [d]
1 2 3 8 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 5 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 11ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 21ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 1 dws SO: the, Input: [d]
1 2 3 8 7 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 13ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 16ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 18ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 19ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 5 30ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 5 31ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 5 32ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 5 33ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 5 34ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 5 35ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 5 36ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 5 37ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 1 dws SO: the, Input: [d]
1 2 3 8 7 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 17ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 19ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 6 30ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 6 31ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 6 32ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 6 33ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 6 34ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 6 35ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 6 36ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 6 37ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 1 dws SO: the, Input: [d]
1 2 3 8 7 7 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 13ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 14ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 15ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 16ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 17ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 18ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 19ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 20ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 22ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 23ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 24ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 25ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 26ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 27ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 28ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 29ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 7 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 7 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 7 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 7 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 7 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 7 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 7 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 7 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 7 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 7 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 7 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 7 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 7 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 7 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 7 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 7 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 7 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 7 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 7 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 7 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 7 50ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 7 51ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 7 52ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 7 53ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 7 54ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 7 55ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 7 56ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 7 57ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 1 dws SO: the, Input: [d]
1 2 3 8 7 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 3 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 13ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 14ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 16ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 18ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 19ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 8 30ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 8 31ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 8 32ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 8 33ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 8 34ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 8 35ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 8 36ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 8 37ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 1 dws SO: the, Input: [d]
1 2 3 8 7 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 11ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 12ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 18ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 101 dws SO: the, Input: [d]
1 2 3 8 7 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 105 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1011ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1012ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1017ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1018ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1019ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1020ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1021ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1022ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1023ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1024ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1025ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 111 dws SO: the, Input: [d]
1 2 3 8 7 112 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 113 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 115 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 117 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 118 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 119 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1110ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1113ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1114ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1115ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1116ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1117ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1118ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1119ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1120ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1121ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 1122ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1123ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1124ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1125ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1126ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1127ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 1128ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1129ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 1130ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1131ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1132ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1133ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1134ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1135ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1136ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1137ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 121 dws SO: the, Input: [d]
1 2 3 8 7 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 123 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 125 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 127 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 129 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1210ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1213ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1215ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1216ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1217ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1218ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1219ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1220ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1221ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 1222ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1223ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1224ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1225ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1226ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1227ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 1228ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1229ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 1230ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1231ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1232ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1233ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1234ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1235ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1236ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1237ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 131 dws SO: the, Input: [d]
1 2 3 8 7 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 137 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 138 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1310ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1312ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1313ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1314ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1316ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1317ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1318ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1324ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1325ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1326ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1327ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1328ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1329ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 1330ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1331ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1332ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1333ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1334ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1335ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 1336ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1337ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 1338ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1339ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1340ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1341ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1342ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1343ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1344ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1345ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 141 dws SO: the, Input: [d]
1 2 3 8 7 142 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 143 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 145 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 147 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 148 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 149 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1410ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1412ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1413ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1414ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1416ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1417ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1418ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1419ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1420ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1421ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 1422ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1423ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1424ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1425ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1426ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1427ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 1428ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1429ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 1430ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1431ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1432ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1433ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1434ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1435ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1436ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1437ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 151 dws SO: the, Input: [d]
1 2 3 8 7 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 153 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 154 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 155 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 156 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 157 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 158 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 159 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1510ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1511ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1512ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1514ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1515ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1516ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1518ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1520ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1521ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1522ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1523ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1524ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1525ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 1526ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1527ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1528ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1529ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1530ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1531ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 1532ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1533ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 1534ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1535ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1536ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1537ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1538ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1539ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1540ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1541ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 161 dws SO: the, Input: [d]
1 2 3 8 7 162 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 163 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 165 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 167 ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 168 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 169 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1610ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1612ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1613ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1614ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1616ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1617ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1618ism SO: {book,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1619ism SO: {n!case,{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1620ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1621ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 1622ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1623ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1624ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1625ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1626ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1627ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 1628ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1629ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 1630ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1631ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1632ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1633ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1634ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1635ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1636ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1637ipm SO: <{book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 7 171 dws SO: the, Input: [d]
1 2 3 8 7 172 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 173 ism SO: {{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 174 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 175 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 176 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 177 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 178 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 179 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1710ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1712ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1713ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1714ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1716ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1717ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1718ism SO: {book,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1719ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 7 1720ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1721ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 7 1722ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1723ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1724ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1725ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1726ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1727ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 1728ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1729ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 1730ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1731ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1732ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 1733ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 1734ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1735ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 1736ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 7 1737ipm SO: <{n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 18ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 181 dws SO: the, Input: [d]
1 2 3 8 7 182 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 7 183 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 7 184 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 7 185 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 7 186 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 7 187 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 188 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 7 189 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 7 19ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 7 191 dws SO: the, Input: [d]
1 2 3 8 7 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 201 dws SO: the, Input: [d]
1 2 3 8 7 202 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 7 203 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 7 204 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 7 205 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 7 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 7 211 dws SO: the, Input: [d]
1 2 3 8 7 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 221 dws SO: the, Input: [d]
1 2 3 8 7 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 7 231 dws SO: the, Input: [d]
1 2 3 8 7 232 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 7 233 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 7 234 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 7 235 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 7 236 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 7 237 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 7 238 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 7 239 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 7 2310ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 7 2311ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 7 2312ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 7 2313ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 2314ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 2315ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 7 2316ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 7 2317ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 2318ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 7 2319ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 2320ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 7 2321ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 7 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 7 241 dws SO: the, Input: [d]
1 2 3 8 7 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 7 251 dws SO: the, Input: [d]
1 2 3 8 7 252 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 7 253 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 7 254 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 7 255 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 7 256 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 7 257 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 7 258 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 7 259 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 7 2510ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 2511ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 7 2512ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 7 2513ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 2514ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 7 2515ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 2516ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 7 2517ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 7 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 261 dws SO: the, Input: [d]
1 2 3 8 7 262 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 7 263 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 7 264 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 7 265 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 7 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 7 271 dws SO: the, Input: [d]
1 2 3 8 7 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 281 dws SO: the, Input: [d]
1 2 3 8 7 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 7 291 dws SO: the, Input: [d]
1 2 3 8 7 292 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 7 293 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 7 294 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 7 295 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 7 296 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 7 297 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 298 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 7 299 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 7 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 7 301 dws SO: the, Input: [d]
1 2 3 8 7 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 7 311 dws SO: the, Input: [d]
1 2 3 8 7 312 ism SO: {book,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 7 313 ism SO: {n!case,<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 7 314 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 7 315 ipm SO: <<{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 7 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 7 321 dws SO: the, Input: [d]
1 2 3 8 7 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 7 331 dws SO: the, Input: [d]
1 2 3 8 8 ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 8 8 1 dws SO: the, Input: [d]
1 2 3 8 8 1 1 esm SO: {the,d}, Input: []
1 2 3 8 8 1 2 epm SO: <the,d>, Input: []
1 2 3 8 8 1 3 epm SO: <d,the>, Input: []
1 2 3 8 8 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 1 dws SO: the, Input: [d]
1 2 3 8 8 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 2 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 2 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 2 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 2 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 2 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 2 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 2 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 2 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 2 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 2 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 2 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 2 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 2 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 2 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 3 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 1 dws SO: the, Input: [d]
1 2 3 8 8 3 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 3 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 3 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 3 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 3 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 3 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 3 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 3 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 3 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 3 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 3 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 3 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 3 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 3 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 3 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 3 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 3 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 3 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 3 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 3 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 3 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 3 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 3 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 3 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 3 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 1 dws SO: the, Input: [d]
1 2 3 8 8 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 4 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 4 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 4 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 4 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 4 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 4 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 4 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 4 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 4 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 4 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 4 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 4 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 4 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 4 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 1 dws SO: the, Input: [d]
1 2 3 8 8 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 1 dws SO: the, Input: [d]
1 2 3 8 8 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 1 dws SO: the, Input: [d]
1 2 3 8 8 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 7 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 7 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 7 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 7 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 7 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 7 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 7 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 7 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 7 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 7 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 7 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 7 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 7 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 7 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 1 dws SO: the, Input: [d]
1 2 3 8 8 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 1 dws SO: the, Input: [d]
1 2 3 8 8 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 9 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 9 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 9 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 9 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 9 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 9 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 9 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 9 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 9 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 9 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 9 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 9 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 9 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 9 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 9 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 9 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 9 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 9 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 101 dws SO: the, Input: [d]
1 2 3 8 8 102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 1018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 1020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 1022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 1025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 1026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 111 dws SO: the, Input: [d]
1 2 3 8 8 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 121 dws SO: the, Input: [d]
1 2 3 8 8 122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 1218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 1220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 1222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 1225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 1226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 13ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 8 131 dws SO: the, Input: [d]
1 2 3 8 8 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 8 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 8 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 8 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 14ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 8 141 dws SO: the, Input: [d]
1 2 3 8 8 15ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 8 151 dws SO: the, Input: [d]
1 2 3 8 8 152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 8 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 8 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 8 155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 8 156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 8 157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 8 158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 8 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 8 1510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 8 1511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 8 1512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 8 1513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 1514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 8 1516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 8 1517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 1518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 8 1519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 8 1521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 8 16ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 8 161 dws SO: the, Input: [d]
1 2 3 8 8 17ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 8 171 dws SO: the, Input: [d]
1 2 3 8 8 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 8 173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 8 174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 8 175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 8 176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 8 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 8 178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 8 179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 8 1710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 8 1712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 8 1713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 1714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 8 1715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 1716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 8 1717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 8 18ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 181 dws SO: the, Input: [d]
1 2 3 8 8 182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 8 183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 8 184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 8 185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 8 19ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 8 191 dws SO: the, Input: [d]
1 2 3 8 8 20ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 201 dws SO: the, Input: [d]
1 2 3 8 8 21ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 8 211 dws SO: the, Input: [d]
1 2 3 8 8 212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 8 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 8 214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 8 215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 8 216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 8 217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 8 219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 8 22ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 8 221 dws SO: the, Input: [d]
1 2 3 8 8 23ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 8 231 dws SO: the, Input: [d]
1 2 3 8 8 232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 8 233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 8 234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 8 235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 8 24ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 8 241 dws SO: the, Input: [d]
1 2 3 8 8 25ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 8 251 dws SO: the, Input: [d]
1 2 3 8 9 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 8 9 1 dws SO: the, Input: [d]
1 2 3 8 9 1 1 esm SO: {the,d}, Input: []
1 2 3 8 9 1 2 epm SO: <the,d>, Input: []
1 2 3 8 9 1 3 epm SO: <d,the>, Input: []
1 2 3 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 1 dws SO: the, Input: [d]
1 2 3 8 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 1 dws SO: the, Input: [d]
1 2 3 8 9 3 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 3 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 3 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 3 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 3 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 3 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 3 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 3 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 3 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 3 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 3 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 3 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 3 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 3 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 3 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 3 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 3 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 1 dws SO: the, Input: [d]
1 2 3 8 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 11ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 14ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 16ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 4 18ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 4 19ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 4 20ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 4 21ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 4 22ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 4 23ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 4 24ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 4 25ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 4 26ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 4 27ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 4 28ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 4 29ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 4 30ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 4 31ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 4 32ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 4 33ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 1 dws SO: the, Input: [d]
1 2 3 8 9 5 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 13ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 14ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 15ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 16ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 17ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 18ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 20ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 21ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 22ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 23ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 25ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 26ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 27ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 5 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 5 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 5 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 5 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 5 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 5 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 5 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 5 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 5 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 5 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 5 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 5 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 5 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 5 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 5 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 5 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 5 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 5 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 5 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 5 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 5 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 5 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 5 50ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 5 51ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 5 52ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 5 53ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 1 dws SO: the, Input: [d]
1 2 3 8 9 6 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 6 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 6 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 6 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 6 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 6 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 6 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 6 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 6 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 6 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 6 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 6 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 6 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 6 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 6 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 6 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 6 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 1 dws SO: the, Input: [d]
1 2 3 8 9 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 11ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 16ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 1 dws SO: the, Input: [d]
1 2 3 8 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 5 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 8 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 8 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 8 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 8 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 8 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 8 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 8 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 8 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 8 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 8 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 8 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 8 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 8 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 8 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 8 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 8 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 8 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 8 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 1 dws SO: the, Input: [d]
1 2 3 8 9 9 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 3 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 14ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 9 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 9 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 9 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 9 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 9 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 9 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 9 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 9 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 9 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 9 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 9 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 9 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 9 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 9 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 9 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 9 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 101 dws SO: the, Input: [d]
1 2 3 8 9 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 103 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 105 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 107 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 108 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1011ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1014ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1016ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1017ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1018ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1019ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 1020ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1021ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1022ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1023ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 1024ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1025ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 1026ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1027ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1028ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1029ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 1030ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1031ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1032ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1033ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 111 dws SO: the, Input: [d]
1 2 3 8 9 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 117 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1111ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1112ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1114ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1115ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 121 dws SO: the, Input: [d]
1 2 3 8 9 122 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 123 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 125 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 126 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 127 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 128 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1210ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1211ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1212ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1214ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1215ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1216ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1217ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1218ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1219ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 1220ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1221ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1222ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1223ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 1224ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1225ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 1226ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1227ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1228ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1229ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 1230ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1231ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1232ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1233ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 131 dws SO: the, Input: [d]
1 2 3 8 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 135 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 139 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1310ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1313ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1316ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1320ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1321ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1322ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1323ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 1324ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1325ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1326ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1327ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 1328ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1329ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 1330ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1331ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1332ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1333ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 1334ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1335ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1336ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1337ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 141 dws SO: the, Input: [d]
1 2 3 8 9 142 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 143 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 145 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 146 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 147 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 148 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1410ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1411ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1412ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1414ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1416ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1417ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1418ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1419ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 1420ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1421ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1422ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1423ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 1424ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1425ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 1426ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1427ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1428ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1429ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 1430ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1431ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1432ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1433ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 15ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 9 151 dws SO: the, Input: [d]
1 2 3 8 9 152 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 153 ism SO: {{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 155 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 156 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 157 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 158 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1511ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1512ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1514ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1516ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1517ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 9 1518ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1519ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 9 1520ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1521ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1522ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1523ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 1524ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1525ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 1526ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1527ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1528ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 1529ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 1530ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1531ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1532ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 9 1533ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 16ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 161 dws SO: the, Input: [d]
1 2 3 8 9 162 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 9 163 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 9 164 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 9 165 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 9 17ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 9 171 dws SO: the, Input: [d]
1 2 3 8 9 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 181 dws SO: the, Input: [d]
1 2 3 8 9 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 9 191 dws SO: the, Input: [d]
1 2 3 8 9 192 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 9 193 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 9 194 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 9 195 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 9 196 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 9 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 9 198 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 9 199 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 9 1910ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 9 1911ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 9 1912ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 9 1913ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 1914ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1915ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 9 1916ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 9 1917ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 1918ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 9 1919ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 1920ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 9 1921ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 9 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 9 201 dws SO: the, Input: [d]
1 2 3 8 9 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 9 211 dws SO: the, Input: [d]
1 2 3 8 9 212 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 9 213 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 9 214 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 9 215 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 9 216 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 9 217 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 9 218 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 9 219 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 9 2110ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 2111ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 9 2112ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 9 2113ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 2114ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 9 2115ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 2116ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 9 2117ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 9 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 221 dws SO: the, Input: [d]
1 2 3 8 9 222 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 9 223 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 9 224 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 9 225 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 9 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 9 231 dws SO: the, Input: [d]
1 2 3 8 9 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 241 dws SO: the, Input: [d]
1 2 3 8 9 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 9 251 dws SO: the, Input: [d]
1 2 3 8 9 252 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 9 253 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 9 254 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 9 255 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 9 256 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 9 257 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 258 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 9 259 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 9 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 9 261 dws SO: the, Input: [d]
1 2 3 8 9 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 9 271 dws SO: the, Input: [d]
1 2 3 8 9 272 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 9 273 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 9 274 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 9 275 ipm SO: <<{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 9 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 9 281 dws SO: the, Input: [d]
1 2 3 8 9 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 9 291 dws SO: the, Input: [d]
1 2 3 8 10ism SO: {book,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 8 101 dws SO: the, Input: [d]
1 2 3 8 101 1 esm SO: {the,d}, Input: []
1 2 3 8 101 2 epm SO: <the,d>, Input: []
1 2 3 8 101 3 epm SO: <d,the>, Input: []
1 2 3 8 102 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 102 1 dws SO: the, Input: [d]
1 2 3 8 102 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 102 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 102 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 102 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 102 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 102 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 102 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 102 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 102 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 102 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 102 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 102 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 102 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 102 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 102 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 103 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 103 1 dws SO: the, Input: [d]
1 2 3 8 103 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 13ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 14ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 103 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 103 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 103 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 103 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 103 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 103 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 103 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 103 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 103 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 103 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 103 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 103 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 103 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 103 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 103 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 103 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 103 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 103 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 103 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 103 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 103 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 103 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 103 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 103 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 104 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 104 1 dws SO: the, Input: [d]
1 2 3 8 104 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 104 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 104 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 104 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 104 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 104 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 104 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 104 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 104 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 104 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 104 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 104 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 104 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 104 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 104 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 105 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 105 1 dws SO: the, Input: [d]
1 2 3 8 105 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 11ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 105 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 105 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 105 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 105 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 105 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 105 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 105 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 105 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 105 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 105 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 105 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 105 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 105 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 105 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 105 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 105 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 105 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 105 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 105 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 105 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 105 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 105 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 106 1 dws SO: the, Input: [d]
1 2 3 8 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 5 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 14ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 106 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 106 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 106 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 106 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 106 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 106 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 106 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 106 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 106 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 106 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 106 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 106 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 106 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 106 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 106 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 106 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 107 ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 107 1 dws SO: the, Input: [d]
1 2 3 8 107 2 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 4 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 6 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 9 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 11ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 12ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 14ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 107 16ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 107 17ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 107 18ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 107 19ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 107 20ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 107 21ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 107 22ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 107 23ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 107 24ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 107 25ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 107 26ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 107 27ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 107 28ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 107 29ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 108 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 108 1 dws SO: the, Input: [d]
1 2 3 8 108 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 3 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 11ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 12ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 108 16ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 108 17ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 108 18ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 108 19ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 108 20ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 108 21ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 108 22ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 108 23ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 108 24ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 108 25ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 108 26ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 108 27ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 108 28ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 108 29ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 109 ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 109 1 dws SO: the, Input: [d]
1 2 3 8 109 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 7 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 10ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 13ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 14ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 16ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 18ism SO: {book,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 19ism SO: {n!case,{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 109 20ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 109 21ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 109 22ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 109 23ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 109 24ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 109 25ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 109 26ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 109 27ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 109 28ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 109 29ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 109 30ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 109 31ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 109 32ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 109 33ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 109 34ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 109 35ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 109 36ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 109 37ipm SO: <{{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 1010ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 10101 dws SO: the, Input: [d]
1 2 3 8 10102 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10103 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10104 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10106 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10108 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10109 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101010ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101011ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101012ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101013ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101014ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101015ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101016ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101017ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 101018ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101019ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 101020ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101021ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 101022ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 101023ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101024ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 101025ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 101026ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101027ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 101028ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101029ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 1011ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 10111 dws SO: the, Input: [d]
1 2 3 8 10112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10115 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101114ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 101119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 101121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 101122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 101124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 101126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 101127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 101129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 101130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 101132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 1012ism SO: {book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 10121 dws SO: the, Input: [d]
1 2 3 8 10122 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10123 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10124 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10126 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10129 ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101210ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101211ism SO: {{book,{book,n!case}},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101212ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101214ism SO: {book,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101215ism SO: {n!case,{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101216ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101217ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 101218ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101219ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 101220ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101221ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 101222ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 101223ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101224ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 101225ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 101226ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101227ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 101228ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101229ipm SO: <{book,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 1013ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 10131 dws SO: the, Input: [d]
1 2 3 8 10132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10133 ism SO: {{book,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 10139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101311ism SO: {{book,{book,n!case}},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101312ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101314ism SO: {book,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 101316ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 101317ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 101318ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101319ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 101320ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101321ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 101322ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 101323ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101324ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 101325ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 101326ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101327ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 101328ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 101329ipm SO: <{n!case,{book,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 1014ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 10141 dws SO: the, Input: [d]
1 2 3 8 1015ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 10151 dws SO: the, Input: [d]
1 2 3 8 10152 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 10153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 10154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 10155 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 10156 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 10157 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 10158 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 10159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 101510ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 101511ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 101512ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 101513ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 101514ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 101515ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 101516ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 101517ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 101518ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 101519ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 101520ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 101521ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 1016ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 10161 dws SO: the, Input: [d]
1 2 3 8 1017ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 10171 dws SO: the, Input: [d]
1 2 3 8 10172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 10173 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 10174 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 10175 ism SO: {{book,{book,n!case}},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 10176 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 10177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 10178 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 10179 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 101710ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 101711ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 101712ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 101713ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 101714ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 101715ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 101716ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 101717ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 1018ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 10181 dws SO: the, Input: [d]
1 2 3 8 10182 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 10183 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 10184 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 10185 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 1019ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 10191 dws SO: the, Input: [d]
1 2 3 8 1020ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 10201 dws SO: the, Input: [d]
1 2 3 8 1021ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 10211 dws SO: the, Input: [d]
1 2 3 8 10212 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 10213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 10214 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 10215 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 10216 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 10217 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 10218 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 10219 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 1022ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 10221 dws SO: the, Input: [d]
1 2 3 8 1023ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 10231 dws SO: the, Input: [d]
1 2 3 8 10232 ism SO: {book,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 10233 ism SO: {n!case,<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 10234 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 10235 ipm SO: <<{book,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 1024ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 10241 dws SO: the, Input: [d]
1 2 3 8 1025ipm SO: <{book,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 10251 dws SO: the, Input: [d]
1 2 3 8 11ism SO: {n!case,{book,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 8 111 dws SO: the, Input: [d]
1 2 3 8 111 1 esm SO: {the,d}, Input: []
1 2 3 8 111 2 epm SO: <the,d>, Input: []
1 2 3 8 111 3 epm SO: <d,the>, Input: []
1 2 3 8 112 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 112 1 dws SO: the, Input: [d]
1 2 3 8 112 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 112 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 112 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 112 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 112 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 112 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 112 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 112 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 112 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 112 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 112 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 112 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 112 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 112 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 112 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 113 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 113 1 dws SO: the, Input: [d]
1 2 3 8 113 2 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 3 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 5 ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 6 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 7 ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 8 ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 9 ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 10ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 11ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 12ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 13ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 14ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 15ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 16ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 18ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 19ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 20ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 21ism SO: {{book,{book,n!case}},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 22ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 23ism SO: {{book,n!case},{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 24ism SO: {book,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 25ism SO: {n!case,{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 113 26ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 113 27ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 113 28ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 113 29ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 113 30ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 113 31ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 113 32ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 113 33ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 113 34ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 113 35ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 113 36ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 113 37ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 113 38ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 113 39ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 113 40ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 113 41ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 113 42ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 113 43ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 113 44ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 113 45ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 113 46ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 113 47ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 113 48ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 113 49ipm SO: <{{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 114 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 114 1 dws SO: the, Input: [d]
1 2 3 8 114 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 114 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 114 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 114 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 114 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 114 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 114 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 114 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 114 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 114 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 114 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 114 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 114 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 114 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 114 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 115 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 115 1 dws SO: the, Input: [d]
1 2 3 8 115 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 11ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 13ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 115 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 115 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 115 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 115 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 115 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 115 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 115 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 115 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 115 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 115 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 115 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 115 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 115 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 115 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 115 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 115 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 115 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 115 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 115 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 115 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 115 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 115 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 116 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 116 1 dws SO: the, Input: [d]
1 2 3 8 116 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 5 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 7 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 14ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 116 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 116 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 116 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 116 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 116 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 116 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 116 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 116 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 116 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 116 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 116 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 116 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 116 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 116 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 116 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 116 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 117 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 117 1 dws SO: the, Input: [d]
1 2 3 8 117 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 11ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 12ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 117 16ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 117 17ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 117 18ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 117 19ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 117 20ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 117 21ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 117 22ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 117 23ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 117 24ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 117 25ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 117 26ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 117 27ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 117 28ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 117 29ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 118 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 118 1 dws SO: the, Input: [d]
1 2 3 8 118 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 3 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 5 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 12ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 118 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 118 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 118 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 118 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 118 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 118 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 118 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 118 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 118 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 118 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 118 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 118 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 118 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 118 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 119 1 dws SO: the, Input: [d]
1 2 3 8 119 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 7 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 9 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 13ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 18ism SO: {book,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 119 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 119 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 119 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 119 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 119 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 119 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 119 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 119 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 119 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 119 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 119 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 119 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 119 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 119 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 119 34ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 119 35ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 119 36ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 119 37ipm SO: <{{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 1110ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 11101 dws SO: the, Input: [d]
1 2 3 8 11102 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11103 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11104 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11105 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11106 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11108 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11109 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111010ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111011ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111012ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111013ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111014ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111015ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111016ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111017ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 111018ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 111019ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 111020ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111021ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 111022ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 111023ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111024ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 111025ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 111026ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111027ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 111028ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111029ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 1111ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 11111 dws SO: the, Input: [d]
1 2 3 8 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11115 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11117 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111114ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 111119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 111121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 111122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 111123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 111124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 111126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 111127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 111129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 111130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 111132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 1112ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 11121 dws SO: the, Input: [d]
1 2 3 8 11122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11123 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11125 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111211ism SO: {{book,{book,n!case}},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111212ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111214ism SO: {book,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111216ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111217ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 111218ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 111219ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 111220ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111221ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 111222ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 111223ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111224ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 111225ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 111226ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111227ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 111228ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111229ipm SO: <{book,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 1113ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 8 11131 dws SO: the, Input: [d]
1 2 3 8 11132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11133 ism SO: {{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11135 ism SO: {{book,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 11139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111311ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111312ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 8 111316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 111317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 8 111318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 111319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 111320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 111322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 111323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 111325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 111326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 111328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 8 111329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 8 1114ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 11141 dws SO: the, Input: [d]
1 2 3 8 1115ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 8 11151 dws SO: the, Input: [d]
1 2 3 8 11152 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 11153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 11154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 11155 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 11156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 11157 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 11158 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 11159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 111510ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 111511ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 8 111512ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 111513ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 111514ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 111515ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 111516ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 111517ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 111518ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 111519ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 111520ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 8 111521ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 8 1116ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 11161 dws SO: the, Input: [d]
1 2 3 8 1117ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 11171 dws SO: the, Input: [d]
1 2 3 8 11172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 11173 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 11174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 11175 ism SO: {{book,{book,n!case}},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 11176 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 11177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 11178 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 11179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 111710ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 111711ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 111712ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 111713ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 111714ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 111715ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 111716ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 111717ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 1118ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 11181 dws SO: the, Input: [d]
1 2 3 8 11182 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 11183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 11184 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 11185 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 1119ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 11191 dws SO: the, Input: [d]
1 2 3 8 1120ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 11201 dws SO: the, Input: [d]
1 2 3 8 1121ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 11211 dws SO: the, Input: [d]
1 2 3 8 11212 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 11213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 11214 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 11215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 11216 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 11217 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 11218 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 11219 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 1122ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 11221 dws SO: the, Input: [d]
1 2 3 8 1123ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 11231 dws SO: the, Input: [d]
1 2 3 8 11232 ism SO: {book,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 11233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 11234 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 11235 ipm SO: <<{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 1124ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 8 11241 dws SO: the, Input: [d]
1 2 3 8 1125ipm SO: <{n!case,{book,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 8 11251 dws SO: the, Input: [d]
1 2 3 8 12ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 8 121 dws SO: the, Input: [d]
1 2 3 8 121 1 esm SO: {the,d}, Input: []
1 2 3 8 121 2 epm SO: <the,d>, Input: []
1 2 3 8 121 3 epm SO: <d,the>, Input: []
1 2 3 8 13ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 8 131 dws SO: the, Input: [d]
1 2 3 8 131 1 esm SO: {the,d}, Input: []
1 2 3 8 131 2 epm SO: <the,d>, Input: []
1 2 3 8 131 3 epm SO: <d,the>, Input: []
1 2 3 8 132 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 132 1 dws SO: the, Input: [d]
1 2 3 8 132 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 5 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 6 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 7 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 8 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 10ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 11ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 12ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 13ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 132 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 132 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 132 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 132 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 8 132 18ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 132 19ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 132 20ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 132 21ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 132 22ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 132 23ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 132 24ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 132 25ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 133 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 133 1 dws SO: the, Input: [d]
1 2 3 8 133 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 133 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 133 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 133 5 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 133 6 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 133 7 ism SO: {{book,{book,n!case}},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 133 8 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 133 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 133 10ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 133 11ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 133 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 133 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 8 133 14ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 133 15ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 133 16ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 133 17ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 133 18ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 133 19ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 133 20ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 133 21ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 134 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 134 1 dws SO: the, Input: [d]
1 2 3 8 134 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 134 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 134 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 134 5 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 134 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 134 7 ism SO: {{book,{book,n!case}},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 134 8 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 134 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 134 10ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 134 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 134 12ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 134 13ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 8 134 14ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 134 15ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 134 16ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 134 17ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 134 18ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 134 19ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 134 20ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 134 21ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 135 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 135 1 dws SO: the, Input: [d]
1 2 3 8 135 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 3 ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 5 ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 6 ism SO: {n!case,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 7 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 8 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 9 ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 10ism SO: {n!case,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 12ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 13ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 14ism SO: {book,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 15ism SO: {n!case,{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 135 16ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 135 17ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 135 18ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 135 19ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 135 20ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 135 21ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 8 135 22ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 135 23ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 135 24ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 135 25ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 135 26ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 135 27ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 135 28ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 135 29ipm SO: <{{book,{book,n!case}},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 136 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 136 1 dws SO: the, Input: [d]
1 2 3 8 136 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 136 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 136 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 136 5 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 136 6 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 136 7 ism SO: {{book,{book,n!case}},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 136 8 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 136 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 136 10ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 136 11ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 136 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 136 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 8 136 14ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 136 15ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 136 16ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 136 17ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 136 18ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 136 19ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 136 20ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 136 21ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 137 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 137 1 dws SO: the, Input: [d]
1 2 3 8 137 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 5 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 6 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 7 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 8 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 10ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 11ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 12ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 13ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 137 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 137 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 137 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 137 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 8 137 18ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 137 19ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 137 20ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 137 21ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 137 22ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 137 23ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 137 24ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 137 25ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 138 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 138 1 dws SO: the, Input: [d]
1 2 3 8 138 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 138 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 138 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 138 5 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 138 6 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 138 7 ism SO: {{book,{book,n!case}},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 138 8 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 138 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 138 10ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 138 11ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 138 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 138 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 8 138 14ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 138 15ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 138 16ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 138 17ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 138 18ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 138 19ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 138 20ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 138 21ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 139 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 8 139 1 dws SO: the, Input: [d]
1 2 3 8 139 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 139 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 139 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 139 5 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 139 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 139 7 ism SO: {{book,{book,n!case}},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 139 8 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 139 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 139 10ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 139 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 8 139 12ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 139 13ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 8 139 14ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 139 15ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 139 16ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 139 17ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 139 18ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 139 19ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 139 20ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 8 139 21ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 8 1310ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 13101 dws SO: the, Input: [d]
1 2 3 8 13102 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 8 13103 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 8 13104 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 13105 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 1311ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 13111 dws SO: the, Input: [d]
1 2 3 8 1312ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 13121 dws SO: the, Input: [d]
1 2 3 8 1313ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 13131 dws SO: the, Input: [d]
1 2 3 8 13132 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 13133 ism SO: {{book,n!case},<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 13134 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 13135 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 13136 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 13137 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 13138 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 13139 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 1314ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 13141 dws SO: the, Input: [d]
1 2 3 8 1315ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 13151 dws SO: the, Input: [d]
1 2 3 8 13152 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 8 13153 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 8 13154 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 13155 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 1316ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 8 13161 dws SO: the, Input: [d]
1 2 3 8 1317ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 8 13171 dws SO: the, Input: [d]
1 2 3 8 14ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 141 dws SO: the, Input: [d]
1 2 3 8 141 1 esm SO: {the,d}, Input: []
1 2 3 8 141 2 epm SO: <the,d>, Input: []
1 2 3 8 141 3 epm SO: <d,the>, Input: []
1 2 3 8 142 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 142 1 dws SO: the, Input: [d]
1 2 3 8 142 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 142 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 142 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 142 5 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 142 6 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 8 142 7 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 8 142 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 8 142 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 8 143 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 143 1 dws SO: the, Input: [d]
1 2 3 8 143 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 143 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 143 4 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 143 5 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 143 6 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 8 143 7 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 8 143 8 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 8 143 9 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 8 144 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 144 1 dws SO: the, Input: [d]
1 2 3 8 145 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 145 1 dws SO: the, Input: [d]
1 2 3 8 15ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 8 151 dws SO: the, Input: [d]
1 2 3 8 151 1 esm SO: {the,d}, Input: []
1 2 3 8 151 2 epm SO: <the,d>, Input: []
1 2 3 8 151 3 epm SO: <d,the>, Input: []
1 2 3 8 16ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 8 161 dws SO: the, Input: [d]
1 2 3 8 161 1 esm SO: {the,d}, Input: []
1 2 3 8 161 2 epm SO: <the,d>, Input: []
1 2 3 8 161 3 epm SO: <d,the>, Input: []
1 2 3 8 17ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 8 171 dws SO: the, Input: [d]
1 2 3 8 171 1 esm SO: {the,d}, Input: []
1 2 3 8 171 2 epm SO: <the,d>, Input: []
1 2 3 8 171 3 epm SO: <d,the>, Input: []
1 2 3 8 172 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 172 1 dws SO: the, Input: [d]
1 2 3 8 172 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 172 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 172 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 172 5 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 172 6 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 172 7 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 172 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 8 172 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 8 172 10ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 8 172 11ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 172 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 8 172 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 8 173 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 173 1 dws SO: the, Input: [d]
1 2 3 8 173 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 173 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 173 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 173 5 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 173 6 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 173 7 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 173 8 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 173 9 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 173 10ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 173 11ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 8 173 12ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 8 173 13ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 8 173 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 8 173 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 173 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 8 173 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 8 174 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 174 1 dws SO: the, Input: [d]
1 2 3 8 174 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 174 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 174 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 174 5 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 174 6 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 174 7 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 174 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 8 174 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 8 174 10ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 8 174 11ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 174 12ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 8 174 13ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 8 175 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 8 175 1 dws SO: the, Input: [d]
1 2 3 8 175 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 175 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 175 4 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 175 5 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 175 6 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 175 7 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 8 175 8 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 8 175 9 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 8 175 10ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 8 175 11ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 8 175 12ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 8 175 13ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 8 176 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 176 1 dws SO: the, Input: [d]
1 2 3 8 177 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 8 177 1 dws SO: the, Input: [d]
1 2 3 8 177 2 ism SO: {book,<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 8 177 3 ism SO: {n!case,<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 8 177 4 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 177 5 ipm SO: <<<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 178 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 8 178 1 dws SO: the, Input: [d]
1 2 3 8 179 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 8 179 1 dws SO: the, Input: [d]
1 2 3 8 18ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 8 181 dws SO: the, Input: [d]
1 2 3 8 181 1 esm SO: {the,d}, Input: []
1 2 3 8 181 2 epm SO: <the,d>, Input: []
1 2 3 8 181 3 epm SO: <d,the>, Input: []
1 2 3 8 19ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 8 191 dws SO: the, Input: [d]
1 2 3 8 191 1 esm SO: {the,d}, Input: []
1 2 3 8 191 2 epm SO: <the,d>, Input: []
1 2 3 8 191 3 epm SO: <d,the>, Input: []
1 2 3 8 192 ism SO: {book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 192 1 dws SO: the, Input: [d]
1 2 3 8 192 2 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 192 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 192 4 ism SO: {book,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 192 5 ism SO: {n!case,{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 192 6 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 8 192 7 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 8 192 8 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 8 192 9 ipm SO: <{book,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 8 193 ism SO: {n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 8 193 1 dws SO: the, Input: [d]
1 2 3 8 193 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 193 3 ism SO: {<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 193 4 ism SO: {book,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 193 5 ism SO: {n!case,{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 8 193 6 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 8 193 7 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 8 193 8 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 8 193 9 ipm SO: <{n!case,<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 8 194 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 8 194 1 dws SO: the, Input: [d]
1 2 3 8 195 ipm SO: <<{book,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 8 195 1 dws SO: the, Input: [d]
1 2 3 8 20ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 8 201 dws SO: the, Input: [d]
1 2 3 8 201 1 esm SO: {the,d}, Input: []
1 2 3 8 201 2 epm SO: <the,d>, Input: []
1 2 3 8 201 3 epm SO: <d,the>, Input: []
1 2 3 8 21ipm SO: <{book,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 8 211 dws SO: the, Input: [d]
1 2 3 8 211 1 esm SO: {the,d}, Input: []
1 2 3 8 211 2 epm SO: <the,d>, Input: []
1 2 3 8 211 3 epm SO: <d,the>, Input: []
1 2 3 9 ism SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [[the,d]]
1 2 3 9 1 dws SO: the, Input: [d]
1 2 3 9 1 1 esm SO: {the,d}, Input: []
1 2 3 9 1 1 1 uws SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [{the,d}]
1 2 3 9 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 9 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 9 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 9 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 9 1 2 epm SO: <the,d>, Input: []
1 2 3 9 1 2 1 uws SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<the,d>]
1 2 3 9 1 3 epm SO: <d,the>, Input: []
1 2 3 9 1 3 1 uws SO: {n!case,{{book,n!case},{book,{book,n!case}}}}, Input: [<d,the>]
1 2 3 9 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 9 2 1 dws SO: the, Input: [d]
1 2 3 9 2 1 1 esm SO: {the,d}, Input: []
1 2 3 9 2 1 2 epm SO: <the,d>, Input: []
1 2 3 9 2 1 3 epm SO: <d,the>, Input: []
1 2 3 9 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 1 dws SO: the, Input: [d]
1 2 3 9 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 3 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 1 dws SO: the, Input: [d]
1 2 3 9 2 3 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 13ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 14ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 3 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 3 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 3 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 3 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 3 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 3 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 3 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 3 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 3 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 3 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 3 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 3 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 3 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 3 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 3 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 3 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 3 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 3 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 3 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 3 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 3 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 3 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 3 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 3 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 1 dws SO: the, Input: [d]
1 2 3 9 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 1 dws SO: the, Input: [d]
1 2 3 9 2 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 11ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 1 dws SO: the, Input: [d]
1 2 3 9 2 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 14ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 1 dws SO: the, Input: [d]
1 2 3 9 2 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 11ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 12ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 1 dws SO: the, Input: [d]
1 2 3 9 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 1 dws SO: the, Input: [d]
1 2 3 9 2 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 13ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 18ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 9 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 9 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 9 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 9 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 9 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 9 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 9 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 9 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 9 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 9 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 9 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 9 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 9 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 9 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 9 34ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 9 35ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 9 36ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 9 37ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 101 dws SO: the, Input: [d]
1 2 3 9 2 102 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 103 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 104 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 106 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 108 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 109 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1010ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1011ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1012ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1013ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1014ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1015ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1016ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1017ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 1018ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1019ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 1020ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1021ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 1022ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1023ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1024ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1025ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 1026ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1027ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1028ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1029ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 111 dws SO: the, Input: [d]
1 2 3 9 2 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 115 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1114ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 121 dws SO: the, Input: [d]
1 2 3 9 2 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 123 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1211ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1212ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 2 131 dws SO: the, Input: [d]
1 2 3 9 2 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 133 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1311ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1312ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 2 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 2 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 2 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 14ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 141 dws SO: the, Input: [d]
1 2 3 9 2 15ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 2 151 dws SO: the, Input: [d]
1 2 3 9 2 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 2 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 2 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 2 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 2 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 2 157 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 2 158 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 2 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 2 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 2 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 2 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 2 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 2 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 2 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 2 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 2 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 161 dws SO: the, Input: [d]
1 2 3 9 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 2 171 dws SO: the, Input: [d]
1 2 3 9 2 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 2 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 2 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 2 175 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 2 176 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 2 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 2 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 2 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 2 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 2 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 2 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 2 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 2 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 181 dws SO: the, Input: [d]
1 2 3 9 2 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 2 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 2 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 2 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 2 191 dws SO: the, Input: [d]
1 2 3 9 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 201 dws SO: the, Input: [d]
1 2 3 9 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 2 211 dws SO: the, Input: [d]
1 2 3 9 2 212 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 2 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 2 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 2 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 2 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 2 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 2 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 2 221 dws SO: the, Input: [d]
1 2 3 9 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 2 231 dws SO: the, Input: [d]
1 2 3 9 2 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 2 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 2 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 2 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 2 241 dws SO: the, Input: [d]
1 2 3 9 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 2 251 dws SO: the, Input: [d]
1 2 3 9 3 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 9 3 1 dws SO: the, Input: [d]
1 2 3 9 3 1 1 esm SO: {the,d}, Input: []
1 2 3 9 3 1 2 epm SO: <the,d>, Input: []
1 2 3 9 3 1 3 epm SO: <d,the>, Input: []
1 2 3 9 3 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 1 dws SO: the, Input: [d]
1 2 3 9 3 2 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 11ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 12ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 13ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 14ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 15ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 16ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 21ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 23ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 24ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 25ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 26ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 27ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 28ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 29ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 30ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 31ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 2 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 2 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 2 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 2 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 2 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 2 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 2 54ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2 55ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2 56ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2 57ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 2 58ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2 59ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2 60ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2 61ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 1 dws SO: the, Input: [d]
1 2 3 9 3 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 16ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 21ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 22ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 3 26ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 3 27ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 3 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 3 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 3 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 3 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 3 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 3 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 3 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 3 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 3 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 3 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 3 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 3 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 3 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 3 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 3 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 3 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 3 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 3 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 3 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 3 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 3 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 3 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 1 dws SO: the, Input: [d]
1 2 3 9 3 4 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 14ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 4 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 4 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 4 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 4 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 4 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 4 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 4 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 4 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 4 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 4 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 4 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 4 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 4 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 4 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 4 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 4 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 4 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 4 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 4 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 4 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 4 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 4 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 1 dws SO: the, Input: [d]
1 2 3 9 3 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 6 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 8 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 9 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 11ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 12ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 14ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 17ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 18ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 19ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 20ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 22ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 23ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 5 24ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 5 25ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 5 26ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 5 27ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 5 28ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 5 29ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 5 30ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 5 31ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 5 32ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 5 33ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 5 34ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 5 35ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 5 36ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 5 37ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 5 38ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 5 39ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 5 40ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 5 41ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 5 42ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 5 43ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 5 44ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 5 45ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 1 dws SO: the, Input: [d]
1 2 3 9 3 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 3 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 5 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 6 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 7 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 8 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 9 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 10ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 11ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 13ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 15ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 16ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 17ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 18ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 20ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 21ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 22ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 24ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 25ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 26ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 27ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 6 28ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 6 29ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 6 30ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 6 31ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 6 32ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 6 33ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 6 34ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 6 35ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 6 36ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 6 37ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 6 38ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 6 39ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 6 40ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 6 41ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 6 42ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 6 43ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 6 44ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 6 45ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 6 46ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 6 47ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 6 48ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 6 49ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 6 50ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 6 51ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 6 52ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 6 53ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 1 dws SO: the, Input: [d]
1 2 3 9 3 7 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 14ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 7 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 7 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 7 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 7 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 7 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 7 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 7 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 7 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 7 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 7 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 7 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 7 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 7 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 7 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 7 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 7 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 7 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 7 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 7 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 7 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 7 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 7 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 1 dws SO: the, Input: [d]
1 2 3 9 3 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 5 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 6 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 11ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 16ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 21ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 22ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 8 26ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 8 27ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 8 28ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 8 29ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 8 30ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 8 31ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 8 32ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 8 33ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 8 34ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 8 35ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 8 36ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 8 37ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 8 38ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 8 39ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 8 40ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 8 41ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 8 42ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 8 43ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 8 44ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 8 45ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 8 46ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 8 47ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 8 48ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 8 49ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 1 dws SO: the, Input: [d]
1 2 3 9 3 9 2 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 3 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 6 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 7 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 8 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 9 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 11ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 12ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 14ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 15ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 17ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 18ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 19ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 20ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 21ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 22ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 23ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 9 24ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 9 25ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 9 26ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 9 27ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 9 28ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 9 29ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 9 30ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 9 31ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 9 32ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 9 33ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 9 34ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 9 35ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 9 36ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 9 37ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 9 38ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 9 39ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 9 40ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 9 41ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 9 42ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 9 43ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 9 44ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 9 45ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 101 dws SO: the, Input: [d]
1 2 3 9 3 102 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 103 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 104 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 106 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 107 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 108 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 109 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1011ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1012ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1013ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1014ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1015ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1017ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1018ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1019ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1020ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1021ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1022ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1023ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1024ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1025ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 1026ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1027ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1028ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1029ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1030ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1031ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1032ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1033ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1034ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1035ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 1036ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1037ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1038ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1039ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1040ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1041ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1042ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1043ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1044ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1045ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 11ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 111 dws SO: the, Input: [d]
1 2 3 9 3 112 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 113 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 114 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 115 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 116 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 117 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 118 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 119 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1110ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1111ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1112ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1113ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1114ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1115ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1116ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1117ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1118ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1119ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1120ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1121ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1122ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1123ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1124ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1125ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1126ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1127ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1128ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1129ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1130ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1131ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1132ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1133ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1134ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 1135ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1136ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1137ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1138ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1139ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1140ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1141ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1142ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1143ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1144ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1145ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 1146ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1147ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1148ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1149ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1150ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1151ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1152ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1153ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1154ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1155ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 1156ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1157ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1158ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1159ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1160ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1161ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1162ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1163ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1164ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1165ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 121 dws SO: the, Input: [d]
1 2 3 9 3 122 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 123 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 124 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 125 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 126 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 127 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 128 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 129 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1210ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1211ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1212ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1213ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1214ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1215ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1216ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1217ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1218ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1219ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1220ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1221ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1222ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1223ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1224ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1225ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 1226ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1227ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1228ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1229ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1230ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1231ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1232ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1233ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1234ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1235ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 1236ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1237ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1238ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1239ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1240ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1241ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1242ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1243ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1244ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1245ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 131 dws SO: the, Input: [d]
1 2 3 9 3 132 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 133 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 134 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 135 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 136 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 137 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 138 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 139 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1310ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1311ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1312ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1313ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1314ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1315ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1316ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1317ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1318ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1319ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1320ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1321ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1322ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1323ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1324ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1325ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1326ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1327ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1328ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1329ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1330ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1331ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1332ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1333ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1334ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1335ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1336ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1337ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1338ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1339ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1340ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1341ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 1342ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1343ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1344ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1345ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1346ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1347ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1348ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1349ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1350ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1351ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 1352ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1353ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1354ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1355ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1356ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1357ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1358ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1359ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1360ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1361ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 141 dws SO: the, Input: [d]
1 2 3 9 3 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 143 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 145 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 146 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 148 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1410ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1411ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1413ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1415ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1416ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1417ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1419ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1421ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1422ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1423ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1424ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1425ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1426ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1427ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1428ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1429ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 1430ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1431ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1432ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1433ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1434ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1435ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1436ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1437ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1438ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1439ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 1440ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1441ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1442ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1443ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1444ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1445ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1446ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1447ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1448ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1449ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 151 dws SO: the, Input: [d]
1 2 3 9 3 152 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 153 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 154 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 155 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 156 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 157 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 158 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 159 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1510ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1511ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1512ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1513ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1514ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1515ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1516ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1517ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1518ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1519ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1520ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1521ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1522ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1523ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1524ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1525ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 1526ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1527ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1528ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1529ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1530ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1531ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1532ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1533ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1534ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1535ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 1536ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1537ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1538ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1539ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1540ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1541ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1542ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1543ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1544ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1545ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 161 dws SO: the, Input: [d]
1 2 3 9 3 162 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 163 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 164 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 166 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 167 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 168 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 169 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1611ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1612ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1613ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1614ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1615ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1617ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1618ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1619ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1620ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1621ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1622ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1623ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1624ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1625ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 1626ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1627ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1628ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1629ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1630ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1631ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1632ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1633ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1634ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1635ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 1636ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1637ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1638ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1639ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1640ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1641ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1642ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1643ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1644ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1645ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 17ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 171 dws SO: the, Input: [d]
1 2 3 9 3 172 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 173 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 174 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 175 ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 176 ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 177 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 178 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 179 ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1710ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1711ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1712ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1713ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1714ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1715ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1716ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1717ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1718ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1719ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1720ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1721ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1722ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1723ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1724ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1725ism SO: {{book,n!case},{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1726ism SO: {book,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1727ism SO: {n!case,{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1728ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1729ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1730ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1731ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1732ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1733ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 1734ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1735ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1736ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1737ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1738ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1739ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1740ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1741ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1742ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1743ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 1744ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1745ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1746ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1747ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1748ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1749ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1750ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1751ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1752ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1753ipm SO: <{{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 18ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 181 dws SO: the, Input: [d]
1 2 3 9 3 182 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 183 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 184 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 185 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 186 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 187 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 188 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 189 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1810ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1811ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1812ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1813ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1814ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1815ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1816ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1817ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1818ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1819ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1820ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1821ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1822ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1823ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1824ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1825ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 1826ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1827ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1828ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1829ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1830ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1831ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1832ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1833ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1834ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1835ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 1836ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1837ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1838ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1839ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1840ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1841ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1842ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1843ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1844ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1845ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 19ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 191 dws SO: the, Input: [d]
1 2 3 9 3 192 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 193 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 194 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 195 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 196 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 197 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 198 ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 199 ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1910ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1911ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1912ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1913ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1914ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1915ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1916ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1917ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1918ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1919ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1920ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1921ism SO: {{book,{book,n!case}},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1922ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1923ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1924ism SO: {book,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1925ism SO: {n!case,{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 1926ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1927ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1928ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1929ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 1930ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1931ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1932ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1933ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1934ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1935ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1936ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1937ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1938ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1939ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 1940ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1941ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 1942ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1943ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1944ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 1945ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 1946ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1947ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 1948ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 1949ipm SO: <{{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 201 dws SO: the, Input: [d]
1 2 3 9 3 202 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 203 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 204 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 205 ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 206 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 207 ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 208 ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 209 ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2010ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2011ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2012ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2013ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2014ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2015ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2016ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2017ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2018ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2019ism SO: {{book,{book,n!case}},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2020ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2021ism SO: {{book,n!case},{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2022ism SO: {book,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2023ism SO: {n!case,{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2024ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2025ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 2026ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 2027ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2028ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2029ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2030ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 2031ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2032ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2033ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2034ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2035ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 2036ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2037ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 2038ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2039ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2040ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2041ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 2042ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2043ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2044ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2045ipm SO: <{book,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 21ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 3 211 dws SO: the, Input: [d]
1 2 3 9 3 212 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 213 ism SO: {{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 214 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 215 ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 216 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 217 ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 218 ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 219 ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2110ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2111ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2112ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2113ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2114ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2115ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2116ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2117ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2118ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2119ism SO: {{book,{book,n!case}},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2120ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2121ism SO: {{book,n!case},{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2122ism SO: {book,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2123ism SO: {n!case,{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 3 2124ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2125ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 3 2126ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 2127ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2128ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2129ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2130ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 2131ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2132ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2133ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2134ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2135ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 2136ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2137ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 2138ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2139ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2140ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 2141ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 2142ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2143ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2144ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 3 2145ipm SO: <{n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 22ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 221 dws SO: the, Input: [d]
1 2 3 9 3 222 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 223 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 224 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 225 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 226 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 227 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 228 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 229 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 2210ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2211ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 3 2212ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 3 2213ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 2214ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 3 2215ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 2216ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 3 2217ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 3 23ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 231 dws SO: the, Input: [d]
1 2 3 9 3 232 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 3 233 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 3 234 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 3 235 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 3 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 3 241 dws SO: the, Input: [d]
1 2 3 9 3 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 251 dws SO: the, Input: [d]
1 2 3 9 3 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 261 dws SO: the, Input: [d]
1 2 3 9 3 262 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 3 263 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 3 264 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 3 265 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 3 266 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 3 267 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 268 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 3 269 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 3 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 3 271 dws SO: the, Input: [d]
1 2 3 9 3 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 281 dws SO: the, Input: [d]
1 2 3 9 3 282 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 3 283 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 3 284 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 3 285 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 3 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 3 291 dws SO: the, Input: [d]
1 2 3 9 3 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 301 dws SO: the, Input: [d]
1 2 3 9 3 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 3 311 dws SO: the, Input: [d]
1 2 3 9 3 312 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 3 313 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 3 314 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 3 315 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 3 316 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 3 317 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 3 318 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 3 319 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 3 3110ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 3 3111ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 3 3112ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 3 3113ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 3114ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 3115ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 3 3116ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 3 3117ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 3118ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 3 3119ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 3120ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 3 3121ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 3 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 321 dws SO: the, Input: [d]
1 2 3 9 3 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 3 331 dws SO: the, Input: [d]
1 2 3 9 3 332 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 333 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 334 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 335 ism SO: {{book,{book,n!case}},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 336 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 337 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 338 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 339 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 3 3310ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 3311ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 3 3312ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 3 3313ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 3314ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 3 3315ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 3316ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 3 3317ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 3 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 341 dws SO: the, Input: [d]
1 2 3 9 3 342 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 3 343 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 3 344 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 3 345 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 3 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 3 351 dws SO: the, Input: [d]
1 2 3 9 3 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 361 dws SO: the, Input: [d]
1 2 3 9 3 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 3 371 dws SO: the, Input: [d]
1 2 3 9 3 372 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 3 373 ism SO: {{book,n!case},<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 3 374 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 3 375 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 3 376 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 3 377 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 378 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 3 379 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 3 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 3 381 dws SO: the, Input: [d]
1 2 3 9 3 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 3 391 dws SO: the, Input: [d]
1 2 3 9 3 392 ism SO: {book,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 3 393 ism SO: {n!case,<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 3 394 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 3 395 ipm SO: <<{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 3 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 3 401 dws SO: the, Input: [d]
1 2 3 9 3 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 3 411 dws SO: the, Input: [d]
1 2 3 9 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 9 4 1 dws SO: the, Input: [d]
1 2 3 9 4 1 1 esm SO: {the,d}, Input: []
1 2 3 9 4 1 2 epm SO: <the,d>, Input: []
1 2 3 9 4 1 3 epm SO: <d,the>, Input: []
1 2 3 9 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 1 dws SO: the, Input: [d]
1 2 3 9 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 1 dws SO: the, Input: [d]
1 2 3 9 4 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 14ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 3 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 3 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 3 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 3 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 3 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 3 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 3 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 3 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 3 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 3 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 3 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 3 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 3 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 3 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 3 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 3 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 1 dws SO: the, Input: [d]
1 2 3 9 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 4 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 4 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 4 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 4 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 1 dws SO: the, Input: [d]
1 2 3 9 4 5 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 13ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 14ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 15ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 17ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 18ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 20ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 21ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 22ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 23ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 25ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 26ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 27ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 5 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 5 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 5 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 5 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 5 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 5 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 5 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 5 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 5 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 5 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 5 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 5 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 5 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 5 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 5 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 5 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 5 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 5 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 5 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 5 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 5 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 5 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 5 50ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 5 51ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 5 52ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 5 53ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 1 dws SO: the, Input: [d]
1 2 3 9 4 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 6 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 6 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 6 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 6 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 1 dws SO: the, Input: [d]
1 2 3 9 4 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 11ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 1 dws SO: the, Input: [d]
1 2 3 9 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 8 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 8 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 1 dws SO: the, Input: [d]
1 2 3 9 4 9 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 14ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 9 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 9 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 9 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 9 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 9 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 9 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 9 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 9 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 9 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 9 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 9 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 9 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 9 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 9 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 9 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 9 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 101 dws SO: the, Input: [d]
1 2 3 9 4 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 103 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 107 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1011ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1016ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1017ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1018ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1019ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 1020ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1021ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1022ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1023ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 1024ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1025ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 1026ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1027ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1028ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1029ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 1030ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1031ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1032ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1033ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 111 dws SO: the, Input: [d]
1 2 3 9 4 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 117 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1111ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1112ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1114ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1115ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 12ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 121 dws SO: the, Input: [d]
1 2 3 9 4 122 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 123 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 125 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 127 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1210ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1211ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1214ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1215ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1216ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1217ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1218ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1219ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 1220ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1221ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1222ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1223ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 1224ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1225ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 1226ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1227ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1228ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1229ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 1230ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1231ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1232ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1233ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 13ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 131 dws SO: the, Input: [d]
1 2 3 9 4 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 133 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 135 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 137 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 139 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1310ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1313ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1316ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1318ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1320ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1321ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1322ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1323ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 1324ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1325ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1326ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1327ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 1328ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1329ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 1330ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1331ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1332ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1333ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 1334ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1335ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1336ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1337ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 141 dws SO: the, Input: [d]
1 2 3 9 4 142 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 143 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 145 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 146 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 147 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 148 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1411ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1412ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1414ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1415ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1416ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1417ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1418ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1419ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 1420ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1421ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1422ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1423ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 1424ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1425ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 1426ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1427ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1428ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1429ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 1430ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1431ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1432ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1433ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 15ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 4 151 dws SO: the, Input: [d]
1 2 3 9 4 152 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 153 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 155 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 156 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 157 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 158 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1511ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1512ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1514ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1516ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1517ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 4 1518ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1519ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 4 1520ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1521ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1522ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1523ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 1524ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1525ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 1526ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1527ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1528ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 1529ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 1530ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1531ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1532ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 4 1533ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 16ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 161 dws SO: the, Input: [d]
1 2 3 9 4 162 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 4 163 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 4 164 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 4 165 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 4 17ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 4 171 dws SO: the, Input: [d]
1 2 3 9 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 181 dws SO: the, Input: [d]
1 2 3 9 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 4 191 dws SO: the, Input: [d]
1 2 3 9 4 192 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 4 193 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 4 194 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 4 195 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 4 196 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 4 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 4 198 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 4 199 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 4 1910ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 4 1911ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 4 1912ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 4 1913ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 1914ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1915ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 4 1916ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 4 1917ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 1918ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 4 1919ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 1920ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 4 1921ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 201 dws SO: the, Input: [d]
1 2 3 9 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 4 211 dws SO: the, Input: [d]
1 2 3 9 4 212 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 4 213 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 4 214 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 4 215 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 4 216 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 4 217 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 4 218 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 4 219 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 4 2110ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 2111ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 4 2112ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 4 2113ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 2114ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 4 2115ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 2116ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 4 2117ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 221 dws SO: the, Input: [d]
1 2 3 9 4 222 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 4 223 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 4 224 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 4 225 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 4 231 dws SO: the, Input: [d]
1 2 3 9 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 241 dws SO: the, Input: [d]
1 2 3 9 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 4 251 dws SO: the, Input: [d]
1 2 3 9 4 252 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 4 253 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 4 254 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 4 255 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 4 256 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 4 257 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 258 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 4 259 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 4 261 dws SO: the, Input: [d]
1 2 3 9 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 4 271 dws SO: the, Input: [d]
1 2 3 9 4 272 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 4 273 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 4 274 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 4 275 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 4 281 dws SO: the, Input: [d]
1 2 3 9 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 4 291 dws SO: the, Input: [d]
1 2 3 9 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 9 5 1 dws SO: the, Input: [d]
1 2 3 9 5 1 1 esm SO: {the,d}, Input: []
1 2 3 9 5 1 2 epm SO: <the,d>, Input: []
1 2 3 9 5 1 3 epm SO: <d,the>, Input: []
1 2 3 9 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 1 dws SO: the, Input: [d]
1 2 3 9 5 2 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 2 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 2 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 2 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 2 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 2 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 2 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 2 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 2 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 2 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 2 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 2 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 2 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 2 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 2 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 3 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 1 dws SO: the, Input: [d]
1 2 3 9 5 3 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 13ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 14ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 3 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 3 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 3 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 3 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 3 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 3 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 3 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 3 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 3 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 3 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 3 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 3 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 3 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 3 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 3 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 3 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 3 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 3 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 3 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 3 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 3 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 3 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 3 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 3 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 1 dws SO: the, Input: [d]
1 2 3 9 5 4 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 4 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 4 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 4 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 4 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 4 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 4 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 4 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 4 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 4 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 4 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 4 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 4 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 4 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 4 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 1 dws SO: the, Input: [d]
1 2 3 9 5 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 11ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 1 dws SO: the, Input: [d]
1 2 3 9 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 5 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 14ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 6 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 6 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 6 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 6 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 6 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 6 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 6 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 6 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 6 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 6 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 6 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 6 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 6 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 6 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 6 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 6 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 1 dws SO: the, Input: [d]
1 2 3 9 5 7 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 7 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 7 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 7 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 7 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 7 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 7 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 7 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 7 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 7 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 7 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 7 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 7 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 7 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 7 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 1 dws SO: the, Input: [d]
1 2 3 9 5 8 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 8 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 8 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 8 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 8 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 8 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 8 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 8 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 8 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 8 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 8 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 8 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 8 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 8 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 8 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 9 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 1 dws SO: the, Input: [d]
1 2 3 9 5 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 7 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 13ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 18ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 9 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 9 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 9 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 9 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 9 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 9 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 9 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 9 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 9 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 9 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 9 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 9 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 9 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 9 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 9 34ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 9 35ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 9 36ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 9 37ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 101 dws SO: the, Input: [d]
1 2 3 9 5 102 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 103 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 104 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 106 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 108 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 109 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1010ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1011ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1012ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1013ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1014ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1015ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1016ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1017ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 1018ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1019ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 1020ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 1021ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 1022ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1023ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1024ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 1025ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 1026ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1027ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1028ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1029ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 11ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 111 dws SO: the, Input: [d]
1 2 3 9 5 112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 115 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1114ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 1121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 1122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 1124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 1125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 1126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 1129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 1130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 121 dws SO: the, Input: [d]
1 2 3 9 5 122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 123 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1211ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1212ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1214ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1216ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1217ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 1218ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1219ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 1220ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 1221ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 1222ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1223ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1224ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 1225ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 1226ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1227ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1228ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1229ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 13ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 5 131 dws SO: the, Input: [d]
1 2 3 9 5 132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 133 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1311ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1312ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 5 1316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 1317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 5 1318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 1320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 1321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 1322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 1325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 1326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 5 1329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 14ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 5 141 dws SO: the, Input: [d]
1 2 3 9 5 15ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 5 151 dws SO: the, Input: [d]
1 2 3 9 5 152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 5 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 5 154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 5 155 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 5 156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 5 157 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 5 158 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 5 159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 5 1510ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 5 1511ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 5 1512ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 5 1513ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 1514ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1515ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 5 1516ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 5 1517ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 1518ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 5 1519ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1520ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 5 1521ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 5 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 161 dws SO: the, Input: [d]
1 2 3 9 5 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 5 171 dws SO: the, Input: [d]
1 2 3 9 5 172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 5 173 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 5 174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 5 175 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 5 176 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 5 177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 5 178 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 5 179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 5 1710ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1711ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 5 1712ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 5 1713ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 1714ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 5 1715ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 1716ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 5 1717ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 5 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 181 dws SO: the, Input: [d]
1 2 3 9 5 182 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 5 183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 5 184 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 5 185 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 5 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 5 191 dws SO: the, Input: [d]
1 2 3 9 5 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 201 dws SO: the, Input: [d]
1 2 3 9 5 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 5 211 dws SO: the, Input: [d]
1 2 3 9 5 212 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 5 213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 5 214 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 5 215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 5 216 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 5 217 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 218 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 5 219 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 5 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 5 221 dws SO: the, Input: [d]
1 2 3 9 5 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 5 231 dws SO: the, Input: [d]
1 2 3 9 5 232 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 5 233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 5 234 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 5 235 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 5 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 5 241 dws SO: the, Input: [d]
1 2 3 9 5 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 5 251 dws SO: the, Input: [d]
1 2 3 9 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 9 6 1 dws SO: the, Input: [d]
1 2 3 9 6 1 1 esm SO: {the,d}, Input: []
1 2 3 9 6 1 2 epm SO: <the,d>, Input: []
1 2 3 9 6 1 3 epm SO: <d,the>, Input: []
1 2 3 9 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 1 dws SO: the, Input: [d]
1 2 3 9 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 3 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 1 dws SO: the, Input: [d]
1 2 3 9 6 3 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 13ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 14ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 3 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 3 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 3 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 3 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 3 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 3 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 3 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 3 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 3 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 3 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 3 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 3 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 3 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 3 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 3 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 3 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 3 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 3 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 3 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 3 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 3 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 3 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 3 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 3 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 1 dws SO: the, Input: [d]
1 2 3 9 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 1 dws SO: the, Input: [d]
1 2 3 9 6 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 11ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 1 dws SO: the, Input: [d]
1 2 3 9 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 14ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 1 dws SO: the, Input: [d]
1 2 3 9 6 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 11ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 12ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 1 dws SO: the, Input: [d]
1 2 3 9 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 1 dws SO: the, Input: [d]
1 2 3 9 6 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 13ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 18ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 9 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 9 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 9 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 9 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 9 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 9 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 9 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 9 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 9 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 9 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 9 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 9 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 9 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 9 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 9 34ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 9 35ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 9 36ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 9 37ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 101 dws SO: the, Input: [d]
1 2 3 9 6 102 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 103 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 104 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 106 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 108 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 109 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1010ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1011ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1012ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1013ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1014ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1015ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1016ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1017ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 1018ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1019ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 1020ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1021ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 1022ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1023ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1024ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1025ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 1026ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1027ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1028ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1029ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 111 dws SO: the, Input: [d]
1 2 3 9 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 115 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1114ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 121 dws SO: the, Input: [d]
1 2 3 9 6 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 123 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1211ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1212ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 6 131 dws SO: the, Input: [d]
1 2 3 9 6 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 133 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1311ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1312ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 6 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 6 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 6 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 14ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 141 dws SO: the, Input: [d]
1 2 3 9 6 15ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 6 151 dws SO: the, Input: [d]
1 2 3 9 6 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 6 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 6 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 6 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 6 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 6 157 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 6 158 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 6 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 6 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 6 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 6 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 6 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 6 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 6 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 6 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 6 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 161 dws SO: the, Input: [d]
1 2 3 9 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 6 171 dws SO: the, Input: [d]
1 2 3 9 6 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 6 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 6 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 6 175 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 6 176 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 6 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 6 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 6 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 6 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 6 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 6 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 6 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 6 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 181 dws SO: the, Input: [d]
1 2 3 9 6 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 6 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 6 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 6 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 6 191 dws SO: the, Input: [d]
1 2 3 9 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 201 dws SO: the, Input: [d]
1 2 3 9 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 6 211 dws SO: the, Input: [d]
1 2 3 9 6 212 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 6 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 6 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 6 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 6 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 6 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 6 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 6 221 dws SO: the, Input: [d]
1 2 3 9 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 6 231 dws SO: the, Input: [d]
1 2 3 9 6 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 6 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 6 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 6 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 6 241 dws SO: the, Input: [d]
1 2 3 9 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 6 251 dws SO: the, Input: [d]
1 2 3 9 7 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 9 7 1 dws SO: the, Input: [d]
1 2 3 9 7 1 1 esm SO: {the,d}, Input: []
1 2 3 9 7 1 2 epm SO: <the,d>, Input: []
1 2 3 9 7 1 3 epm SO: <d,the>, Input: []
1 2 3 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 1 dws SO: the, Input: [d]
1 2 3 9 7 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 7 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 1 dws SO: the, Input: [d]
1 2 3 9 7 3 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 3 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 13ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 18ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 19ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 3 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 3 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 3 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 3 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 3 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 3 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 3 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 3 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 3 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 3 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 3 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 3 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 3 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 3 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 3 34ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 3 35ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 3 36ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 3 37ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 1 dws SO: the, Input: [d]
1 2 3 9 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 5 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 11ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 12ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 13ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 21ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 1 dws SO: the, Input: [d]
1 2 3 9 7 5 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 3 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 11ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 13ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 18ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 19ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 5 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 5 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 5 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 5 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 5 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 5 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 5 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 5 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 5 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 5 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 5 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 5 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 5 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 5 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 5 34ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 5 35ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 5 36ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 5 37ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 1 dws SO: the, Input: [d]
1 2 3 9 7 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 3 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 17ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 19ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 6 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 6 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 6 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 6 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 6 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 6 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 6 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 6 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 6 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 6 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 6 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 6 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 6 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 6 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 6 34ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 6 35ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 6 36ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 6 37ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 1 dws SO: the, Input: [d]
1 2 3 9 7 7 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 13ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 14ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 15ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 16ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 17ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 18ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 19ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 21ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 22ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 23ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 24ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 25ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 26ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 27ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 28ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 29ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 7 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 7 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 7 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 7 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 7 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 7 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 7 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 7 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 7 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 7 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 7 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 7 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 7 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 7 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 7 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 7 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 7 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 7 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 7 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 7 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 7 50ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 7 51ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 7 52ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 7 53ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 7 54ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 7 55ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 7 56ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 7 57ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 1 dws SO: the, Input: [d]
1 2 3 9 7 8 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 3 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 13ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 17ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 18ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 19ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 8 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 8 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 8 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 8 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 8 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 8 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 8 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 8 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 8 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 8 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 8 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 8 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 8 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 8 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 8 34ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 8 35ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 8 36ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 8 37ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 1 dws SO: the, Input: [d]
1 2 3 9 7 9 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 11ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 12ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 15ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 17ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 21ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 22ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 26ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 27ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 9 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 9 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 9 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 9 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 9 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 9 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 9 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 9 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 9 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 9 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 9 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 9 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 9 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 9 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 9 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 9 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 9 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 9 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 9 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 9 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 9 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 9 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 9 50ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 9 51ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 9 52ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 9 53ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 10ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 101 dws SO: the, Input: [d]
1 2 3 9 7 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 105 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1011ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1012ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1013ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1017ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1018ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1019ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1020ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1021ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1022ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1023ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1024ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1025ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 111 dws SO: the, Input: [d]
1 2 3 9 7 112 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 113 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 115 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 117 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 118 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 119 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1110ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1111ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1113ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1114ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1115ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1116ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1117ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1118ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1119ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1120ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1121ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 1122ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1123ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1124ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1125ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1126ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1127ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 1128ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1129ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 1130ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1131ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1132ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1133ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1134ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1135ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1136ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1137ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 121 dws SO: the, Input: [d]
1 2 3 9 7 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 123 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 125 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 127 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 129 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1210ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1211ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1213ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1215ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1216ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1217ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1218ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1219ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1220ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1221ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 1222ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1223ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1224ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1225ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1226ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1227ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 1228ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1229ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 1230ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1231ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1232ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1233ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1234ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1235ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1236ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1237ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 131 dws SO: the, Input: [d]
1 2 3 9 7 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 137 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 138 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1310ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1312ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1313ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1314ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1315ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1316ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1317ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1318ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1324ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1325ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1326ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1327ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1328ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1329ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 1330ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1331ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1332ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1333ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1334ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1335ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 1336ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1337ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 1338ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1339ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1340ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1341ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1342ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1343ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1344ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1345ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 141 dws SO: the, Input: [d]
1 2 3 9 7 142 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 143 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 145 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 147 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 148 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 149 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1410ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1411ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1412ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1413ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1414ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1416ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1417ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1418ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1419ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1420ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1421ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 1422ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1423ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1424ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1425ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1426ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1427ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 1428ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1429ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 1430ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1431ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1432ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1433ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1434ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1435ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1436ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1437ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 151 dws SO: the, Input: [d]
1 2 3 9 7 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 153 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 154 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 155 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 156 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 157 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 158 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 159 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1510ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1511ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1512ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1513ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1514ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1515ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1516ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1518ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1520ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1521ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1522ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1523ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1524ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1525ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 1526ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1527ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1528ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1529ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1530ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1531ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 1532ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1533ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 1534ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1535ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1536ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1537ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1538ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1539ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1540ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1541ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 161 dws SO: the, Input: [d]
1 2 3 9 7 162 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 163 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 165 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 167 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 168 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 169 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1610ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1611ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1612ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1613ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1614ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1616ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1617ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1618ism SO: {book,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1619ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1620ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1621ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 1622ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1623ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1624ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1625ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1626ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1627ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 1628ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1629ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 1630ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1631ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1632ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1633ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1634ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1635ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1636ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1637ipm SO: <{book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 7 171 dws SO: the, Input: [d]
1 2 3 9 7 172 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 173 ism SO: {{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 174 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 175 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 176 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 177 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 178 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 179 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1710ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1711ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1712ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1713ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1714ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1716ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1717ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1718ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1719ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 7 1720ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1721ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 7 1722ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1723ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1724ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1725ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1726ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1727ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 1728ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1729ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 1730ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1731ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1732ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 1733ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 1734ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1735ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 1736ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 7 1737ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 181 dws SO: the, Input: [d]
1 2 3 9 7 182 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 7 183 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 7 184 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 7 185 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 7 186 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 7 187 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 188 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 7 189 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 7 191 dws SO: the, Input: [d]
1 2 3 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 201 dws SO: the, Input: [d]
1 2 3 9 7 202 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 7 203 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 7 204 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 7 205 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 7 211 dws SO: the, Input: [d]
1 2 3 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 221 dws SO: the, Input: [d]
1 2 3 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 7 231 dws SO: the, Input: [d]
1 2 3 9 7 232 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 7 233 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 7 234 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 7 235 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 7 236 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 7 237 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 7 238 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 7 239 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 7 2310ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 7 2311ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 7 2312ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 7 2313ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 2314ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 2315ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 7 2316ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 7 2317ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 2318ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 7 2319ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 2320ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 7 2321ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 241 dws SO: the, Input: [d]
1 2 3 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 7 251 dws SO: the, Input: [d]
1 2 3 9 7 252 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 7 253 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 7 254 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 7 255 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 7 256 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 7 257 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 7 258 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 7 259 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 7 2510ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 2511ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 7 2512ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 7 2513ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 2514ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 7 2515ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 2516ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 7 2517ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 261 dws SO: the, Input: [d]
1 2 3 9 7 262 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 7 263 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 7 264 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 7 265 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 7 271 dws SO: the, Input: [d]
1 2 3 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 281 dws SO: the, Input: [d]
1 2 3 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 7 291 dws SO: the, Input: [d]
1 2 3 9 7 292 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 7 293 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 7 294 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 7 295 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 7 296 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 7 297 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 298 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 7 299 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 7 301 dws SO: the, Input: [d]
1 2 3 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 7 311 dws SO: the, Input: [d]
1 2 3 9 7 312 ism SO: {book,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 7 313 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 7 314 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 7 315 ipm SO: <<{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 7 321 dws SO: the, Input: [d]
1 2 3 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 7 331 dws SO: the, Input: [d]
1 2 3 9 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 9 8 1 dws SO: the, Input: [d]
1 2 3 9 8 1 1 esm SO: {the,d}, Input: []
1 2 3 9 8 1 2 epm SO: <the,d>, Input: []
1 2 3 9 8 1 3 epm SO: <d,the>, Input: []
1 2 3 9 8 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 1 dws SO: the, Input: [d]
1 2 3 9 8 2 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 2 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 2 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 2 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 2 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 2 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 2 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 2 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 2 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 2 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 2 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 2 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 2 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 2 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 2 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 3 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 1 dws SO: the, Input: [d]
1 2 3 9 8 3 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 13ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 14ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 3 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 3 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 3 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 3 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 3 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 3 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 3 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 3 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 3 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 3 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 3 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 3 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 3 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 3 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 3 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 3 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 3 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 3 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 3 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 3 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 3 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 3 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 3 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 3 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 1 dws SO: the, Input: [d]
1 2 3 9 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 4 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 4 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 4 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 4 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 4 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 4 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 4 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 4 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 4 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 4 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 4 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 4 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 4 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 4 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 5 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 1 dws SO: the, Input: [d]
1 2 3 9 8 5 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 11ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 5 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 5 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 5 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 5 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 5 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 5 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 5 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 5 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 5 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 5 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 5 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 5 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 5 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 5 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 5 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 5 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 5 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 5 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 5 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 5 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 5 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 5 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 1 dws SO: the, Input: [d]
1 2 3 9 8 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 5 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 14ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 6 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 6 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 6 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 6 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 6 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 6 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 6 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 6 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 6 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 6 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 6 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 6 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 6 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 6 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 6 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 6 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 1 dws SO: the, Input: [d]
1 2 3 9 8 7 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 7 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 7 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 7 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 7 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 7 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 7 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 7 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 7 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 7 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 7 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 7 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 7 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 7 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 7 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 1 dws SO: the, Input: [d]
1 2 3 9 8 8 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 8 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 8 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 8 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 8 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 8 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 8 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 8 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 8 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 8 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 8 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 8 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 8 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 8 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 8 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 1 dws SO: the, Input: [d]
1 2 3 9 8 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 7 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 13ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 18ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 9 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 9 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 9 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 9 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 9 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 9 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 9 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 9 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 9 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 9 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 9 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 9 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 9 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 9 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 9 34ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 9 35ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 9 36ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 9 37ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 101 dws SO: the, Input: [d]
1 2 3 9 8 102 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 103 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 104 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 106 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 108 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 109 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1010ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1011ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1012ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1013ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1014ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1015ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1016ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1017ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 1018ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1019ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 1020ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 1021ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 1022ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1023ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1024ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 1025ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 1026ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1027ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1028ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1029ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 11ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 111 dws SO: the, Input: [d]
1 2 3 9 8 112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 115 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1114ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 1121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 1122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 1124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 1125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 1126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 1129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 1130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 121 dws SO: the, Input: [d]
1 2 3 9 8 122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 123 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1211ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1212ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1214ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1216ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1217ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 1218ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1219ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 1220ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 1221ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 1222ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1223ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1224ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 1225ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 1226ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1227ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1228ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1229ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 13ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 8 131 dws SO: the, Input: [d]
1 2 3 9 8 132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 133 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1311ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1312ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 8 1316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 1317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 8 1318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 1320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 1321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 1322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 1325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 1326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 8 1329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 14ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 8 141 dws SO: the, Input: [d]
1 2 3 9 8 15ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 8 151 dws SO: the, Input: [d]
1 2 3 9 8 152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 8 153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 8 154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 8 155 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 8 156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 8 157 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 8 158 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 8 159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 8 1510ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 8 1511ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 8 1512ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 8 1513ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 1514ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1515ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 8 1516ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 8 1517ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 1518ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 8 1519ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1520ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 8 1521ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 8 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 161 dws SO: the, Input: [d]
1 2 3 9 8 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 8 171 dws SO: the, Input: [d]
1 2 3 9 8 172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 8 173 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 8 174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 8 175 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 8 176 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 8 177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 8 178 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 8 179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 8 1710ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1711ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 8 1712ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 8 1713ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 1714ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 8 1715ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 1716ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 8 1717ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 8 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 181 dws SO: the, Input: [d]
1 2 3 9 8 182 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 8 183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 8 184 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 8 185 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 8 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 8 191 dws SO: the, Input: [d]
1 2 3 9 8 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 201 dws SO: the, Input: [d]
1 2 3 9 8 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 8 211 dws SO: the, Input: [d]
1 2 3 9 8 212 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 8 213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 8 214 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 8 215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 8 216 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 8 217 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 218 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 8 219 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 8 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 8 221 dws SO: the, Input: [d]
1 2 3 9 8 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 8 231 dws SO: the, Input: [d]
1 2 3 9 8 232 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 8 233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 8 234 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 8 235 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 8 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 8 241 dws SO: the, Input: [d]
1 2 3 9 8 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 8 251 dws SO: the, Input: [d]
1 2 3 9 9 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 9 9 1 dws SO: the, Input: [d]
1 2 3 9 9 1 1 esm SO: {the,d}, Input: []
1 2 3 9 9 1 2 epm SO: <the,d>, Input: []
1 2 3 9 9 1 3 epm SO: <d,the>, Input: []
1 2 3 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 1 dws SO: the, Input: [d]
1 2 3 9 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 1 dws SO: the, Input: [d]
1 2 3 9 9 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 14ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 3 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 3 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 3 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 3 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 3 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 3 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 3 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 3 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 3 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 3 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 3 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 3 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 3 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 3 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 3 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 3 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 1 dws SO: the, Input: [d]
1 2 3 9 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 4 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 4 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 4 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 4 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 1 dws SO: the, Input: [d]
1 2 3 9 9 5 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 13ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 14ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 15ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 17ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 18ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 19ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 20ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 21ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 22ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 23ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 25ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 26ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 27ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 5 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 5 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 5 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 5 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 5 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 5 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 5 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 5 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 5 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 5 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 5 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 5 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 5 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 5 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 5 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 5 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 5 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 5 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 5 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 5 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 5 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 5 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 5 50ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 5 51ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 5 52ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 5 53ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 1 dws SO: the, Input: [d]
1 2 3 9 9 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 6 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 6 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 6 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 6 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 1 dws SO: the, Input: [d]
1 2 3 9 9 7 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 11ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 12ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 13ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 16ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 19ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 20ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 24ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 25ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 7 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 7 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 7 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 7 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 7 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 7 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 7 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 7 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 7 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 7 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 7 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 7 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 7 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 7 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 7 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 7 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 7 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 7 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 7 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 7 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 7 46ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 7 47ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 7 48ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 7 49ipm SO: <{{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 1 dws SO: the, Input: [d]
1 2 3 9 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 8 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 8 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 8 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 8 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 8 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 8 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 8 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 8 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 8 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 8 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 8 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 8 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 8 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 8 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 8 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 8 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 8 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 8 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 1 dws SO: the, Input: [d]
1 2 3 9 9 9 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 14ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 9 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 9 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 9 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 9 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 9 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 9 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 9 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 9 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 9 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 9 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 9 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 9 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 9 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 9 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 9 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 9 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 101 dws SO: the, Input: [d]
1 2 3 9 9 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 103 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 107 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 109 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1011ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1016ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1017ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1018ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1019ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 1020ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1021ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1022ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1023ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 1024ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1025ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 1026ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1027ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1028ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1029ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 1030ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1031ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1032ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1033ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 111 dws SO: the, Input: [d]
1 2 3 9 9 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 117 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1111ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1112ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1113ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1114ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1115ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 12ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 121 dws SO: the, Input: [d]
1 2 3 9 9 122 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 123 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 125 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 127 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 129 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1210ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1211ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1214ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1215ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1216ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1217ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1218ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1219ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 1220ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1221ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1222ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1223ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 1224ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1225ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 1226ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1227ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1228ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1229ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 1230ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1231ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1232ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1233ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 131 dws SO: the, Input: [d]
1 2 3 9 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 135 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 139 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1310ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1311ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1313ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1316ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1320ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1321ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1322ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1323ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 1324ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1325ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1326ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1327ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 1328ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1329ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 1330ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1331ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1332ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1333ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 1334ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1335ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1336ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1337ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 141 dws SO: the, Input: [d]
1 2 3 9 9 142 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 143 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 145 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 146 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 147 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 148 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 149 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1410ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1411ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1412ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1414ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1416ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1417ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1418ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1419ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 1420ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1421ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1422ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1423ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 1424ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1425ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 1426ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1427ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1428ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1429ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 1430ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1431ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1432ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1433ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 9 151 dws SO: the, Input: [d]
1 2 3 9 9 152 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 153 ism SO: {{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 155 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 156 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 157 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 158 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 159 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1511ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1512ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1514ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1516ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1517ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 9 1518ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1519ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 9 1520ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1521ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1522ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1523ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 1524ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1525ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 1526ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1527ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1528ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 1529ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 1530ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1531ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1532ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 9 1533ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 16ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 161 dws SO: the, Input: [d]
1 2 3 9 9 162 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 9 163 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 9 164 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 9 165 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 9 17ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 9 171 dws SO: the, Input: [d]
1 2 3 9 9 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 181 dws SO: the, Input: [d]
1 2 3 9 9 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 9 191 dws SO: the, Input: [d]
1 2 3 9 9 192 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 9 193 ism SO: {{{book,n!case},{book,{book,n!case}}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 9 194 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 9 195 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 9 196 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 9 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 9 198 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 9 199 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 9 1910ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 9 1911ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 9 1912ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 9 1913ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 1914ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1915ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 9 1916ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 9 1917ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 1918ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 9 1919ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 1920ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 9 1921ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 9 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 201 dws SO: the, Input: [d]
1 2 3 9 9 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 9 211 dws SO: the, Input: [d]
1 2 3 9 9 212 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 9 213 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 9 214 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 9 215 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 9 216 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 9 217 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 9 218 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 9 219 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 9 2110ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 2111ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 9 2112ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 9 2113ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 2114ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 9 2115ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 2116ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 9 2117ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 9 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 221 dws SO: the, Input: [d]
1 2 3 9 9 222 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 9 223 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 9 224 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 9 225 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 9 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 9 231 dws SO: the, Input: [d]
1 2 3 9 9 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 241 dws SO: the, Input: [d]
1 2 3 9 9 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 9 251 dws SO: the, Input: [d]
1 2 3 9 9 252 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 9 253 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 9 254 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 9 255 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 9 256 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 9 257 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 258 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 9 259 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 9 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 9 261 dws SO: the, Input: [d]
1 2 3 9 9 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 9 271 dws SO: the, Input: [d]
1 2 3 9 9 272 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 9 273 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 9 274 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 9 275 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 9 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 9 281 dws SO: the, Input: [d]
1 2 3 9 9 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 9 291 dws SO: the, Input: [d]
1 2 3 9 10ism SO: {book,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 9 101 dws SO: the, Input: [d]
1 2 3 9 101 1 esm SO: {the,d}, Input: []
1 2 3 9 101 2 epm SO: <the,d>, Input: []
1 2 3 9 101 3 epm SO: <d,the>, Input: []
1 2 3 9 102 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 102 1 dws SO: the, Input: [d]
1 2 3 9 102 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 102 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 102 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 102 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 102 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 102 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 102 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 102 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 102 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 102 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 102 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 102 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 102 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 102 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 102 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 103 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 103 1 dws SO: the, Input: [d]
1 2 3 9 103 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 13ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 14ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 103 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 103 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 103 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 103 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 103 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 103 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 103 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 103 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 103 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 103 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 103 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 103 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 103 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 103 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 103 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 103 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 103 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 103 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 103 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 103 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 103 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 103 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 103 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 103 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 104 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 104 1 dws SO: the, Input: [d]
1 2 3 9 104 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 104 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 104 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 104 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 104 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 104 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 104 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 104 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 104 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 104 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 104 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 104 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 104 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 104 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 104 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 105 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 105 1 dws SO: the, Input: [d]
1 2 3 9 105 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 11ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 12ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 105 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 105 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 105 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 105 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 105 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 105 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 105 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 105 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 105 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 105 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 105 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 105 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 105 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 105 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 105 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 105 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 105 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 105 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 105 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 105 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 105 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 105 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 106 1 dws SO: the, Input: [d]
1 2 3 9 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 5 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 14ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 106 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 106 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 106 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 106 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 106 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 106 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 106 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 106 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 106 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 106 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 106 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 106 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 106 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 106 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 106 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 106 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 107 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 107 1 dws SO: the, Input: [d]
1 2 3 9 107 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 11ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 12ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 107 16ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 107 17ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 107 18ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 107 19ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 107 20ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 107 21ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 107 22ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 107 23ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 107 24ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 107 25ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 107 26ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 107 27ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 107 28ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 107 29ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 108 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 108 1 dws SO: the, Input: [d]
1 2 3 9 108 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 3 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 11ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 12ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 108 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 108 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 108 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 108 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 108 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 108 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 108 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 108 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 108 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 108 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 108 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 108 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 108 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 108 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 109 1 dws SO: the, Input: [d]
1 2 3 9 109 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 7 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 13ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 14ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 18ism SO: {book,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 19ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 109 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 109 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 109 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 109 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 109 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 109 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 109 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 109 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 109 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 109 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 109 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 109 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 109 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 109 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 109 34ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 109 35ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 109 36ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 109 37ipm SO: <{{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 1010ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 10101 dws SO: the, Input: [d]
1 2 3 9 10102 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10103 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10104 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10106 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10108 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10109 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101010ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101011ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101012ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101013ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101014ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101015ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101016ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101017ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 101018ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101019ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 101020ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 101021ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 101022ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 101023ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101024ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 101025ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 101026ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101027ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 101028ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101029ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 1011ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 10111 dws SO: the, Input: [d]
1 2 3 9 10112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10115 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101114ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 101119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 101121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 101122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 101124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 101125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 101126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 101127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 101129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 101130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 101132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 1012ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 10121 dws SO: the, Input: [d]
1 2 3 9 10122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10123 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101211ism SO: {{book,{book,n!case}},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101212ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101214ism SO: {book,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101216ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101217ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 101218ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101219ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 101220ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 101221ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 101222ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 101223ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101224ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 101225ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 101226ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101227ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 101228ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101229ipm SO: <{book,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 1013ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 10131 dws SO: the, Input: [d]
1 2 3 9 10132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10133 ism SO: {{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 10139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101311ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101312ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 101316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 101317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 101318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 101320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 101321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 101322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 101323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 101325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 101326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 101328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 101329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 1014ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 10141 dws SO: the, Input: [d]
1 2 3 9 1015ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 10151 dws SO: the, Input: [d]
1 2 3 9 10152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 10153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 10154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 10155 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 10156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 10157 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 10158 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 10159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 101510ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 101511ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 101512ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 101513ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 101514ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 101515ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 101516ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 101517ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 101518ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 101519ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 101520ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 101521ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 1016ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 10161 dws SO: the, Input: [d]
1 2 3 9 1017ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 10171 dws SO: the, Input: [d]
1 2 3 9 10172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 10173 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 10174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 10175 ism SO: {{book,{book,n!case}},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 10176 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 10177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 10178 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 10179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 101710ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 101711ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 101712ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 101713ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 101714ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 101715ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 101716ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 101717ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 1018ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 10181 dws SO: the, Input: [d]
1 2 3 9 10182 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 10183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 10184 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 10185 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 1019ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 10191 dws SO: the, Input: [d]
1 2 3 9 1020ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 10201 dws SO: the, Input: [d]
1 2 3 9 1021ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 10211 dws SO: the, Input: [d]
1 2 3 9 10212 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 10213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 10214 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 10215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 10216 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 10217 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 10218 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 10219 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 1022ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 10221 dws SO: the, Input: [d]
1 2 3 9 1023ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 10231 dws SO: the, Input: [d]
1 2 3 9 10232 ism SO: {book,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 10233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 10234 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 10235 ipm SO: <<{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 1024ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 10241 dws SO: the, Input: [d]
1 2 3 9 1025ipm SO: <{book,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 10251 dws SO: the, Input: [d]
1 2 3 9 11ism SO: {n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 3 9 111 dws SO: the, Input: [d]
1 2 3 9 111 1 esm SO: {the,d}, Input: []
1 2 3 9 111 2 epm SO: <the,d>, Input: []
1 2 3 9 111 3 epm SO: <d,the>, Input: []
1 2 3 9 112 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 112 1 dws SO: the, Input: [d]
1 2 3 9 112 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 112 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 112 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 112 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 112 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 112 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 112 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 112 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 112 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 112 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 112 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 112 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 112 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 112 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 112 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 113 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 113 1 dws SO: the, Input: [d]
1 2 3 9 113 2 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 3 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 4 ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 6 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 7 ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 8 ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 9 ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 11ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 12ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 13ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 14ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 15ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 16ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 17ism SO: {{{book,n!case},{book,{book,n!case}}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 19ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 20ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 21ism SO: {{book,{book,n!case}},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 22ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 24ism SO: {book,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 25ism SO: {n!case,{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 113 26ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 113 27ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 113 28ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 113 29ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 113 30ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 113 31ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 113 32ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 113 33ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 113 34ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 113 35ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 113 36ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 113 37ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 113 38ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 113 39ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 113 40ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 113 41ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 113 42ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 113 43ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 113 44ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 113 45ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 113 46ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 113 47ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 113 48ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 113 49ipm SO: <{{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 114 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 114 1 dws SO: the, Input: [d]
1 2 3 9 114 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 114 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 114 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 114 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 114 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 114 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 114 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 114 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 114 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 114 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 114 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 114 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 114 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 114 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 114 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 115 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 115 1 dws SO: the, Input: [d]
1 2 3 9 115 2 ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 4 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 5 ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 6 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 7 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 8 ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 9 ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 10ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 11ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 12ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 13ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 14ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 15ism SO: {{{book,n!case},{book,{book,n!case}}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 17ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 18ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 19ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 20ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 21ism SO: {{book,n!case},{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 22ism SO: {book,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 23ism SO: {n!case,{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 115 24ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 115 25ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 115 26ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 115 27ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 115 28ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 115 29ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 115 30ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 115 31ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 115 32ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 115 33ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 115 34ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 115 35ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 115 36ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 115 37ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 115 38ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 115 39ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 115 40ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 115 41ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 115 42ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 115 43ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 115 44ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 115 45ipm SO: <{{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 116 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 116 1 dws SO: the, Input: [d]
1 2 3 9 116 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 5 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 7 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 9 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 14ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 116 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 116 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 116 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 116 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 116 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 116 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 116 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 116 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 116 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 116 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 116 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 116 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 116 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 116 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 116 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 116 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 117 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 117 1 dws SO: the, Input: [d]
1 2 3 9 117 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 11ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 12ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 117 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 117 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 117 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 117 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 117 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 117 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 117 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 117 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 117 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 117 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 117 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 117 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 117 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 117 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 118 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 118 1 dws SO: the, Input: [d]
1 2 3 9 118 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 3 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 5 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 7 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 12ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 118 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 118 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 118 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 118 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 118 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 118 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 118 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 118 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 118 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 118 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 118 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 118 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 118 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 118 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 119 1 dws SO: the, Input: [d]
1 2 3 9 119 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 7 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 9 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 11ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 13ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 18ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 119 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 119 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 119 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 119 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 119 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 119 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 119 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 119 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 119 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 119 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 119 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 119 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 119 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 119 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 119 34ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 119 35ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 119 36ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 119 37ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 1110ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 11101 dws SO: the, Input: [d]
1 2 3 9 11102 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11103 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11104 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11105 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11106 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11107 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11108 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11109 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111010ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111011ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111012ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111013ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111014ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111015ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111016ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111017ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 111018ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111019ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 111020ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111021ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 111022ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 111023ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111024ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111025ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 111026ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111027ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 111028ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111029ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 1111ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 11111 dws SO: the, Input: [d]
1 2 3 9 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11115 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11117 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11119 ism SO: {{{book,n!case},{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111114ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 111119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 111122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 111124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 111126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 111127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 111130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 111132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 1112ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 11121 dws SO: the, Input: [d]
1 2 3 9 11122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11123 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11125 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11127 ism SO: {{{book,n!case},{book,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111211ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111212ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 111218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 111220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 111222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 111223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 111226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 111228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 1113ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 3 9 11131 dws SO: the, Input: [d]
1 2 3 9 11132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11133 ism SO: {{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11135 ism SO: {{n!case,{{book,n!case},{book,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11137 ism SO: {{{book,n!case},{book,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 11139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111311ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111312ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 3 9 111316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 3 9 111318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 111320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 111322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 111323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 111325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 111326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 111328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 3 9 111329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 3 9 1114ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 11141 dws SO: the, Input: [d]
1 2 3 9 1115ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 3 9 11151 dws SO: the, Input: [d]
1 2 3 9 11152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 11153 ism SO: {{{book,n!case},{book,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 11154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 11155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 11156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 11157 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 11158 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 11159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 111510ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 111511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 3 9 111512ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 111513ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 111514ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 111515ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 111516ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 111517ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 111518ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 111519ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 111520ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 3 9 111521ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 3 9 1116ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 11161 dws SO: the, Input: [d]
1 2 3 9 1117ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 11171 dws SO: the, Input: [d]
1 2 3 9 11172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 11173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 11174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 11175 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 11176 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 11177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 11178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 11179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 111710ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 111711ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 111712ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 111713ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 111714ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 111715ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 111716ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 111717ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 1118ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 11181 dws SO: the, Input: [d]
1 2 3 9 11182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 11183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 11184 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 11185 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 1119ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 11191 dws SO: the, Input: [d]
1 2 3 9 1120ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 11201 dws SO: the, Input: [d]
1 2 3 9 1121ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 11211 dws SO: the, Input: [d]
1 2 3 9 11212 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 11213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 11214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 11215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 11216 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 11217 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 11218 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 11219 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 1122ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 11221 dws SO: the, Input: [d]
1 2 3 9 1123ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 11231 dws SO: the, Input: [d]
1 2 3 9 11232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 11233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 11234 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 11235 ipm SO: <<{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 1124ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 3 9 11241 dws SO: the, Input: [d]
1 2 3 9 1125ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 3 9 11251 dws SO: the, Input: [d]
1 2 3 9 12ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 9 121 dws SO: the, Input: [d]
1 2 3 9 121 1 esm SO: {the,d}, Input: []
1 2 3 9 121 2 epm SO: <the,d>, Input: []
1 2 3 9 121 3 epm SO: <d,the>, Input: []
1 2 3 9 13ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>, Input: [[the,d]]
1 2 3 9 131 dws SO: the, Input: [d]
1 2 3 9 131 1 esm SO: {the,d}, Input: []
1 2 3 9 131 2 epm SO: <the,d>, Input: []
1 2 3 9 131 3 epm SO: <d,the>, Input: []
1 2 3 9 132 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 132 1 dws SO: the, Input: [d]
1 2 3 9 132 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 5 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 6 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 7 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 8 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 10ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 11ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 12ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 13ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 132 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 132 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 132 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 132 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 9 132 18ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 132 19ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 132 20ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 132 21ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 132 22ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 132 23ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 132 24ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 132 25ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 133 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 133 1 dws SO: the, Input: [d]
1 2 3 9 133 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 133 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 133 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 133 5 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 133 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 133 7 ism SO: {{book,{book,n!case}},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 133 8 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 133 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 133 10ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 133 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 133 12ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 133 13ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 9 133 14ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 133 15ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 133 16ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 133 17ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 133 18ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 133 19ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 133 20ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 133 21ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 134 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 134 1 dws SO: the, Input: [d]
1 2 3 9 134 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 134 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 134 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 134 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 134 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 134 7 ism SO: {{book,{book,n!case}},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 134 8 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 134 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 134 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 134 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 134 12ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 134 13ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 9 134 14ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 134 15ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 134 16ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 134 17ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 134 18ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 134 19ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 134 20ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 134 21ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 135 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 135 1 dws SO: the, Input: [d]
1 2 3 9 135 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 3 ism SO: {book,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 5 ism SO: {book,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 6 ism SO: {n!case,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 7 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 8 ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 9 ism SO: {book,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 10ism SO: {n!case,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 12ism SO: {book,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 13ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 14ism SO: {book,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 15ism SO: {n!case,{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 135 16ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 135 17ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 135 18ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 135 19ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 135 20ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 135 21ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 9 135 22ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 135 23ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 135 24ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 135 25ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 135 26ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 135 27ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 135 28ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 135 29ipm SO: <{{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 136 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 136 1 dws SO: the, Input: [d]
1 2 3 9 136 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 136 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 136 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 136 5 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 136 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 136 7 ism SO: {{book,{book,n!case}},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 136 8 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 136 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 136 10ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 136 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 136 12ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 136 13ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 9 136 14ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 136 15ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 136 16ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 136 17ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 136 18ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 136 19ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 136 20ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 136 21ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 137 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 137 1 dws SO: the, Input: [d]
1 2 3 9 137 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 5 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 6 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 7 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 8 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 9 ism SO: {{book,{book,n!case}},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 10ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 11ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 12ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 13ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 137 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 137 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 137 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 137 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 9 137 18ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 137 19ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 137 20ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 137 21ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 137 22ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 137 23ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 137 24ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 137 25ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 138 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 138 1 dws SO: the, Input: [d]
1 2 3 9 138 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 138 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 138 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 138 5 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 138 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 138 7 ism SO: {{book,{book,n!case}},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 138 8 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 138 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 138 10ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 138 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 138 12ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 138 13ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 9 138 14ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 138 15ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 138 16ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 138 17ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 138 18ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 138 19ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 138 20ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 138 21ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 139 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 3 9 139 1 dws SO: the, Input: [d]
1 2 3 9 139 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 139 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 139 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 139 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 139 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 139 7 ism SO: {{book,{book,n!case}},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 139 8 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 139 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 139 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 139 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 3 9 139 12ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 139 13ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 3 9 139 14ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 139 15ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 139 16ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 139 17ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 139 18ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 139 19ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 139 20ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 3 9 139 21ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 3 9 1310ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 13101 dws SO: the, Input: [d]
1 2 3 9 13102 ism SO: {book,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 9 13103 ism SO: {n!case,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 9 13104 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 13105 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 1311ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 13111 dws SO: the, Input: [d]
1 2 3 9 1312ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 13121 dws SO: the, Input: [d]
1 2 3 9 1313ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 13131 dws SO: the, Input: [d]
1 2 3 9 13132 ism SO: {book,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 13133 ism SO: {{book,n!case},<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 13134 ism SO: {book,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 13135 ism SO: {n!case,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 13136 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 13137 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 13138 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 13139 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 1314ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 13141 dws SO: the, Input: [d]
1 2 3 9 1315ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 13151 dws SO: the, Input: [d]
1 2 3 9 13152 ism SO: {book,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 9 13153 ism SO: {n!case,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 9 13154 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 13155 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 1316ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 3 9 13161 dws SO: the, Input: [d]
1 2 3 9 1317ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{{book,n!case},{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 3 9 13171 dws SO: the, Input: [d]
1 2 3 9 14ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 141 dws SO: the, Input: [d]
1 2 3 9 141 1 esm SO: {the,d}, Input: []
1 2 3 9 141 2 epm SO: <the,d>, Input: []
1 2 3 9 141 3 epm SO: <d,the>, Input: []
1 2 3 9 142 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 142 1 dws SO: the, Input: [d]
1 2 3 9 142 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 142 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 142 4 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 142 5 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 142 6 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 9 142 7 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 9 142 8 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 9 142 9 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 9 143 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 143 1 dws SO: the, Input: [d]
1 2 3 9 143 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 143 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 143 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 143 5 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 143 6 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 9 143 7 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 9 143 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 9 143 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 9 144 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 144 1 dws SO: the, Input: [d]
1 2 3 9 145 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 145 1 dws SO: the, Input: [d]
1 2 3 9 15ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 9 151 dws SO: the, Input: [d]
1 2 3 9 151 1 esm SO: {the,d}, Input: []
1 2 3 9 151 2 epm SO: <the,d>, Input: []
1 2 3 9 151 3 epm SO: <d,the>, Input: []
1 2 3 9 16ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 9 161 dws SO: the, Input: [d]
1 2 3 9 161 1 esm SO: {the,d}, Input: []
1 2 3 9 161 2 epm SO: <the,d>, Input: []
1 2 3 9 161 3 epm SO: <d,the>, Input: []
1 2 3 9 17ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 9 171 dws SO: the, Input: [d]
1 2 3 9 171 1 esm SO: {the,d}, Input: []
1 2 3 9 171 2 epm SO: <the,d>, Input: []
1 2 3 9 171 3 epm SO: <d,the>, Input: []
1 2 3 9 172 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 172 1 dws SO: the, Input: [d]
1 2 3 9 172 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 172 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 172 4 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 172 5 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 172 6 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 172 7 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 172 8 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 9 172 9 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 9 172 10ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 9 172 11ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 172 12ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 9 172 13ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 9 173 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 173 1 dws SO: the, Input: [d]
1 2 3 9 173 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 173 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 173 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 173 5 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 173 6 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 173 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 173 8 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 173 9 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 173 10ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 173 11ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 9 173 12ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 9 173 13ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 9 173 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 9 173 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 173 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 9 173 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 9 174 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 174 1 dws SO: the, Input: [d]
1 2 3 9 174 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 174 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 174 4 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 174 5 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 174 6 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 174 7 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 174 8 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 9 174 9 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 9 174 10ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 9 174 11ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 174 12ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 9 174 13ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 9 175 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 9 175 1 dws SO: the, Input: [d]
1 2 3 9 175 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 175 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 175 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 175 5 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 175 6 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 175 7 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 9 175 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 9 175 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 9 175 10ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 9 175 11ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 9 175 12ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 9 175 13ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 9 176 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 176 1 dws SO: the, Input: [d]
1 2 3 9 177 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 9 177 1 dws SO: the, Input: [d]
1 2 3 9 177 2 ism SO: {book,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 9 177 3 ism SO: {n!case,<<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 9 177 4 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 177 5 ipm SO: <<<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 178 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 9 178 1 dws SO: the, Input: [d]
1 2 3 9 179 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 9 179 1 dws SO: the, Input: [d]
1 2 3 9 18ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 9 181 dws SO: the, Input: [d]
1 2 3 9 181 1 esm SO: {the,d}, Input: []
1 2 3 9 181 2 epm SO: <the,d>, Input: []
1 2 3 9 181 3 epm SO: <d,the>, Input: []
1 2 3 9 19ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 3 9 191 dws SO: the, Input: [d]
1 2 3 9 191 1 esm SO: {the,d}, Input: []
1 2 3 9 191 2 epm SO: <the,d>, Input: []
1 2 3 9 191 3 epm SO: <d,the>, Input: []
1 2 3 9 192 ism SO: {book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 192 1 dws SO: the, Input: [d]
1 2 3 9 192 2 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 192 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 192 4 ism SO: {book,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 192 5 ism SO: {n!case,{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 192 6 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 9 192 7 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 9 192 8 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 9 192 9 ipm SO: <{book,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 9 193 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 9 193 1 dws SO: the, Input: [d]
1 2 3 9 193 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 193 3 ism SO: {<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 193 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 193 5 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 9 193 6 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 9 193 7 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 9 193 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 9 193 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 9 194 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 9 194 1 dws SO: the, Input: [d]
1 2 3 9 195 ipm SO: <<{n!case,{{book,n!case},{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 9 195 1 dws SO: the, Input: [d]
1 2 3 9 20ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 3 9 201 dws SO: the, Input: [d]
1 2 3 9 201 1 esm SO: {the,d}, Input: []
1 2 3 9 201 2 epm SO: <the,d>, Input: []
1 2 3 9 201 3 epm SO: <d,the>, Input: []
1 2 3 9 21ipm SO: <{n!case,{{book,n!case},{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 3 9 211 dws SO: the, Input: [d]
1 2 3 9 211 1 esm SO: {the,d}, Input: []
1 2 3 9 211 2 epm SO: <the,d>, Input: []
1 2 3 9 211 3 epm SO: <d,the>, Input: []
1 2 3 10ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [[the,d]]
1 2 3 101 dws SO: the, Input: [d]
1 2 3 101 1 esm SO: {the,d}, Input: []
1 2 3 101 1 1 uws SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 3 101 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 101 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 101 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 101 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 101 2 epm SO: <the,d>, Input: []
1 2 3 101 2 1 uws SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 3 101 3 epm SO: <d,the>, Input: []
1 2 3 101 3 1 uws SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 3 102 ism SO: {book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 102 1 dws SO: the, Input: [d]
1 2 3 102 1 1 esm SO: {the,d}, Input: []
1 2 3 102 1 2 epm SO: <the,d>, Input: []
1 2 3 102 1 3 epm SO: <d,the>, Input: []
1 2 3 102 2 ism SO: {book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 102 2 1 dws SO: the, Input: [d]
1 2 3 102 2 2 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 2 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 2 4 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 2 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 2 6 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 2 7 ism SO: {n!case,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 2 8 ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 102 2 9 ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 102 2 10ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 102 2 11ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 102 2 12ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 102 2 13ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 102 3 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 102 3 1 dws SO: the, Input: [d]
1 2 3 102 3 2 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 3 3 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 3 4 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 3 5 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 3 6 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 3 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 3 8 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 3 9 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 3 10ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 102 3 11ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 102 3 12ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 102 3 13ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 102 3 14ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 102 3 15ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 102 3 16ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 102 3 17ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 102 4 ism SO: {book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 102 4 1 dws SO: the, Input: [d]
1 2 3 102 4 2 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 4 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 4 4 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 4 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 4 6 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 4 7 ism SO: {n!case,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 4 8 ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 102 4 9 ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 102 4 10ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 102 4 11ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 102 4 12ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 102 4 13ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 102 5 ism SO: {n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 102 5 1 dws SO: the, Input: [d]
1 2 3 102 5 2 ism SO: {n!case,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 5 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 5 4 ism SO: {book,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 5 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 5 6 ism SO: {book,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 5 7 ism SO: {n!case,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 102 5 8 ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 102 5 9 ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 102 5 10ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 102 5 11ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 102 5 12ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 102 5 13ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 102 6 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 102 6 1 dws SO: the, Input: [d]
1 2 3 102 7 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 102 7 1 dws SO: the, Input: [d]
1 2 3 102 7 2 ism SO: {book,<{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 3 102 7 3 ism SO: {n!case,<{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 3 102 7 4 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 3 102 7 5 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 3 102 8 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 102 8 1 dws SO: the, Input: [d]
1 2 3 102 9 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 102 9 1 dws SO: the, Input: [d]
1 2 3 103 ism SO: {n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 103 1 dws SO: the, Input: [d]
1 2 3 103 1 1 esm SO: {the,d}, Input: []
1 2 3 103 1 2 epm SO: <the,d>, Input: []
1 2 3 103 1 3 epm SO: <d,the>, Input: []
1 2 3 103 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 103 2 1 dws SO: the, Input: [d]
1 2 3 103 2 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 2 3 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 2 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 2 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 2 6 ism SO: {book,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 2 7 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 2 8 ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 103 2 9 ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 103 2 10ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 103 2 11ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 103 2 12ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 103 2 13ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 103 3 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 103 3 1 dws SO: the, Input: [d]
1 2 3 103 3 2 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 3 3 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 3 4 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 3 5 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 3 6 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 3 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 3 8 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 3 9 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 3 10ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 103 3 11ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 103 3 12ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 103 3 13ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 103 3 14ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 103 3 15ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 103 3 16ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 103 3 17ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 103 4 ism SO: {book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 103 4 1 dws SO: the, Input: [d]
1 2 3 103 4 2 ism SO: {book,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 4 3 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 4 4 ism SO: {n!case,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 4 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 4 6 ism SO: {book,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 4 7 ism SO: {n!case,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 4 8 ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 103 4 9 ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 103 4 10ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 103 4 11ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 103 4 12ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 103 4 13ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 103 5 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 103 5 1 dws SO: the, Input: [d]
1 2 3 103 5 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 5 3 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 5 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 5 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 5 6 ism SO: {book,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 5 7 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 103 5 8 ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 103 5 9 ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 103 5 10ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 103 5 11ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 103 5 12ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 103 5 13ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 103 6 ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 103 6 1 dws SO: the, Input: [d]
1 2 3 103 7 ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 103 7 1 dws SO: the, Input: [d]
1 2 3 103 7 2 ism SO: {book,<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 3 103 7 3 ism SO: {n!case,<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 3 103 7 4 ipm SO: <<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 3 103 7 5 ipm SO: <<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 3 103 8 ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 103 8 1 dws SO: the, Input: [d]
1 2 3 103 9 ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 103 9 1 dws SO: the, Input: [d]
1 2 3 104 ipm SO: <<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 104 1 dws SO: the, Input: [d]
1 2 3 104 1 1 esm SO: {the,d}, Input: []
1 2 3 104 1 2 epm SO: <the,d>, Input: []
1 2 3 104 1 3 epm SO: <d,the>, Input: []
1 2 3 105 ipm SO: <<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 105 1 dws SO: the, Input: [d]
1 2 3 105 1 1 esm SO: {the,d}, Input: []
1 2 3 105 1 2 epm SO: <the,d>, Input: []
1 2 3 105 1 3 epm SO: <d,the>, Input: []
1 2 3 11ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [[the,d]]
1 2 3 111 dws SO: the, Input: [d]
1 2 3 111 1 esm SO: {the,d}, Input: []
1 2 3 111 1 1 uws SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 3 111 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 111 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 111 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 111 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 111 2 epm SO: <the,d>, Input: []
1 2 3 111 2 1 uws SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 3 111 3 epm SO: <d,the>, Input: []
1 2 3 111 3 1 uws SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 3 12ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [[the,d]]
1 2 3 121 dws SO: the, Input: [d]
1 2 3 121 1 esm SO: {the,d}, Input: []
1 2 3 121 1 1 uws SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 3 121 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 121 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 121 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 121 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 121 2 epm SO: <the,d>, Input: []
1 2 3 121 2 1 uws SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 3 121 3 epm SO: <d,the>, Input: []
1 2 3 121 3 1 uws SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 3 13ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 3 131 dws SO: the, Input: [d]
1 2 3 131 1 esm SO: {the,d}, Input: []
1 2 3 131 1 1 uws SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 3 131 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 131 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 131 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 131 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 131 2 epm SO: <the,d>, Input: []
1 2 3 131 2 1 uws SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 3 131 3 epm SO: <d,the>, Input: []
1 2 3 131 3 1 uws SO: <{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 3 132 ism SO: {book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 132 1 dws SO: the, Input: [d]
1 2 3 132 1 1 esm SO: {the,d}, Input: []
1 2 3 132 1 2 epm SO: <the,d>, Input: []
1 2 3 132 1 3 epm SO: <d,the>, Input: []
1 2 3 132 2 ism SO: {book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 132 2 1 dws SO: the, Input: [d]
1 2 3 132 2 2 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 2 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 2 4 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 2 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 2 6 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 2 7 ism SO: {{book,n!case},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 2 8 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 2 9 ism SO: {n!case,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 2 10ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 2 11ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 132 2 12ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 2 13ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 132 2 14ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 2 15ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 132 2 16ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 2 17ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 132 3 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 132 3 1 dws SO: the, Input: [d]
1 2 3 132 3 2 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 3 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 4 ism SO: {{book,n!case},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 5 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 6 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 7 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 8 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 9 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 10ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 11ism SO: {{book,n!case},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 12ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 13ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 3 14ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 132 3 15ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 3 16ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 132 3 17ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 3 18ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 132 3 19ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 132 3 20ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 3 21ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 132 3 22ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 3 23ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 132 3 24ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 3 25ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 132 4 ism SO: {book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 132 4 1 dws SO: the, Input: [d]
1 2 3 132 4 2 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 4 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 4 4 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 4 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 4 6 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 4 7 ism SO: {{book,n!case},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 4 8 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 4 9 ism SO: {n!case,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 4 10ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 4 11ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 132 4 12ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 4 13ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 132 4 14ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 4 15ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 132 4 16ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 4 17ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 132 5 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 132 5 1 dws SO: the, Input: [d]
1 2 3 132 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 5 3 ism SO: {book,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 5 4 ism SO: {n!case,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 5 5 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 5 6 ism SO: {book,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 5 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 5 8 ism SO: {book,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 5 10ism SO: {book,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 5 11ism SO: {n!case,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 5 12ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 132 5 13ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 5 14ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 132 5 15ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 132 5 16ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 5 17ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 132 5 18ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 5 19ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 132 5 20ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 5 21ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 132 6 ism SO: {book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 132 6 1 dws SO: the, Input: [d]
1 2 3 132 6 2 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 6 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 6 4 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 6 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 6 6 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 6 7 ism SO: {{book,n!case},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 6 8 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 6 9 ism SO: {n!case,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 6 10ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 6 11ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 132 6 12ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 6 13ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 132 6 14ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 6 15ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 132 6 16ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 6 17ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 132 7 ism SO: {n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 132 7 1 dws SO: the, Input: [d]
1 2 3 132 7 2 ism SO: {n!case,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 7 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 7 4 ism SO: {book,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 7 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 7 6 ism SO: {book,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 7 7 ism SO: {{book,n!case},{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 7 8 ism SO: {book,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 7 9 ism SO: {n!case,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 132 7 10ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 132 7 11ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 132 7 12ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 7 13ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 132 7 14ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 7 15ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 132 7 16ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 132 7 17ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 132 8 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 132 8 1 dws SO: the, Input: [d]
1 2 3 132 9 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 132 9 1 dws SO: the, Input: [d]
1 2 3 132 9 2 ism SO: {book,<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 132 9 3 ism SO: {{book,n!case},<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 132 9 4 ism SO: {book,<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 132 9 5 ism SO: {n!case,<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 132 9 6 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 3 132 9 7 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 3 132 9 8 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 3 132 9 9 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 3 132 10ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 132 101 dws SO: the, Input: [d]
1 2 3 132 11ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 132 111 dws SO: the, Input: [d]
1 2 3 132 112 ism SO: {book,<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 3 132 113 ism SO: {n!case,<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 3 132 114 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 132 115 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 132 12ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 132 121 dws SO: the, Input: [d]
1 2 3 132 13ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 132 131 dws SO: the, Input: [d]
1 2 3 133 ism SO: {{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 133 1 dws SO: the, Input: [d]
1 2 3 133 1 1 esm SO: {the,d}, Input: []
1 2 3 133 1 2 epm SO: <the,d>, Input: []
1 2 3 133 1 3 epm SO: <d,the>, Input: []
1 2 3 133 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 133 2 1 dws SO: the, Input: [d]
1 2 3 133 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 3 ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 5 ism SO: {{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 7 ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 9 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 10ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 12ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 2 14ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 2 15ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 2 16ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 2 17ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 133 2 18ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 2 19ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 2 20ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 2 21ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 133 2 22ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 2 23ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 2 24ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 2 25ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 3 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 133 3 1 dws SO: the, Input: [d]
1 2 3 133 3 2 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 3 3 ism SO: {{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 3 4 ism SO: {{book,n!case},{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 3 5 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 3 6 ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 3 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 3 8 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 3 9 ism SO: {{book,n!case},{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 3 10ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 3 11ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 3 12ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 3 13ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 133 3 14ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 3 15ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 3 16ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 3 17ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 133 3 18ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 3 19ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 3 20ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 3 21ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 133 4 1 dws SO: the, Input: [d]
1 2 3 133 4 2 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 4 3 ism SO: {{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 4 5 ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 4 6 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 4 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 4 8 ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 4 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 4 10ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 4 11ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 4 12ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 4 13ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 133 4 14ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 4 15ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 4 16ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 4 17ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 133 4 18ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 4 19ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 4 20ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 4 21ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 133 5 1 dws SO: the, Input: [d]
1 2 3 133 5 2 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 3 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 4 ism SO: {{book,n!case},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 5 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 6 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 7 ism SO: {{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 8 ism SO: {{book,n!case},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 9 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 10ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 11ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 12ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 13ism SO: {{book,n!case},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 14ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 15ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 5 16ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 133 5 17ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 5 18ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 5 19ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 5 20ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 5 21ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 133 5 22ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 5 23ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 5 24ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 5 25ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 133 5 26ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 5 27ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 5 28ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 5 29ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 6 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 133 6 1 dws SO: the, Input: [d]
1 2 3 133 6 2 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 6 3 ism SO: {{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 6 4 ism SO: {{book,n!case},{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 6 5 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 6 6 ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 6 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 6 8 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 6 9 ism SO: {{book,n!case},{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 6 10ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 6 11ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 6 12ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 6 13ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 133 6 14ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 6 15ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 6 16ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 6 17ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 133 6 18ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 6 19ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 6 20ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 6 21ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 133 7 1 dws SO: the, Input: [d]
1 2 3 133 7 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 3 ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 5 ism SO: {{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 7 ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 9 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 10ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 12ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 7 14ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 7 15ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 7 16ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 7 17ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 133 7 18ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 7 19ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 7 20ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 7 21ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 133 7 22ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 7 23ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 7 24ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 7 25ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 8 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 133 8 1 dws SO: the, Input: [d]
1 2 3 133 8 2 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 8 3 ism SO: {{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 8 4 ism SO: {{book,n!case},{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 8 5 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 8 6 ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 8 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 8 8 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 8 9 ism SO: {{book,n!case},{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 8 10ism SO: {book,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 8 11ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 8 12ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 8 13ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 133 8 14ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 8 15ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 8 16ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 8 17ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 133 8 18ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 8 19ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 8 20ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 8 21ipm SO: <{book,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 133 9 1 dws SO: the, Input: [d]
1 2 3 133 9 2 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 9 3 ism SO: {{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 9 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 9 5 ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 9 6 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 9 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 9 8 ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 9 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 9 10ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 9 11ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 133 9 12ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 9 13ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 133 9 14ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 9 15ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 9 16ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 9 17ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 133 9 18ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 9 19ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 133 9 20ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 133 9 21ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 133 10ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 133 101 dws SO: the, Input: [d]
1 2 3 133 102 ism SO: {book,<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 3 133 103 ism SO: {n!case,<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 3 133 104 ipm SO: <<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 133 105 ipm SO: <<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 133 11ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 133 111 dws SO: the, Input: [d]
1 2 3 133 12ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 133 121 dws SO: the, Input: [d]
1 2 3 133 13ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 133 131 dws SO: the, Input: [d]
1 2 3 133 132 ism SO: {book,<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 133 133 ism SO: {{book,n!case},<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 133 134 ism SO: {book,<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 133 135 ism SO: {n!case,<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 133 136 ipm SO: <<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 3 133 137 ipm SO: <<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 3 133 138 ipm SO: <<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 3 133 139 ipm SO: <<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 3 133 14ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 133 141 dws SO: the, Input: [d]
1 2 3 133 15ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 133 151 dws SO: the, Input: [d]
1 2 3 133 152 ism SO: {book,<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 3 133 153 ism SO: {n!case,<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 3 133 154 ipm SO: <<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 133 155 ipm SO: <<{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 133 16ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 133 161 dws SO: the, Input: [d]
1 2 3 133 17ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 133 171 dws SO: the, Input: [d]
1 2 3 134 ism SO: {book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 134 1 dws SO: the, Input: [d]
1 2 3 134 1 1 esm SO: {the,d}, Input: []
1 2 3 134 1 2 epm SO: <the,d>, Input: []
1 2 3 134 1 3 epm SO: <d,the>, Input: []
1 2 3 134 2 ism SO: {book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 134 2 1 dws SO: the, Input: [d]
1 2 3 134 2 2 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 2 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 2 4 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 2 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 2 6 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 2 7 ism SO: {{book,n!case},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 2 8 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 2 9 ism SO: {n!case,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 2 10ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 2 11ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 134 2 12ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 2 13ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 134 2 14ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 2 15ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 134 2 16ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 2 17ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 134 3 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 134 3 1 dws SO: the, Input: [d]
1 2 3 134 3 2 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 3 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 4 ism SO: {{book,n!case},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 5 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 6 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 7 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 8 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 9 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 10ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 11ism SO: {{book,n!case},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 12ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 13ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 3 14ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 134 3 15ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 3 16ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 134 3 17ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 3 18ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 134 3 19ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 134 3 20ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 3 21ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 134 3 22ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 3 23ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 134 3 24ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 3 25ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 134 4 ism SO: {book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 134 4 1 dws SO: the, Input: [d]
1 2 3 134 4 2 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 4 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 4 4 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 4 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 4 6 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 4 7 ism SO: {{book,n!case},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 4 8 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 4 9 ism SO: {n!case,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 4 10ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 4 11ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 134 4 12ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 4 13ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 134 4 14ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 4 15ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 134 4 16ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 4 17ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 134 5 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 134 5 1 dws SO: the, Input: [d]
1 2 3 134 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 5 3 ism SO: {book,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 5 4 ism SO: {n!case,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 5 5 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 5 6 ism SO: {book,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 5 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 5 8 ism SO: {book,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 5 10ism SO: {book,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 5 11ism SO: {n!case,{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 5 12ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 134 5 13ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 5 14ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 134 5 15ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 134 5 16ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 5 17ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 134 5 18ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 5 19ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 134 5 20ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 5 21ipm SO: <{{book,n!case},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 134 6 ism SO: {book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 134 6 1 dws SO: the, Input: [d]
1 2 3 134 6 2 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 6 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 6 4 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 6 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 6 6 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 6 7 ism SO: {{book,n!case},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 6 8 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 6 9 ism SO: {n!case,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 6 10ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 6 11ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 134 6 12ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 6 13ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 134 6 14ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 6 15ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 134 6 16ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 6 17ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 134 7 ism SO: {n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 134 7 1 dws SO: the, Input: [d]
1 2 3 134 7 2 ism SO: {n!case,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 7 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 7 4 ism SO: {book,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 7 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 7 6 ism SO: {book,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 7 7 ism SO: {{book,n!case},{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 7 8 ism SO: {book,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 7 9 ism SO: {n!case,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 134 7 10ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 134 7 11ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 134 7 12ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 7 13ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 134 7 14ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 7 15ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 134 7 16ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 134 7 17ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 134 8 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 134 8 1 dws SO: the, Input: [d]
1 2 3 134 9 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 134 9 1 dws SO: the, Input: [d]
1 2 3 134 9 2 ism SO: {book,<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 134 9 3 ism SO: {{book,n!case},<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 134 9 4 ism SO: {book,<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 134 9 5 ism SO: {n!case,<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 134 9 6 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 3 134 9 7 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 3 134 9 8 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 3 134 9 9 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 3 134 10ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 134 101 dws SO: the, Input: [d]
1 2 3 134 11ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 134 111 dws SO: the, Input: [d]
1 2 3 134 112 ism SO: {book,<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 3 134 113 ism SO: {n!case,<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 3 134 114 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 134 115 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 134 12ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 134 121 dws SO: the, Input: [d]
1 2 3 134 13ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 134 131 dws SO: the, Input: [d]
1 2 3 135 ism SO: {n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 3 135 1 dws SO: the, Input: [d]
1 2 3 135 1 1 esm SO: {the,d}, Input: []
1 2 3 135 1 2 epm SO: <the,d>, Input: []
1 2 3 135 1 3 epm SO: <d,the>, Input: []
1 2 3 135 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 135 2 1 dws SO: the, Input: [d]
1 2 3 135 2 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 2 3 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 2 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 2 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 2 6 ism SO: {book,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 2 8 ism SO: {book,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 2 9 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 2 10ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 2 11ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 135 2 12ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 2 13ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 135 2 14ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 2 15ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 135 2 16ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 2 17ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 3 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 135 3 1 dws SO: the, Input: [d]
1 2 3 135 3 2 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 3 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 4 ism SO: {{book,n!case},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 5 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 6 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 7 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 8 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 9 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 10ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 11ism SO: {{book,n!case},{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 12ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 13ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 3 14ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 135 3 15ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 3 16ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 135 3 17ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 3 18ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 3 19ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 135 3 20ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 3 21ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 135 3 22ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 3 23ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 135 3 24ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 3 25ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 4 ism SO: {book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 135 4 1 dws SO: the, Input: [d]
1 2 3 135 4 2 ism SO: {book,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 4 3 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 4 4 ism SO: {n!case,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 4 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 4 6 ism SO: {book,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 4 7 ism SO: {{book,n!case},{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 4 8 ism SO: {book,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 4 9 ism SO: {n!case,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 4 10ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 4 11ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 135 4 12ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 4 13ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 135 4 14ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 4 15ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 135 4 16ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 4 17ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 135 5 1 dws SO: the, Input: [d]
1 2 3 135 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 5 3 ism SO: {book,{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 5 5 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 5 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 5 8 ism SO: {book,{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 5 10ism SO: {book,{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 5 11ism SO: {n!case,{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 5 12ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 135 5 13ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 5 14ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 5 15ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 135 5 16ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 5 17ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 135 5 18ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 5 19ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 135 5 20ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 5 21ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 6 ism SO: {book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 135 6 1 dws SO: the, Input: [d]
1 2 3 135 6 2 ism SO: {book,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 6 3 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 6 4 ism SO: {n!case,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 6 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 6 6 ism SO: {book,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 6 7 ism SO: {{book,n!case},{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 6 8 ism SO: {book,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 6 9 ism SO: {n!case,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 6 10ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 6 11ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 135 6 12ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 6 13ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 135 6 14ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 6 15ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 135 6 16ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 6 17ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 7 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 3 135 7 1 dws SO: the, Input: [d]
1 2 3 135 7 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 7 3 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 7 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 7 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 7 6 ism SO: {book,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 7 8 ism SO: {book,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 7 9 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 3 135 7 10ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 7 11ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 3 135 7 12ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 7 13ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 135 7 14ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 7 15ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 3 135 7 16ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 3 135 7 17ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 3 135 8 ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 135 8 1 dws SO: the, Input: [d]
1 2 3 135 9 ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 3 135 9 1 dws SO: the, Input: [d]
1 2 3 135 9 2 ism SO: {book,<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 135 9 3 ism SO: {{book,n!case},<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 135 9 4 ism SO: {book,<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 135 9 5 ism SO: {n!case,<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 3 135 9 6 ipm SO: <<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 3 135 9 7 ipm SO: <<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 3 135 9 8 ipm SO: <<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 3 135 9 9 ipm SO: <<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 3 135 10ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 135 101 dws SO: the, Input: [d]
1 2 3 135 11ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 3 135 111 dws SO: the, Input: [d]
1 2 3 135 112 ism SO: {book,<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 3 135 113 ism SO: {n!case,<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 3 135 114 ipm SO: <<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 135 115 ipm SO: <<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 135 12ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 3 135 121 dws SO: the, Input: [d]
1 2 3 135 13ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 3 135 131 dws SO: the, Input: [d]
1 2 3 136 ipm SO: <<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 136 1 dws SO: the, Input: [d]
1 2 3 136 1 1 esm SO: {the,d}, Input: []
1 2 3 136 1 2 epm SO: <the,d>, Input: []
1 2 3 136 1 3 epm SO: <d,the>, Input: []
1 2 3 137 ipm SO: <<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 3 137 1 dws SO: the, Input: [d]
1 2 3 137 1 1 esm SO: {the,d}, Input: []
1 2 3 137 1 2 epm SO: <the,d>, Input: []
1 2 3 137 1 3 epm SO: <d,the>, Input: []
1 2 3 137 2 ism SO: {book,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 137 2 1 dws SO: the, Input: [d]
1 2 3 137 2 2 ism SO: {book,{book,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 3 137 2 3 ism SO: {<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,{book,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 3 137 2 4 ism SO: {book,{book,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 3 137 2 5 ism SO: {n!case,{book,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 3 137 2 6 ipm SO: <{book,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 3 137 2 7 ipm SO: <{book,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 2 3 137 2 8 ipm SO: <{book,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 3 137 2 9 ipm SO: <{book,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 137 3 ism SO: {n!case,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 3 137 3 1 dws SO: the, Input: [d]
1 2 3 137 3 2 ism SO: {n!case,{n!case,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 3 137 3 3 ism SO: {<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,{n!case,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 3 137 3 4 ism SO: {book,{n!case,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 3 137 3 5 ism SO: {n!case,{n!case,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 3 137 3 6 ipm SO: <{n!case,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 137 3 7 ipm SO: <{n!case,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 2 3 137 3 8 ipm SO: <{n!case,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 3 137 3 9 ipm SO: <{n!case,<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 137 4 ipm SO: <<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 3 137 4 1 dws SO: the, Input: [d]
1 2 3 137 5 ipm SO: <<<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 137 5 1 dws SO: the, Input: [d]
1 2 3 138 ipm SO: <<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 3 138 1 dws SO: the, Input: [d]
1 2 3 138 1 1 esm SO: {the,d}, Input: []
1 2 3 138 1 2 epm SO: <the,d>, Input: []
1 2 3 138 1 3 epm SO: <d,the>, Input: []
1 2 3 139 ipm SO: <<{{book,n!case},{book,{book,n!case}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 3 139 1 dws SO: the, Input: [d]
1 2 3 139 1 1 esm SO: {the,d}, Input: []
1 2 3 139 1 2 epm SO: <the,d>, Input: []
1 2 3 139 1 3 epm SO: <d,the>, Input: []
1 2 3 14ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [[the,d]]
1 2 3 141 dws SO: the, Input: [d]
1 2 3 141 1 esm SO: {the,d}, Input: []
1 2 3 141 1 1 uws SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 3 141 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 141 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 141 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 141 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 141 2 epm SO: <the,d>, Input: []
1 2 3 141 2 1 uws SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 3 141 3 epm SO: <d,the>, Input: []
1 2 3 141 3 1 uws SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 3 15ipm SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [[the,d]]
1 2 3 151 dws SO: the, Input: [d]
1 2 3 151 1 esm SO: {the,d}, Input: []
1 2 3 151 1 1 uws SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 3 151 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 151 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 151 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 151 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 151 2 epm SO: <the,d>, Input: []
1 2 3 151 2 1 uws SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 3 151 3 epm SO: <d,the>, Input: []
1 2 3 151 3 1 uws SO: <{{book,n!case},{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 3 152 ism SO: {book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 152 1 dws SO: the, Input: [d]
1 2 3 152 1 1 esm SO: {the,d}, Input: []
1 2 3 152 1 2 epm SO: <the,d>, Input: []
1 2 3 152 1 3 epm SO: <d,the>, Input: []
1 2 3 152 2 ism SO: {book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 152 2 1 dws SO: the, Input: [d]
1 2 3 152 2 2 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 2 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 2 4 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 2 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 2 6 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 2 7 ism SO: {n!case,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 2 8 ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 152 2 9 ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 152 2 10ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 152 2 11ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 152 2 12ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 152 2 13ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 152 3 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 152 3 1 dws SO: the, Input: [d]
1 2 3 152 3 2 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 3 3 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 3 4 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 3 5 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 3 6 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 3 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 3 8 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 3 9 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 3 10ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 152 3 11ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 152 3 12ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 152 3 13ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 152 3 14ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 152 3 15ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 152 3 16ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 152 3 17ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 152 4 ism SO: {book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 152 4 1 dws SO: the, Input: [d]
1 2 3 152 4 2 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 4 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 4 4 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 4 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 4 6 ism SO: {book,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 4 7 ism SO: {n!case,{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 4 8 ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 152 4 9 ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 152 4 10ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 152 4 11ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 152 4 12ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 152 4 13ipm SO: <{book,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 152 5 ism SO: {n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 152 5 1 dws SO: the, Input: [d]
1 2 3 152 5 2 ism SO: {n!case,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 5 3 ism SO: {{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 5 4 ism SO: {book,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 5 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 5 6 ism SO: {book,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 5 7 ism SO: {n!case,{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 152 5 8 ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 152 5 9 ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 152 5 10ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 152 5 11ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 152 5 12ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 152 5 13ipm SO: <{n!case,{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 152 6 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 152 6 1 dws SO: the, Input: [d]
1 2 3 152 7 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 152 7 1 dws SO: the, Input: [d]
1 2 3 152 7 2 ism SO: {book,<{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 3 152 7 3 ism SO: {n!case,<{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 3 152 7 4 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 3 152 7 5 ipm SO: <<{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 3 152 8 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 152 8 1 dws SO: the, Input: [d]
1 2 3 152 9 ipm SO: <{book,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 152 9 1 dws SO: the, Input: [d]
1 2 3 153 ism SO: {n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 2 3 153 1 dws SO: the, Input: [d]
1 2 3 153 1 1 esm SO: {the,d}, Input: []
1 2 3 153 1 2 epm SO: <the,d>, Input: []
1 2 3 153 1 3 epm SO: <d,the>, Input: []
1 2 3 153 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 153 2 1 dws SO: the, Input: [d]
1 2 3 153 2 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 2 3 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 2 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 2 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 2 6 ism SO: {book,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 2 7 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 2 8 ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 153 2 9 ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 153 2 10ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 153 2 11ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 153 2 12ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 153 2 13ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 153 3 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 153 3 1 dws SO: the, Input: [d]
1 2 3 153 3 2 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 3 3 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 3 4 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 3 5 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 3 6 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 3 7 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 3 8 ism SO: {book,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 3 9 ism SO: {n!case,{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 3 10ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 153 3 11ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 153 3 12ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 153 3 13ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 153 3 14ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 153 3 15ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 153 3 16ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 153 3 17ipm SO: <{<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 153 4 ism SO: {book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 153 4 1 dws SO: the, Input: [d]
1 2 3 153 4 2 ism SO: {book,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 4 3 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 4 4 ism SO: {n!case,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 4 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 4 6 ism SO: {book,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 4 7 ism SO: {n!case,{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 4 8 ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 153 4 9 ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 153 4 10ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 153 4 11ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 153 4 12ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 153 4 13ipm SO: <{book,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 153 5 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 3 153 5 1 dws SO: the, Input: [d]
1 2 3 153 5 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 5 3 ism SO: {{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 5 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 5 5 ism SO: {<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 5 6 ism SO: {book,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 5 7 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 3 153 5 8 ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 153 5 9 ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 3 153 5 10ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 153 5 11ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 153 5 12ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 3 153 5 13ipm SO: <{n!case,{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 3 153 6 ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 153 6 1 dws SO: the, Input: [d]
1 2 3 153 7 ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 3 153 7 1 dws SO: the, Input: [d]
1 2 3 153 7 2 ism SO: {book,<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 3 153 7 3 ism SO: {n!case,<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 3 153 7 4 ipm SO: <<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 3 153 7 5 ipm SO: <<{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},<{{book,n!case},{book,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 3 153 8 ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 3 153 8 1 dws SO: the, Input: [d]
1 2 3 153 9 ipm SO: <{n!case,<{{book,n!case},{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 3 153 9 1 dws SO: the, Input: [d]
1 2 3 154 ipm SO: <<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 3 154 1 dws SO: the, Input: [d]
1 2 3 154 1 1 esm SO: {the,d}, Input: []
1 2 3 154 1 2 epm SO: <the,d>, Input: []
1 2 3 154 1 3 epm SO: <d,the>, Input: []
1 2 3 155 ipm SO: <<{{book,n!case},{book,{book,n!case}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 3 155 1 dws SO: the, Input: [d]
1 2 3 155 1 1 esm SO: {the,d}, Input: []
1 2 3 155 1 2 epm SO: <the,d>, Input: []
1 2 3 155 1 3 epm SO: <d,the>, Input: []
1 2 3 16ipm SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [[the,d]]
1 2 3 161 dws SO: the, Input: [d]
1 2 3 161 1 esm SO: {the,d}, Input: []
1 2 3 161 1 1 uws SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 3 161 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 161 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 161 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 161 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 161 2 epm SO: <the,d>, Input: []
1 2 3 161 2 1 uws SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 3 161 3 epm SO: <d,the>, Input: []
1 2 3 161 3 1 uws SO: <{{book,n!case},{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 3 17ipm SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [[the,d]]
1 2 3 171 dws SO: the, Input: [d]
1 2 3 171 1 esm SO: {the,d}, Input: []
1 2 3 171 1 1 uws SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 3 171 1 2 ism SO: {the,{the,d}}, Input: []
1 2 3 171 1 3 ism SO: {d,{the,d}}, Input: []
1 2 3 171 1 4 ipm SO: <{the,d},the>, Input: []
1 2 3 171 1 5 ipm SO: <{the,d},d>, Input: []
1 2 3 171 2 epm SO: <the,d>, Input: []
1 2 3 171 2 1 uws SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 3 171 3 epm SO: <d,the>, Input: []
1 2 3 171 3 1 uws SO: <{{book,n!case},{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 4 ism SO: {book,{book,{book,n!case}}}, Input: [[the,d]]
1 2 4 1 dws SO: the, Input: [d]
1 2 4 1 1 esm SO: {the,d}, Input: []
1 2 4 1 1 1 uws SO: {book,{book,{book,n!case}}}, Input: [{the,d}]
1 2 4 1 1 1 1 esm SO: {{book,{book,{book,n!case}}},{the,d}}, Input: []
1 2 4 1 1 1 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 1 1 1 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 1 1 1 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 1 1 1 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 1 1 1 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 1 1 1 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 1 1 1 8 epm SO: <{book,{book,{book,n!case}}},{the,d}>, Input: []
1 2 4 1 1 1 9 epm SO: <{the,d},{book,{book,{book,n!case}}}>, Input: []
1 2 4 1 1 1 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 4 1 1 1 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 4 1 1 1 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 4 1 1 1 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 4 1 1 1 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 4 1 1 1 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 1 1 2 1 uws SO: {book,{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 2 4 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 2 4 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 2 4 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 2 4 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 2 4 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 2 4 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 2 4 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 2 4 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 2 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 1 1 3 1 uws SO: {book,{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 2 4 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 2 4 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 2 4 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 2 4 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 2 4 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 2 4 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 2 4 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 2 4 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 2 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 1 1 4 1 uws SO: {book,{book,{book,n!case}}}, Input: [<{the,d},the>]
1 2 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 1 1 5 1 uws SO: {book,{book,{book,n!case}}}, Input: [<{the,d},d>]
1 2 4 1 2 epm SO: <the,d>, Input: []
1 2 4 1 2 1 uws SO: {book,{book,{book,n!case}}}, Input: [<the,d>]
1 2 4 1 2 1 1 esm SO: {{book,{book,{book,n!case}}},<the,d>}, Input: []
1 2 4 1 2 1 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 1 2 1 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 1 2 1 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 1 2 1 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 1 2 1 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 1 2 1 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 1 2 1 8 epm SO: <{book,{book,{book,n!case}}},<the,d>>, Input: []
1 2 4 1 2 1 9 epm SO: <<the,d>,{book,{book,{book,n!case}}}>, Input: []
1 2 4 1 2 1 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 4 1 2 1 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 4 1 2 1 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 4 1 2 1 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 4 1 2 1 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 4 1 2 1 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 4 1 3 epm SO: <d,the>, Input: []
1 2 4 1 3 1 uws SO: {book,{book,{book,n!case}}}, Input: [<d,the>]
1 2 4 1 3 1 1 esm SO: {{book,{book,{book,n!case}}},<d,the>}, Input: []
1 2 4 1 3 1 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 1 3 1 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 1 3 1 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 1 3 1 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 1 3 1 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 1 3 1 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 1 3 1 8 epm SO: <{book,{book,{book,n!case}}},<d,the>>, Input: []
1 2 4 1 3 1 9 epm SO: <<d,the>,{book,{book,{book,n!case}}}>, Input: []
1 2 4 1 3 1 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 4 1 3 1 11ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 4 1 3 1 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 4 1 3 1 13ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 4 1 3 1 14ipm SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 4 1 3 1 15ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 4 2 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 4 2 1 dws SO: the, Input: [d]
1 2 4 2 1 1 esm SO: {the,d}, Input: []
1 2 4 2 1 1 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 2 1 2 epm SO: <the,d>, Input: []
1 2 4 2 1 2 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 2 1 3 epm SO: <d,the>, Input: []
1 2 4 2 1 3 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 2 2 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 2 2 1 dws SO: the, Input: [d]
1 2 4 2 2 1 1 esm SO: {the,d}, Input: []
1 2 4 2 2 1 2 epm SO: <the,d>, Input: []
1 2 4 2 2 1 3 epm SO: <d,the>, Input: []
1 2 4 2 2 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 1 dws SO: the, Input: [d]
1 2 4 2 2 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 2 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 1 dws SO: the, Input: [d]
1 2 4 2 2 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 2 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 1 dws SO: the, Input: [d]
1 2 4 2 2 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 2 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 1 dws SO: the, Input: [d]
1 2 4 2 2 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 2 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 1 dws SO: the, Input: [d]
1 2 4 2 2 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 2 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 1 dws SO: the, Input: [d]
1 2 4 2 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 2 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 1 dws SO: the, Input: [d]
1 2 4 2 2 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 2 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 1 dws SO: the, Input: [d]
1 2 4 2 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 2 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 2 101 dws SO: the, Input: [d]
1 2 4 2 2 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 2 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 2 111 dws SO: the, Input: [d]
1 2 4 2 2 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 2 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 2 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 2 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 2 121 dws SO: the, Input: [d]
1 2 4 2 2 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 2 131 dws SO: the, Input: [d]
1 2 4 2 2 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 2 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 2 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 2 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 2 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 2 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 2 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 2 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 2 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 2 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 2 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 2 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 2 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 2 2 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 2 141 dws SO: the, Input: [d]
1 2 4 2 2 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 2 151 dws SO: the, Input: [d]
1 2 4 2 2 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 2 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 2 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 2 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 2 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 2 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 2 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 2 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 2 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 2 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 2 2 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 2 161 dws SO: the, Input: [d]
1 2 4 2 2 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 2 171 dws SO: the, Input: [d]
1 2 4 2 2 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 2 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 2 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 2 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 2 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 2 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 2 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 2 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 2 181 dws SO: the, Input: [d]
1 2 4 2 2 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 2 191 dws SO: the, Input: [d]
1 2 4 2 2 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 2 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 2 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 2 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 2 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 2 201 dws SO: the, Input: [d]
1 2 4 2 2 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 2 211 dws SO: the, Input: [d]
1 2 4 2 3 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 2 3 1 dws SO: the, Input: [d]
1 2 4 2 3 1 1 esm SO: {the,d}, Input: []
1 2 4 2 3 1 2 epm SO: <the,d>, Input: []
1 2 4 2 3 1 3 epm SO: <d,the>, Input: []
1 2 4 2 3 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 1 dws SO: the, Input: [d]
1 2 4 2 3 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 9 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 21ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 23ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 25ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 2 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 2 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 2 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 2 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 1 dws SO: the, Input: [d]
1 2 4 2 3 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 3 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 3 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 3 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 3 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 1 dws SO: the, Input: [d]
1 2 4 2 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 7 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 16ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 18ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 20ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 4 24ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 4 25ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 4 26ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 4 27ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 1 dws SO: the, Input: [d]
1 2 4 2 3 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 5 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 5 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 5 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 5 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 1 dws SO: the, Input: [d]
1 2 4 2 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 5 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 14ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 16ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 18ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 21ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 6 22ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 6 23ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 6 24ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 6 25ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 1 dws SO: the, Input: [d]
1 2 4 2 3 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 7 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 7 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 7 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 7 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 1 dws SO: the, Input: [d]
1 2 4 2 3 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 11ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 12ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 14ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 16ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 17ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 19ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 8 20ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 8 21ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 8 22ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 8 23ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 1 dws SO: the, Input: [d]
1 2 4 2 3 9 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 11ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 12ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 14ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 16ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 17ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 18ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 19ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 21ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 23ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 25ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 26ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 27ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 9 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 9 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 9 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 9 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 9 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 9 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 9 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 9 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 9 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 9 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 9 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 9 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 9 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 9 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 9 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 9 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 9 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 9 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 9 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 9 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 9 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 9 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 9 50ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 9 51ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 9 52ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 9 53ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 101 dws SO: the, Input: [d]
1 2 4 2 3 102 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 103 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 104 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 105 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 106 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 107 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 108 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 109 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1010ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1011ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1012ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1013ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1014ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1015ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1016ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1017ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1018ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1019ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1020ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1021ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 1022ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1023ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1024ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1025ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1026ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1027ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1028ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1029ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 1030ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1031ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1032ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1033ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1034ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1035ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1036ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1037ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 111 dws SO: the, Input: [d]
1 2 4 2 3 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 119 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1110ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1112ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1113ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1114ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1115ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1116ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1117ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1118ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 121 dws SO: the, Input: [d]
1 2 4 2 3 122 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 123 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 124 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 125 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 126 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 127 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 128 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 129 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1210ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1211ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1212ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1214ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1215ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1216ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1217ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1218ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1219ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1220ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1221ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 1222ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1223ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1224ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1225ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1226ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1227ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1228ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1229ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 1230ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1231ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1232ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1233ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1234ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1235ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1236ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1237ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 13ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 131 dws SO: the, Input: [d]
1 2 4 2 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 137 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 138 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1313ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1314ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1315ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1316ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1318ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1324ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1325ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1326ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1327ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1328ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1329ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 1330ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1331ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1332ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1333ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1334ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1335ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1336ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1337ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 1338ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1339ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1340ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1341ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1342ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1343ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1344ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1345ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 141 dws SO: the, Input: [d]
1 2 4 2 3 142 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 143 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 144 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 145 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 146 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 147 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 148 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 149 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1410ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1411ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1412ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1414ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1416ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1417ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1418ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1419ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1420ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1421ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 1422ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1423ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1424ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1425ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1426ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1427ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1428ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1429ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 1430ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1431ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1432ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1433ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1434ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1435ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1436ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1437ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 15ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 151 dws SO: the, Input: [d]
1 2 4 2 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 153 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 154 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 155 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 156 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 157 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 159 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1511ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1512ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1513ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1514ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1516ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1518ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1520ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1521ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1522ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1523ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1524ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1525ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 1526ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1527ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1528ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1529ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1530ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1531ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1532ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1533ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 1534ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1535ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1536ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1537ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1538ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1539ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1540ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1541ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 161 dws SO: the, Input: [d]
1 2 4 2 3 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 163 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1611ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1612ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1614ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1616ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1617ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1619ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1620ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1621ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 1622ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1623ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 17ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 3 171 dws SO: the, Input: [d]
1 2 4 2 3 172 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 173 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 174 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 175 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 176 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 177 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 178 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 179 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1710ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1711ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1712ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1714ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1716ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1717ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1718ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1719ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 3 1720ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1721ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 3 1722ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1723ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1724ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1725ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1726ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1727ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1728ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 1729ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 1730ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1731ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 1732ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1733ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1734ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1735ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1736ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 3 1737ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 18ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 181 dws SO: the, Input: [d]
1 2 4 2 3 182 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 183 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 184 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 185 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 186 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 187 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 188 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 3 189 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 1810ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 3 1811ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 1812ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 3 1813ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 2 3 19ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 3 191 dws SO: the, Input: [d]
1 2 4 2 3 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 201 dws SO: the, Input: [d]
1 2 4 2 3 202 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 3 203 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 3 204 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 3 205 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 3 206 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 3 207 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 208 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 3 209 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 3 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 3 211 dws SO: the, Input: [d]
1 2 4 2 3 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 221 dws SO: the, Input: [d]
1 2 4 2 3 222 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 3 223 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 3 224 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 3 225 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 3 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 3 231 dws SO: the, Input: [d]
1 2 4 2 3 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 241 dws SO: the, Input: [d]
1 2 4 2 3 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 3 251 dws SO: the, Input: [d]
1 2 4 2 3 252 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 3 253 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 3 254 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 3 255 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 3 256 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 3 257 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 3 258 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 3 259 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 3 2510ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 3 2511ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 2512ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 3 2513ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 2514ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 3 2515ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 2516ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 3 2517ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 2 3 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 3 261 dws SO: the, Input: [d]
1 2 4 2 3 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 3 271 dws SO: the, Input: [d]
1 2 4 2 3 272 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 273 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 274 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 275 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 276 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 277 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 3 278 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 3 279 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 2710ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 3 2711ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 2712ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 3 2713ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 2 3 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 3 281 dws SO: the, Input: [d]
1 2 4 2 3 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 3 291 dws SO: the, Input: [d]
1 2 4 2 3 292 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 3 293 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 3 294 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 3 295 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 3 296 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 3 297 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 298 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 3 299 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 3 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 3 301 dws SO: the, Input: [d]
1 2 4 2 3 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 3 311 dws SO: the, Input: [d]
1 2 4 2 3 312 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 3 313 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 3 314 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 3 315 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 3 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 3 321 dws SO: the, Input: [d]
1 2 4 2 3 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 3 331 dws SO: the, Input: [d]
1 2 4 2 4 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 2 4 1 dws SO: the, Input: [d]
1 2 4 2 4 1 1 esm SO: {the,d}, Input: []
1 2 4 2 4 1 2 epm SO: <the,d>, Input: []
1 2 4 2 4 1 3 epm SO: <d,the>, Input: []
1 2 4 2 4 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 1 dws SO: the, Input: [d]
1 2 4 2 4 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 4 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 1 dws SO: the, Input: [d]
1 2 4 2 4 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 4 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 1 dws SO: the, Input: [d]
1 2 4 2 4 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 4 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 1 dws SO: the, Input: [d]
1 2 4 2 4 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 4 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 1 dws SO: the, Input: [d]
1 2 4 2 4 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 4 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 1 dws SO: the, Input: [d]
1 2 4 2 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 4 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 1 dws SO: the, Input: [d]
1 2 4 2 4 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 4 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 1 dws SO: the, Input: [d]
1 2 4 2 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 4 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 4 101 dws SO: the, Input: [d]
1 2 4 2 4 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 4 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 4 111 dws SO: the, Input: [d]
1 2 4 2 4 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 4 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 4 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 4 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 4 121 dws SO: the, Input: [d]
1 2 4 2 4 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 4 131 dws SO: the, Input: [d]
1 2 4 2 4 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 4 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 4 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 4 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 4 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 4 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 4 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 4 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 4 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 4 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 4 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 4 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 4 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 2 4 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 4 141 dws SO: the, Input: [d]
1 2 4 2 4 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 4 151 dws SO: the, Input: [d]
1 2 4 2 4 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 4 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 4 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 4 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 4 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 4 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 4 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 4 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 4 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 4 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 2 4 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 4 161 dws SO: the, Input: [d]
1 2 4 2 4 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 4 171 dws SO: the, Input: [d]
1 2 4 2 4 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 4 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 4 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 4 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 4 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 4 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 4 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 4 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 4 181 dws SO: the, Input: [d]
1 2 4 2 4 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 4 191 dws SO: the, Input: [d]
1 2 4 2 4 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 4 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 4 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 4 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 4 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 4 201 dws SO: the, Input: [d]
1 2 4 2 4 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 4 211 dws SO: the, Input: [d]
1 2 4 2 5 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 2 5 1 dws SO: the, Input: [d]
1 2 4 2 5 1 1 esm SO: {the,d}, Input: []
1 2 4 2 5 1 2 epm SO: <the,d>, Input: []
1 2 4 2 5 1 3 epm SO: <d,the>, Input: []
1 2 4 2 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 1 dws SO: the, Input: [d]
1 2 4 2 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 1 dws SO: the, Input: [d]
1 2 4 2 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 3 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 3 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 3 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 3 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 3 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 3 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 1 dws SO: the, Input: [d]
1 2 4 2 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 14ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 1 dws SO: the, Input: [d]
1 2 4 2 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 5 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 5 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 5 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 5 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 5 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 5 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 1 dws SO: the, Input: [d]
1 2 4 2 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 9 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 12ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 1 dws SO: the, Input: [d]
1 2 4 2 5 7 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 11ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 12ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 14ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 16ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 21ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 23ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 25ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 7 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 7 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 7 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 7 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 7 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 7 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 7 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 7 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 7 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 7 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 7 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 7 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 7 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 7 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 7 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 7 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 7 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 7 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 7 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 7 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 7 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 7 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 7 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 7 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 1 dws SO: the, Input: [d]
1 2 4 2 5 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 8 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 8 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 8 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 8 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 8 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 8 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 9 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 1 dws SO: the, Input: [d]
1 2 4 2 5 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 10ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 101 dws SO: the, Input: [d]
1 2 4 2 5 102 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 103 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 104 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 105 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 106 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 107 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 108 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 109 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1010ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1012ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1013ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1014ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1015ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1016ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1017ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1018ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1019ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 1020ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1021ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1022ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1023ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1024ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 1025ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 1026ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1027ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 1028ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1029ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1030ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1031ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1032ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1033ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 111 dws SO: the, Input: [d]
1 2 4 2 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 117 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1113ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1114ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1116ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 121 dws SO: the, Input: [d]
1 2 4 2 5 122 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 123 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 125 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 127 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 129 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1210ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1212ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1214ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1216ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1218ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1219ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 1220ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1221ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1222ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1223ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1224ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 1225ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 1226ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1227ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 1228ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1229ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1230ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1231ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1232ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1233ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 131 dws SO: the, Input: [d]
1 2 4 2 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 135 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1311ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1312ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1314ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 141 dws SO: the, Input: [d]
1 2 4 2 5 142 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 143 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 145 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 147 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 149 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1410ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1412ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1414ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1416ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1418ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1419ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 1420ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1421ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1422ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1423ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1424ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 1425ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 1426ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1427ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 1428ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1429ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1430ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1431ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1432ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1433ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 15ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 5 151 dws SO: the, Input: [d]
1 2 4 2 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 153 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 159 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1510ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1512ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 16ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 161 dws SO: the, Input: [d]
1 2 4 2 5 162 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 5 164 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 5 165 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 5 166 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 5 167 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 168 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 5 169 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 5 17ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 5 171 dws SO: the, Input: [d]
1 2 4 2 5 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 181 dws SO: the, Input: [d]
1 2 4 2 5 182 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 5 183 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 5 184 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 5 185 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 5 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 5 191 dws SO: the, Input: [d]
1 2 4 2 5 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 201 dws SO: the, Input: [d]
1 2 4 2 5 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 5 211 dws SO: the, Input: [d]
1 2 4 2 5 212 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 5 213 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 5 214 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 5 216 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 5 218 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 5 219 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 5 2110ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 5 2111ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 2112ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 5 2113ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 2114ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 5 2115ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 2116ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 5 2117ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 2 5 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 5 221 dws SO: the, Input: [d]
1 2 4 2 5 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 5 231 dws SO: the, Input: [d]
1 2 4 2 5 232 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 5 234 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 5 236 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 5 237 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 5 238 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 5 239 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 2310ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 5 2311ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 2312ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 5 2313ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 2 5 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 5 241 dws SO: the, Input: [d]
1 2 4 2 5 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 5 251 dws SO: the, Input: [d]
1 2 4 2 5 252 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 5 254 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 5 255 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 5 256 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 5 257 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 258 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 5 259 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 5 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 5 261 dws SO: the, Input: [d]
1 2 4 2 5 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 5 271 dws SO: the, Input: [d]
1 2 4 2 5 272 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 5 273 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 5 274 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 5 275 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 5 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 5 281 dws SO: the, Input: [d]
1 2 4 2 5 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 5 291 dws SO: the, Input: [d]
1 2 4 2 6 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 2 6 1 dws SO: the, Input: [d]
1 2 4 2 6 1 1 esm SO: {the,d}, Input: []
1 2 4 2 6 1 2 epm SO: <the,d>, Input: []
1 2 4 2 6 1 3 epm SO: <d,the>, Input: []
1 2 4 2 6 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 1 dws SO: the, Input: [d]
1 2 4 2 6 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 6 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 1 dws SO: the, Input: [d]
1 2 4 2 6 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 6 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 1 dws SO: the, Input: [d]
1 2 4 2 6 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 6 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 1 dws SO: the, Input: [d]
1 2 4 2 6 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 6 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 1 dws SO: the, Input: [d]
1 2 4 2 6 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 6 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 1 dws SO: the, Input: [d]
1 2 4 2 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 6 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 1 dws SO: the, Input: [d]
1 2 4 2 6 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 6 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 1 dws SO: the, Input: [d]
1 2 4 2 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 6 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 6 101 dws SO: the, Input: [d]
1 2 4 2 6 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 6 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 6 111 dws SO: the, Input: [d]
1 2 4 2 6 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 6 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 6 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 6 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 6 121 dws SO: the, Input: [d]
1 2 4 2 6 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 6 131 dws SO: the, Input: [d]
1 2 4 2 6 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 6 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 6 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 6 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 6 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 6 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 6 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 6 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 6 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 6 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 6 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 6 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 6 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 2 6 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 6 141 dws SO: the, Input: [d]
1 2 4 2 6 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 6 151 dws SO: the, Input: [d]
1 2 4 2 6 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 6 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 6 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 6 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 6 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 6 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 6 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 6 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 6 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 6 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 2 6 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 6 161 dws SO: the, Input: [d]
1 2 4 2 6 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 6 171 dws SO: the, Input: [d]
1 2 4 2 6 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 6 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 6 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 6 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 6 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 6 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 6 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 6 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 6 181 dws SO: the, Input: [d]
1 2 4 2 6 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 6 191 dws SO: the, Input: [d]
1 2 4 2 6 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 6 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 6 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 6 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 6 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 6 201 dws SO: the, Input: [d]
1 2 4 2 6 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 6 211 dws SO: the, Input: [d]
1 2 4 2 7 ism SO: {{book,n!case},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 2 7 1 dws SO: the, Input: [d]
1 2 4 2 7 1 1 esm SO: {the,d}, Input: []
1 2 4 2 7 1 2 epm SO: <the,d>, Input: []
1 2 4 2 7 1 3 epm SO: <d,the>, Input: []
1 2 4 2 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 1 dws SO: the, Input: [d]
1 2 4 2 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 5 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 1 dws SO: the, Input: [d]
1 2 4 2 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 3 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 3 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 3 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 3 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 3 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 3 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 3 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 3 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 3 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 3 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 3 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 3 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 3 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 3 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 1 dws SO: the, Input: [d]
1 2 4 2 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 7 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 10ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 12ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 5 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 1 dws SO: the, Input: [d]
1 2 4 2 7 5 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 11ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 12ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 14ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 19ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 21ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 23ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 5 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 5 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 5 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 5 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 5 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 5 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 5 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 5 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 5 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 5 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 5 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 5 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 5 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 5 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 5 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 5 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 5 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 5 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 5 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 5 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 5 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 5 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 1 dws SO: the, Input: [d]
1 2 4 2 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 6 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 6 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 6 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 6 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 6 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 6 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 6 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 6 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 6 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 6 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 6 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 6 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 6 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 6 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 7 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 1 dws SO: the, Input: [d]
1 2 4 2 7 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 9 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 14ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 7 22ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 7 23ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 7 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 7 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 7 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 7 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 7 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 7 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 7 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 7 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 7 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 7 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 7 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 7 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 7 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 7 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 7 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 7 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 7 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 7 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 1 dws SO: the, Input: [d]
1 2 4 2 7 8 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 8 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 8 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 8 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 8 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 8 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 8 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 8 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 8 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 8 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 8 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 8 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 8 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 8 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 8 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 1 dws SO: the, Input: [d]
1 2 4 2 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 7 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 12ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 101 dws SO: the, Input: [d]
1 2 4 2 7 102 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 103 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 105 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 106 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 107 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 108 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 109 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1010ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1012ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1014ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1015ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1016ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1017ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 1018ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 1019ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1020ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 1021ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 1022ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1023ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 1024ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1025ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 1026ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1027ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 1028ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1029ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 11ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 111 dws SO: the, Input: [d]
1 2 4 2 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 115 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 119 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 121 dws SO: the, Input: [d]
1 2 4 2 7 122 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 123 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 125 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 127 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 128 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 129 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1210ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1212ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1214ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1216ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1217ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 1218ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 1219ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1220ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 1221ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 1222ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1223ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 1224ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1225ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 1226ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1227ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 1228ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1229ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 13ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 7 131 dws SO: the, Input: [d]
1 2 4 2 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 133 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 137 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1310ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1312ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 7 1316ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 1317ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 7 1318ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 1319ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1320ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 1321ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 1322ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1323ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 1324ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1325ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 1326ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1327ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 1328ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 7 1329ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 14ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 141 dws SO: the, Input: [d]
1 2 4 2 7 142 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 7 143 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 7 144 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 7 145 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 7 15ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 7 151 dws SO: the, Input: [d]
1 2 4 2 7 16ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 161 dws SO: the, Input: [d]
1 2 4 2 7 17ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 7 171 dws SO: the, Input: [d]
1 2 4 2 7 172 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 7 173 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 7 174 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 7 176 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 7 178 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 7 179 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 7 1710ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 7 1711ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 1712ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 7 1713ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 1714ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 7 1715ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 1716ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 7 1717ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 2 7 18ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 7 181 dws SO: the, Input: [d]
1 2 4 2 7 19ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 7 191 dws SO: the, Input: [d]
1 2 4 2 7 192 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 7 194 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 7 196 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 7 197 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 7 198 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 7 199 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 1910ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 7 1911ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 1912ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 7 1913ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 2 7 20ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 7 201 dws SO: the, Input: [d]
1 2 4 2 7 21ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 7 211 dws SO: the, Input: [d]
1 2 4 2 7 212 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 7 214 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 7 215 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 7 216 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 7 217 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 218 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 7 219 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 7 22ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 7 221 dws SO: the, Input: [d]
1 2 4 2 7 23ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 7 231 dws SO: the, Input: [d]
1 2 4 2 7 232 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 7 233 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 7 234 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 7 235 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 7 24ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 7 241 dws SO: the, Input: [d]
1 2 4 2 7 25ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 7 251 dws SO: the, Input: [d]
1 2 4 2 8 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 2 8 1 dws SO: the, Input: [d]
1 2 4 2 8 1 1 esm SO: {the,d}, Input: []
1 2 4 2 8 1 2 epm SO: <the,d>, Input: []
1 2 4 2 8 1 3 epm SO: <d,the>, Input: []
1 2 4 2 8 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 1 dws SO: the, Input: [d]
1 2 4 2 8 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 8 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 1 dws SO: the, Input: [d]
1 2 4 2 8 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 8 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 1 dws SO: the, Input: [d]
1 2 4 2 8 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 8 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 1 dws SO: the, Input: [d]
1 2 4 2 8 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 8 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 1 dws SO: the, Input: [d]
1 2 4 2 8 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 8 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 1 dws SO: the, Input: [d]
1 2 4 2 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 8 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 1 dws SO: the, Input: [d]
1 2 4 2 8 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 8 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 1 dws SO: the, Input: [d]
1 2 4 2 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 8 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 8 101 dws SO: the, Input: [d]
1 2 4 2 8 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 8 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 8 111 dws SO: the, Input: [d]
1 2 4 2 8 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 8 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 8 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 8 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 8 121 dws SO: the, Input: [d]
1 2 4 2 8 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 8 131 dws SO: the, Input: [d]
1 2 4 2 8 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 8 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 8 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 8 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 8 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 8 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 8 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 8 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 8 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 8 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 8 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 8 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 8 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 2 8 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 8 141 dws SO: the, Input: [d]
1 2 4 2 8 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 8 151 dws SO: the, Input: [d]
1 2 4 2 8 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 8 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 8 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 8 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 8 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 8 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 8 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 8 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 8 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 8 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 2 8 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 8 161 dws SO: the, Input: [d]
1 2 4 2 8 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 8 171 dws SO: the, Input: [d]
1 2 4 2 8 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 8 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 8 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 8 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 8 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 8 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 8 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 8 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 8 181 dws SO: the, Input: [d]
1 2 4 2 8 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 8 191 dws SO: the, Input: [d]
1 2 4 2 8 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 8 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 8 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 8 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 8 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 8 201 dws SO: the, Input: [d]
1 2 4 2 8 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 8 211 dws SO: the, Input: [d]
1 2 4 2 9 ism SO: {n!case,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 2 9 1 dws SO: the, Input: [d]
1 2 4 2 9 1 1 esm SO: {the,d}, Input: []
1 2 4 2 9 1 2 epm SO: <the,d>, Input: []
1 2 4 2 9 1 3 epm SO: <d,the>, Input: []
1 2 4 2 9 2 ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 1 dws SO: the, Input: [d]
1 2 4 2 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 10ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 12ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 2 14ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 2 15ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 9 2 16ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 2 17ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 2 18ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 2 19ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 2 20ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 2 21ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 2 22ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 2 23ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 2 24ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 2 25ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 3 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 1 dws SO: the, Input: [d]
1 2 4 2 9 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 11ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 12ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 9 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 4 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 1 dws SO: the, Input: [d]
1 2 4 2 9 4 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 4 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 4 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 9 4 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 4 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 4 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 4 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 4 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 4 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 4 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 4 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 4 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 4 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 5 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 1 dws SO: the, Input: [d]
1 2 4 2 9 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 9 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 12ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 5 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 5 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 5 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 5 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 5 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 5 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 5 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 5 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 9 5 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 5 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 5 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 5 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 5 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 5 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 5 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 5 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 5 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 5 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 6 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 1 dws SO: the, Input: [d]
1 2 4 2 9 6 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 6 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 6 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 9 6 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 6 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 6 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 6 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 6 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 6 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 6 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 6 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 6 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 6 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 7 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 1 dws SO: the, Input: [d]
1 2 4 2 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 7 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 12ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 8 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 1 dws SO: the, Input: [d]
1 2 4 2 9 8 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 8 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 8 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 9 8 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 8 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 8 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 8 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 8 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 8 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 8 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 8 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 8 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 8 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 9 ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 1 dws SO: the, Input: [d]
1 2 4 2 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 5 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 12ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 10ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 9 101 dws SO: the, Input: [d]
1 2 4 2 9 102 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 103 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 104 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 106 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 107 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 108 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 1010ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 1012ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 1013ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 1014ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 1015ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 9 1016ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 1017ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 1018ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 1019ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 1020ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 1021ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 1022ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 1023ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 1024ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 1025ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 11ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 2 9 111 dws SO: the, Input: [d]
1 2 4 2 9 112 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 113 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 114 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 116 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 118 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 1110ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 1112ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 1113ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 2 9 1114ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 1115ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 2 9 1116ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 1117ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 1118ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 1119ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 1120ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 1121ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 1122ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 1123ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 1124ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 2 9 1125ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 12ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 121 dws SO: the, Input: [d]
1 2 4 2 9 13ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 2 9 131 dws SO: the, Input: [d]
1 2 4 2 9 132 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 9 133 ism SO: {{book,{book,{book,n!case}}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 9 134 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 9 135 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 9 136 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 9 137 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 9 138 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 9 139 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 2 9 1310ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 9 1311ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 1312ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 9 1313ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 1314ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 9 1315ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 1316ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 2 9 1317ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 2 9 14ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 9 141 dws SO: the, Input: [d]
1 2 4 2 9 15ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 9 151 dws SO: the, Input: [d]
1 2 4 2 9 152 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 9 153 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 9 154 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 9 155 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 9 156 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 9 157 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 9 158 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 9 159 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 1510ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 9 1511ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 1512ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 9 1513ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 2 9 16ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 9 161 dws SO: the, Input: [d]
1 2 4 2 9 17ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 9 171 dws SO: the, Input: [d]
1 2 4 2 9 172 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 9 173 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 9 174 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 9 175 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 9 176 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 9 177 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 178 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 9 179 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 9 18ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 9 181 dws SO: the, Input: [d]
1 2 4 2 9 19ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 9 191 dws SO: the, Input: [d]
1 2 4 2 9 192 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 9 193 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 9 194 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 9 195 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 9 20ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 2 9 201 dws SO: the, Input: [d]
1 2 4 2 9 21ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 2 9 211 dws SO: the, Input: [d]
1 2 4 2 10ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 2 101 dws SO: the, Input: [d]
1 2 4 2 101 1 esm SO: {the,d}, Input: []
1 2 4 2 101 2 epm SO: <the,d>, Input: []
1 2 4 2 101 3 epm SO: <d,the>, Input: []
1 2 4 2 11ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 2 111 dws SO: the, Input: [d]
1 2 4 2 111 1 esm SO: {the,d}, Input: []
1 2 4 2 111 2 epm SO: <the,d>, Input: []
1 2 4 2 111 3 epm SO: <d,the>, Input: []
1 2 4 2 112 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 112 1 dws SO: the, Input: [d]
1 2 4 2 112 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 112 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 112 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 112 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 112 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 112 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 112 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 112 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 112 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 112 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 2 112 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 112 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 112 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 112 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 112 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 112 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 2 113 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 113 1 dws SO: the, Input: [d]
1 2 4 2 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 3 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 5 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 6 ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 7 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 8 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 10ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 12ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 13ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 113 14ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 113 15ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 113 16ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 113 17ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 113 18ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 2 113 19ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 2 113 20ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 113 21ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 113 22ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 113 23ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 113 24ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 113 25ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 2 114 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 114 1 dws SO: the, Input: [d]
1 2 4 2 114 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 114 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 114 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 114 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 114 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 114 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 114 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 114 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 114 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 114 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 2 114 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 114 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 114 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 114 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 114 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 114 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 2 115 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 115 1 dws SO: the, Input: [d]
1 2 4 2 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 115 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 115 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 115 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 115 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 115 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 115 10ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 115 11ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 115 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 115 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 115 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 2 115 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 2 115 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 115 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 115 18ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 115 19ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 115 20ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 115 21ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 2 116 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 116 1 dws SO: the, Input: [d]
1 2 4 2 116 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 116 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 116 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 116 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 116 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 116 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 116 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 116 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 116 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 116 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 2 116 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 116 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 116 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 116 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 116 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 116 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 2 117 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 2 117 1 dws SO: the, Input: [d]
1 2 4 2 117 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 117 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 117 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 117 5 ism SO: {{book,{book,n!case}},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 117 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 117 7 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 117 8 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 117 9 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 2 117 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 2 117 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 2 117 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 117 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 117 14ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 117 15ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 117 16ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 2 117 17ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 2 118 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 118 1 dws SO: the, Input: [d]
1 2 4 2 119 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 119 1 dws SO: the, Input: [d]
1 2 4 2 119 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 119 3 ism SO: {{book,n!case},<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 119 4 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 119 5 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 119 6 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 119 7 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 119 8 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 119 9 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 1110ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 11101 dws SO: the, Input: [d]
1 2 4 2 1111ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 11111 dws SO: the, Input: [d]
1 2 4 2 11112 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 2 11113 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 2 11114 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 11115 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 1112ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 2 11121 dws SO: the, Input: [d]
1 2 4 2 1113ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 2 11131 dws SO: the, Input: [d]
1 2 4 2 12ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 2 121 dws SO: the, Input: [d]
1 2 4 2 121 1 esm SO: {the,d}, Input: []
1 2 4 2 121 2 epm SO: <the,d>, Input: []
1 2 4 2 121 3 epm SO: <d,the>, Input: []
1 2 4 2 13ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 2 131 dws SO: the, Input: [d]
1 2 4 2 131 1 esm SO: {the,d}, Input: []
1 2 4 2 131 2 epm SO: <the,d>, Input: []
1 2 4 2 131 3 epm SO: <d,the>, Input: []
1 2 4 2 132 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 132 1 dws SO: the, Input: [d]
1 2 4 2 132 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 132 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 132 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 132 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 132 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 132 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 132 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 2 132 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 2 132 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 2 132 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 132 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 2 132 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 2 133 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 133 1 dws SO: the, Input: [d]
1 2 4 2 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 133 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 133 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 133 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 133 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 133 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 133 9 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 133 10ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 133 11ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 2 133 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 2 133 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 2 133 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 2 133 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 133 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 2 133 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 2 134 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 134 1 dws SO: the, Input: [d]
1 2 4 2 134 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 134 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 134 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 134 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 134 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 134 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 134 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 2 134 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 2 134 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 2 134 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 134 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 2 134 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 2 135 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 2 135 1 dws SO: the, Input: [d]
1 2 4 2 135 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 135 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 135 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 135 5 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 135 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 135 7 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 2 135 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 2 135 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 2 135 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 2 135 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 2 135 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 2 135 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 2 136 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 136 1 dws SO: the, Input: [d]
1 2 4 2 137 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 2 137 1 dws SO: the, Input: [d]
1 2 4 2 137 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 2 137 3 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 2 137 4 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 137 5 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 138 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 2 138 1 dws SO: the, Input: [d]
1 2 4 2 139 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 2 139 1 dws SO: the, Input: [d]
1 2 4 2 14ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 2 141 dws SO: the, Input: [d]
1 2 4 2 141 1 esm SO: {the,d}, Input: []
1 2 4 2 141 2 epm SO: <the,d>, Input: []
1 2 4 2 141 3 epm SO: <d,the>, Input: []
1 2 4 2 15ipm SO: <{book,{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 2 151 dws SO: the, Input: [d]
1 2 4 2 151 1 esm SO: {the,d}, Input: []
1 2 4 2 151 2 epm SO: <the,d>, Input: []
1 2 4 2 151 3 epm SO: <d,the>, Input: []
1 2 4 2 152 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 152 1 dws SO: the, Input: [d]
1 2 4 2 152 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 2 152 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 2 152 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 2 152 5 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 2 152 6 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 2 152 7 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 2 152 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 2 152 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 2 153 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 2 153 1 dws SO: the, Input: [d]
1 2 4 2 153 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 2 153 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 2 153 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 2 153 5 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 2 153 6 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 2 153 7 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 2 153 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 2 153 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 2 154 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 2 154 1 dws SO: the, Input: [d]
1 2 4 2 155 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 2 155 1 dws SO: the, Input: [d]
1 2 4 2 16ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 2 161 dws SO: the, Input: [d]
1 2 4 2 161 1 esm SO: {the,d}, Input: []
1 2 4 2 161 2 epm SO: <the,d>, Input: []
1 2 4 2 161 3 epm SO: <d,the>, Input: []
1 2 4 2 17ipm SO: <{book,{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 4 2 171 dws SO: the, Input: [d]
1 2 4 2 171 1 esm SO: {the,d}, Input: []
1 2 4 2 171 2 epm SO: <the,d>, Input: []
1 2 4 2 171 3 epm SO: <d,the>, Input: []
1 2 4 3 ism SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 4 3 1 dws SO: the, Input: [d]
1 2 4 3 1 1 esm SO: {the,d}, Input: []
1 2 4 3 1 1 1 uws SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 3 1 2 epm SO: <the,d>, Input: []
1 2 4 3 1 2 1 uws SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 3 1 3 epm SO: <d,the>, Input: []
1 2 4 3 1 3 1 uws SO: {{book,{book,n!case}},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 3 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 2 1 dws SO: the, Input: [d]
1 2 4 3 2 1 1 esm SO: {the,d}, Input: []
1 2 4 3 2 1 2 epm SO: <the,d>, Input: []
1 2 4 3 2 1 3 epm SO: <d,the>, Input: []
1 2 4 3 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 1 dws SO: the, Input: [d]
1 2 4 3 2 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 13ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 2 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 2 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 2 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 2 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 1 dws SO: the, Input: [d]
1 2 4 3 2 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 3 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 3 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 3 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 3 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 1 dws SO: the, Input: [d]
1 2 4 3 2 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 5 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 12ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 17ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 23ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 4 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 4 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 4 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 4 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 1 dws SO: the, Input: [d]
1 2 4 3 2 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 5 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 5 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 5 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 5 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 1 dws SO: the, Input: [d]
1 2 4 3 2 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 10ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 15ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 17ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 19ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 20ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 21ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 6 38ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 6 39ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 6 40ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 6 41ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 1 dws SO: the, Input: [d]
1 2 4 3 2 7 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 15ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 16ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 17ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 18ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 20ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 21ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 22ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 23ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 24ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 25ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 26ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 27ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 30ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 31ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 32ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 33ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 7 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 7 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 7 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 7 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 7 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 7 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 7 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 7 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 7 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 7 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 7 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 7 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 7 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 7 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 7 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 7 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 58ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 7 59ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 7 60ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 61ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 7 62ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 63ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 7 64ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 7 65ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 1 dws SO: the, Input: [d]
1 2 4 3 2 8 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 13ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 8 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 8 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 8 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 8 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 8 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 8 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 8 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 8 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 8 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 8 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 8 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 8 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 8 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 8 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 8 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 8 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 8 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 8 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 8 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 8 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 8 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 8 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 8 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 8 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 1 dws SO: the, Input: [d]
1 2 4 3 2 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 9 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 9 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 9 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 9 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 101 dws SO: the, Input: [d]
1 2 4 3 2 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 105 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1011ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1012ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1013ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1017ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1018ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1019ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1020ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1021ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1022ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1023ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1024ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1025ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1042ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1043ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1044ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1045ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 111 dws SO: the, Input: [d]
1 2 4 3 2 112 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 113 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 115 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 117 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 118 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1110ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1111ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1113ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1114ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1115ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1116ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1117ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1118ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1119ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1120ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1121ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1122ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1123ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 1124ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1125ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1126ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1127ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1128ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1129ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 1130ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1131ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1132ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1133ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1134ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1135ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 1136ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1137ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1138ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1139ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1140ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1141ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 121 dws SO: the, Input: [d]
1 2 4 3 2 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 123 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 125 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 127 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 129 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1210ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1211ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1213ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1215ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1216ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1217ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1218ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1219ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1220ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1221ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1222ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1223ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 1224ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1225ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1226ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1227ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1228ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1229ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 1230ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1231ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1232ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1233ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1234ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1235ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 1236ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1237ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1238ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1239ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1240ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1241ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 131 dws SO: the, Input: [d]
1 2 4 3 2 132 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 133 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 134 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 135 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 136 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 137 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 138 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 139 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1310ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1311ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1312ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1313ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1314ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1315ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1316ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1317ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1318ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1319ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1320ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1321ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1322ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1323ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1324ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1325ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1326ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1327ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1328ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 1329ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1330ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1331ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1332ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1333ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1334ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1335ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 1336ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1337ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1338ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1339ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1340ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1341ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 1342ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1343ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1344ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1345ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1346ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1347ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 1348ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1349ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1350ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1351ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1352ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1353ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 141 dws SO: the, Input: [d]
1 2 4 3 2 142 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 143 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 145 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 147 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 148 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 149 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1410ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1411ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1412ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1413ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1414ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1415ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1416ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1417ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1418ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1419ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1420ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1421ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1422ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1423ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 1424ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1425ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1426ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1427ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1428ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1429ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 1430ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1431ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1432ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1433ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1434ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1435ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 1436ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1437ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1438ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1439ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1440ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1441ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 151 dws SO: the, Input: [d]
1 2 4 3 2 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 153 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 155 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 156 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 157 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 158 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 159 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1510ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1511ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1512ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1513ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1514ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1515ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1516ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1517ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1518ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1519ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1520ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1522ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1524ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1525ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1526ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1527ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1528ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1529ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1530ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1531ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 1532ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1533ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1534ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1535ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1536ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1537ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 1538ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1539ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1540ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1541ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1542ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1543ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 1544ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1545ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1546ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1547ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1548ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1549ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 161 dws SO: the, Input: [d]
1 2 4 3 2 162 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 163 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 165 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 167 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 168 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 169 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1610ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1611ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1612ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1613ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1614ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1615ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1616ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1617ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1618ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1619ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1620ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1621ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1622ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1623ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 1624ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1625ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1626ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1627ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1628ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1629ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 1630ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1631ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1632ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1633ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1634ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1635ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 1636ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1637ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1638ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1639ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1640ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1641ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 171 dws SO: the, Input: [d]
1 2 4 3 2 172 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 173 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 174 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 175 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 176 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 177 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 178 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 179 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1710ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1711ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1712ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1713ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1714ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1715ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1716ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1717ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1718ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1720ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1721ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1722ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1723ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1724ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1725ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1726ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1727ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 1728ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1729ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1730ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1731ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1732ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1733ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 1734ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1735ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1736ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1737ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1738ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1739ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 1740ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1741ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1742ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1743ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1744ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1745ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 181 dws SO: the, Input: [d]
1 2 4 3 2 182 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 183 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 184 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 185 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 186 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 187 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 188 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 189 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1810ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1811ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1812ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1813ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1814ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1815ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1816ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1817ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1818ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1819ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1820ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1821ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1822ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1823ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 1824ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1825ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1826ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1827ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1828ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1829ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 1830ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1831ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1832ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1833ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1834ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1835ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 1836ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1837ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1838ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1839ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1840ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1841ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 19ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 2 191 dws SO: the, Input: [d]
1 2 4 3 2 192 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 193 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 194 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 195 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 196 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 197 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 198 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 199 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1910ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1911ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1912ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1913ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1914ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1915ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1916ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1917ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1918ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1919ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1920ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1921ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 2 1922ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1923ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 2 1924ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1925ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1926ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1927ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1928ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1929ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 1930ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1931ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1932ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1933ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1934ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 1935ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 1936ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1937ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 1938ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1939ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 1940ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 2 1941ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 20ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 201 dws SO: the, Input: [d]
1 2 4 3 2 202 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 203 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 204 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 205 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 206 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 2 207 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 208 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 2 209 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 2 21ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 2 211 dws SO: the, Input: [d]
1 2 4 3 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 221 dws SO: the, Input: [d]
1 2 4 3 2 222 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 2 223 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 2 224 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 2 225 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 2 231 dws SO: the, Input: [d]
1 2 4 3 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 241 dws SO: the, Input: [d]
1 2 4 3 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 2 251 dws SO: the, Input: [d]
1 2 4 3 2 252 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 253 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 254 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 255 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 256 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 257 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 258 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 259 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 2510ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 2511ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 2512ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 2513ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 2 2514ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 2515ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 2 2516ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 2517ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 2 2518ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 2 2519ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 2520ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 2 2521ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 2522ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 2 2523ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 2524ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 2 2525ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 261 dws SO: the, Input: [d]
1 2 4 3 2 262 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 263 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 264 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 265 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 266 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 2 267 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 268 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 2 269 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 2 271 dws SO: the, Input: [d]
1 2 4 3 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 281 dws SO: the, Input: [d]
1 2 4 3 2 282 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 2 283 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 2 284 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 2 285 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 2 291 dws SO: the, Input: [d]
1 2 4 3 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 301 dws SO: the, Input: [d]
1 2 4 3 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 2 311 dws SO: the, Input: [d]
1 2 4 3 2 312 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 2 313 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 2 314 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 2 315 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 2 316 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 2 317 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 2 318 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 2 319 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 3110ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 2 3111ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 3112ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 2 3113ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 2 321 dws SO: the, Input: [d]
1 2 4 3 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 2 331 dws SO: the, Input: [d]
1 2 4 3 2 332 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 333 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 334 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 335 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 2 336 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 2 337 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 338 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 2 339 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 2 341 dws SO: the, Input: [d]
1 2 4 3 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 2 351 dws SO: the, Input: [d]
1 2 4 3 2 352 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 2 353 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 2 354 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 2 355 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 2 361 dws SO: the, Input: [d]
1 2 4 3 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 2 371 dws SO: the, Input: [d]
1 2 4 3 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 3 1 dws SO: the, Input: [d]
1 2 4 3 3 1 1 esm SO: {the,d}, Input: []
1 2 4 3 3 1 2 epm SO: <the,d>, Input: []
1 2 4 3 3 1 3 epm SO: <d,the>, Input: []
1 2 4 3 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 1 dws SO: the, Input: [d]
1 2 4 3 3 2 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 2 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 2 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 2 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 2 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 2 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 2 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 2 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 2 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 2 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 2 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 2 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 2 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 2 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 2 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 2 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 2 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 1 dws SO: the, Input: [d]
1 2 4 3 3 3 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 15ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 16ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 3 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 3 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 3 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 3 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 3 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 3 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 3 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 3 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 3 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 3 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 3 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 3 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 3 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 3 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 3 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 3 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 3 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 3 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 3 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 3 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 3 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 3 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 3 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 3 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 3 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 3 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 3 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 3 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 1 dws SO: the, Input: [d]
1 2 4 3 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 7 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 16ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 4 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 4 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 4 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 4 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 4 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 4 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 4 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 4 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 4 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 4 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 4 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 4 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 4 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 4 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 4 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 4 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 4 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 4 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 4 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 4 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 1 dws SO: the, Input: [d]
1 2 4 3 3 5 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 5 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 5 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 5 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 5 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 5 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 5 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 5 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 5 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 5 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 5 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 5 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 5 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 5 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 5 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 5 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 5 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 1 dws SO: the, Input: [d]
1 2 4 3 3 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 5 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 14ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 6 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 6 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 6 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 6 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 6 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 6 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 6 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 6 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 6 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 6 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 6 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 6 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 6 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 6 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 6 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 6 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 6 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 6 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 1 dws SO: the, Input: [d]
1 2 4 3 3 7 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 7 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 7 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 7 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 7 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 7 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 7 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 7 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 7 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 7 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 7 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 7 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 7 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 7 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 7 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 7 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 7 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 1 dws SO: the, Input: [d]
1 2 4 3 3 8 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 12ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 8 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 8 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 8 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 8 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 8 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 8 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 8 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 8 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 8 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 8 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 8 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 8 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 8 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 8 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 8 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 8 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 1 dws SO: the, Input: [d]
1 2 4 3 3 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 9 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 15ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 22ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 9 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 9 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 9 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 9 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 9 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 9 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 9 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 9 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 9 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 9 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 9 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 9 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 9 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 9 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 9 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 9 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 9 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 9 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 9 42ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 9 43ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 9 44ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 9 45ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 101 dws SO: the, Input: [d]
1 2 4 3 3 102 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 103 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 104 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 106 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 107 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 108 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 109 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1010ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1011ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1012ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1013ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1014ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1015ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1016ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1017ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1018ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1019ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 1020ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1021ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 1022ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1023ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1024ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1025ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1026ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 1027ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 1028ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1029ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1030ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1031ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1032ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1033ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 11ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 111 dws SO: the, Input: [d]
1 2 4 3 3 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 117 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1116ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 1127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 1128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 1130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 1135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 1136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 121 dws SO: the, Input: [d]
1 2 4 3 3 122 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 123 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 124 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 127 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 129 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1211ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1212ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1214ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1216ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1218ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1219ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 1220ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1221ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 1222ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1223ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1224ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1225ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1226ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 1227ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 1228ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1229ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1230ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1231ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1232ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1233ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 13ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 131 dws SO: the, Input: [d]
1 2 4 3 3 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 135 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1314ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 1323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 1324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 1326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 1331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 1332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 141 dws SO: the, Input: [d]
1 2 4 3 3 142 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 143 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 144 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 147 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 149 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1411ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1412ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1414ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1416ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1418ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1419ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 1420ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1421ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 1422ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1423ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1424ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1425ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1426ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 1427ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 1428ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1429ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1430ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1431ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1432ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1433ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 15ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 3 151 dws SO: the, Input: [d]
1 2 4 3 3 152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 153 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1512ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 3 1518ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 1519ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 3 1520ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1521ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 1522ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1523ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1524ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1525ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1526ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 1527ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 1528ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1529ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1530ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1531ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1532ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 3 1533ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 16ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 3 161 dws SO: the, Input: [d]
1 2 4 3 3 17ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 3 171 dws SO: the, Input: [d]
1 2 4 3 3 172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 173 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 175 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 176 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 177 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 178 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 1710ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 1711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 1712ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 1713ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 3 1714ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1715ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 3 1716ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1717ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 3 1718ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 3 1719ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 1720ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 3 1721ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 1722ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 3 1723ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 1724ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 3 1725ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 3 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 181 dws SO: the, Input: [d]
1 2 4 3 3 182 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 3 183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 3 184 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 3 185 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 3 186 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 3 187 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 188 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 3 189 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 3 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 3 191 dws SO: the, Input: [d]
1 2 4 3 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 201 dws SO: the, Input: [d]
1 2 4 3 3 202 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 3 203 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 3 204 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 3 205 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 3 211 dws SO: the, Input: [d]
1 2 4 3 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 221 dws SO: the, Input: [d]
1 2 4 3 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 3 231 dws SO: the, Input: [d]
1 2 4 3 3 232 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 3 233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 3 234 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 3 235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 3 236 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 3 237 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 3 238 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 3 239 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 2310ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 3 2311ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 2312ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 3 2313ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 3 241 dws SO: the, Input: [d]
1 2 4 3 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 3 251 dws SO: the, Input: [d]
1 2 4 3 3 252 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 3 253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 3 254 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 3 255 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 3 256 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 3 257 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 258 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 3 259 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 3 261 dws SO: the, Input: [d]
1 2 4 3 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 3 271 dws SO: the, Input: [d]
1 2 4 3 3 272 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 3 273 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 3 274 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 3 275 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 3 281 dws SO: the, Input: [d]
1 2 4 3 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 3 291 dws SO: the, Input: [d]
1 2 4 3 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 4 1 dws SO: the, Input: [d]
1 2 4 3 4 1 1 esm SO: {the,d}, Input: []
1 2 4 3 4 1 2 epm SO: <the,d>, Input: []
1 2 4 3 4 1 3 epm SO: <d,the>, Input: []
1 2 4 3 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 1 dws SO: the, Input: [d]
1 2 4 3 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 1 dws SO: the, Input: [d]
1 2 4 3 4 3 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 3 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 3 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 3 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 3 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 3 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 3 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 3 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 3 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 3 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 3 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 3 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 3 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 3 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 3 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 3 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 3 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 3 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 3 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 1 dws SO: the, Input: [d]
1 2 4 3 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 8 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 11ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 14ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 16ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 18ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 19ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 4 20ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 4 21ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 4 22ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 4 23ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 4 24ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 4 25ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 4 26ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 4 27ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 4 28ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 4 29ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 4 30ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 4 31ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 4 32ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 4 33ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 4 34ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 4 35ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 4 36ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 4 37ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 1 dws SO: the, Input: [d]
1 2 4 3 4 5 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 15ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 16ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 17ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 18ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 19ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 22ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 23ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 24ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 25ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 27ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 29ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 30ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 31ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 5 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 5 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 5 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 5 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 5 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 5 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 5 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 5 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 5 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 5 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 5 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 5 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 5 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 5 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 5 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 5 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 5 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 5 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 5 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 5 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 5 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 5 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 5 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 5 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 5 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 5 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 5 58ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 5 59ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 5 60ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 5 61ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 1 dws SO: the, Input: [d]
1 2 4 3 4 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 7 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 13ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 15ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 16ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 20ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 22ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 23ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 6 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 6 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 6 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 6 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 6 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 6 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 6 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 6 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 6 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 6 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 6 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 6 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 6 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 6 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 6 38ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 6 39ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 6 40ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 6 41ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 6 42ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 6 43ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 6 44ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 6 45ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 1 dws SO: the, Input: [d]
1 2 4 3 4 7 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 7 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 7 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 7 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 7 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 7 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 7 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 7 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 7 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 7 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 7 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 7 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 7 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 7 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 7 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 7 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 7 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 7 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 7 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 1 dws SO: the, Input: [d]
1 2 4 3 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 8 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 8 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 8 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 8 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 1 dws SO: the, Input: [d]
1 2 4 3 4 9 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 9 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 9 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 9 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 9 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 9 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 9 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 9 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 9 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 9 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 9 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 9 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 9 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 9 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 9 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 9 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 9 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 9 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 9 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 101 dws SO: the, Input: [d]
1 2 4 3 4 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 103 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 105 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 107 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 108 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 109 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1011ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1013ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1014ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1015ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1016ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1017ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1018ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1019ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1020ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1021ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 1022ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1023ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1024ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1025ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 1026ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1027ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1028ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1029ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1030ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1031ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 1032ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1033ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1034ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1035ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1036ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1037ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 111 dws SO: the, Input: [d]
1 2 4 3 4 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 119 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1110ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1112ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1113ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1114ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1115ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1116ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1117ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1118ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 121 dws SO: the, Input: [d]
1 2 4 3 4 122 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 123 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 125 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 126 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 127 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 128 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 129 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1210ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1211ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1212ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1214ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1215ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1216ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1217ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1218ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1219ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1220ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1221ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 1222ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1223ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1224ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1225ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 1226ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1227ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1228ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1229ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1230ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1231ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 1232ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1233ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1234ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1235ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1236ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1237ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 131 dws SO: the, Input: [d]
1 2 4 3 4 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 137 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1311ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1312ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1314ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1315ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1316ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1318ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 1330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 1334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 1340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 14ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 141 dws SO: the, Input: [d]
1 2 4 3 4 142 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 143 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 145 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 146 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 147 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 148 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 149 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1411ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1412ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1414ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1416ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1417ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1418ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1419ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1420ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1421ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 1422ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1423ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1424ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1425ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 1426ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1427ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1428ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1429ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1430ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1431ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 1432ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1433ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1434ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1435ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1436ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1437ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 15ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 151 dws SO: the, Input: [d]
1 2 4 3 4 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 155 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 159 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1510ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1511ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1513ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1514ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1516ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1518ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1520ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1522ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1523ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1524ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1525ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 1526ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1527ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1528ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1529ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 1530ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1531ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1532ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1533ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1534ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1535ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 1536ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1537ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1538ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1539ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1540ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1541ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 161 dws SO: the, Input: [d]
1 2 4 3 4 162 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 163 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 165 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 166 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 167 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 168 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 169 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1610ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1611ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1612ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1614ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1616ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1617ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1618ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1619ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1620ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1621ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 1622ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1623ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1624ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1625ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 1626ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1627ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1628ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1629ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1630ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1631ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 1632ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1633ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1634ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1635ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1636ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1637ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 17ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 4 171 dws SO: the, Input: [d]
1 2 4 3 4 172 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 173 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 175 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 176 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 177 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 178 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 179 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1710ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1711ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1712ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1714ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1716ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1718ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1719ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 4 1720ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1721ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 4 1722ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1723ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1724ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1725ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 1726ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1727ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1728ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1729ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1730ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 1731ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 1732ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1733ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 1734ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1735ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 1736ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 4 1737ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 18ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 181 dws SO: the, Input: [d]
1 2 4 3 4 182 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 4 183 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 4 184 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 4 185 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 4 19ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 4 191 dws SO: the, Input: [d]
1 2 4 3 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 201 dws SO: the, Input: [d]
1 2 4 3 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 4 211 dws SO: the, Input: [d]
1 2 4 3 4 212 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 213 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 214 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 215 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 216 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 217 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 218 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 2110ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 2111ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 2112ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 2113ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 4 2114ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 2115ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 4 2116ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 2117ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 4 2118ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 4 2119ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 2120ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 4 2121ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 2122ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 4 2123ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 2124ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 4 2125ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 221 dws SO: the, Input: [d]
1 2 4 3 4 222 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 4 223 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 4 224 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 4 225 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 4 226 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 4 227 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 228 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 4 229 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 4 231 dws SO: the, Input: [d]
1 2 4 3 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 241 dws SO: the, Input: [d]
1 2 4 3 4 242 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 4 243 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 4 244 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 4 245 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 4 251 dws SO: the, Input: [d]
1 2 4 3 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 261 dws SO: the, Input: [d]
1 2 4 3 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 4 271 dws SO: the, Input: [d]
1 2 4 3 4 272 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 4 273 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 4 274 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 4 275 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 4 276 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 4 277 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 4 278 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 4 279 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 2710ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 4 2711ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 2712ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 4 2713ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 4 281 dws SO: the, Input: [d]
1 2 4 3 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 4 291 dws SO: the, Input: [d]
1 2 4 3 4 292 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 4 293 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 4 294 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 4 295 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 4 296 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 4 297 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 298 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 4 299 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 4 301 dws SO: the, Input: [d]
1 2 4 3 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 4 311 dws SO: the, Input: [d]
1 2 4 3 4 312 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 4 313 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 4 314 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 4 315 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 4 321 dws SO: the, Input: [d]
1 2 4 3 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 4 331 dws SO: the, Input: [d]
1 2 4 3 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 5 1 dws SO: the, Input: [d]
1 2 4 3 5 1 1 esm SO: {the,d}, Input: []
1 2 4 3 5 1 2 epm SO: <the,d>, Input: []
1 2 4 3 5 1 3 epm SO: <d,the>, Input: []
1 2 4 3 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 1 dws SO: the, Input: [d]
1 2 4 3 5 2 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 2 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 2 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 2 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 2 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 2 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 2 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 2 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 2 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 2 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 2 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 2 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 2 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 2 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 2 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 2 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 2 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 1 dws SO: the, Input: [d]
1 2 4 3 5 3 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 15ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 16ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 3 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 3 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 3 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 3 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 3 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 3 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 3 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 3 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 3 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 3 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 3 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 3 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 3 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 3 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 3 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 3 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 3 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 3 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 3 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 3 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 3 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 3 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 3 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 3 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 3 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 3 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 3 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 3 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 1 dws SO: the, Input: [d]
1 2 4 3 5 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 7 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 16ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 4 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 4 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 4 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 4 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 4 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 4 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 4 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 4 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 4 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 4 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 4 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 4 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 4 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 4 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 4 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 4 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 4 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 4 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 4 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 4 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 1 dws SO: the, Input: [d]
1 2 4 3 5 5 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 5 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 5 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 5 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 5 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 5 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 5 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 5 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 5 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 5 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 5 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 5 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 5 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 5 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 5 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 5 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 5 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 1 dws SO: the, Input: [d]
1 2 4 3 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 5 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 14ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 6 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 6 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 6 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 6 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 6 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 6 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 6 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 6 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 6 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 6 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 6 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 6 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 6 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 6 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 6 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 6 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 6 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 6 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 1 dws SO: the, Input: [d]
1 2 4 3 5 7 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 7 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 7 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 7 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 7 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 7 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 7 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 7 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 7 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 7 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 7 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 7 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 7 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 7 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 7 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 7 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 7 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 1 dws SO: the, Input: [d]
1 2 4 3 5 8 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 12ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 8 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 8 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 8 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 8 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 8 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 8 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 8 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 8 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 8 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 8 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 8 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 8 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 8 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 8 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 8 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 8 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 1 dws SO: the, Input: [d]
1 2 4 3 5 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 9 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 15ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 22ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 9 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 9 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 9 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 9 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 9 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 9 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 9 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 9 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 9 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 9 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 9 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 9 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 9 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 9 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 9 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 9 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 9 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 9 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 9 42ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 9 43ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 9 44ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 9 45ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 101 dws SO: the, Input: [d]
1 2 4 3 5 102 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 103 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 104 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 106 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 107 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 108 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 109 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1010ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1011ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1012ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1013ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1014ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1015ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1016ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1017ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1018ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1019ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 1020ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1021ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 1022ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1023ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1024ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1025ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1026ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 1027ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 1028ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1029ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1030ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1031ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1032ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1033ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 11ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 111 dws SO: the, Input: [d]
1 2 4 3 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 117 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1116ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 1127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 1128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 1130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 1135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 1136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 121 dws SO: the, Input: [d]
1 2 4 3 5 122 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 123 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 124 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 127 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 129 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1211ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1212ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1214ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1216ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1218ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1219ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 1220ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1221ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 1222ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1223ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1224ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1225ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1226ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 1227ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 1228ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1229ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1230ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1231ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1232ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1233ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 13ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 131 dws SO: the, Input: [d]
1 2 4 3 5 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 135 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1314ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 1323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 1324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 1326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 1331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 1332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 141 dws SO: the, Input: [d]
1 2 4 3 5 142 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 143 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 144 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 147 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 149 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1411ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1412ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1414ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1416ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1418ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1419ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 1420ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1421ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 1422ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1423ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1424ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1425ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1426ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 1427ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 1428ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1429ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1430ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1431ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1432ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1433ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 15ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 5 151 dws SO: the, Input: [d]
1 2 4 3 5 152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 153 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1512ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 5 1518ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 1519ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 5 1520ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1521ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 1522ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1523ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1524ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1525ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1526ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 1527ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 1528ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1529ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1530ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1531ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1532ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 5 1533ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 16ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 5 161 dws SO: the, Input: [d]
1 2 4 3 5 17ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 5 171 dws SO: the, Input: [d]
1 2 4 3 5 172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 173 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 175 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 176 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 177 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 178 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 1710ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 1711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 1712ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 1713ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 5 1714ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1715ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 5 1716ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1717ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 5 1718ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 5 1719ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 1720ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 5 1721ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 1722ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 5 1723ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 1724ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 5 1725ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 5 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 181 dws SO: the, Input: [d]
1 2 4 3 5 182 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 5 183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 5 184 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 5 185 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 5 186 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 5 187 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 188 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 5 189 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 5 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 5 191 dws SO: the, Input: [d]
1 2 4 3 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 201 dws SO: the, Input: [d]
1 2 4 3 5 202 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 5 203 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 5 204 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 5 205 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 5 211 dws SO: the, Input: [d]
1 2 4 3 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 221 dws SO: the, Input: [d]
1 2 4 3 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 5 231 dws SO: the, Input: [d]
1 2 4 3 5 232 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 5 233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 5 234 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 5 235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 5 236 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 5 237 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 5 238 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 5 239 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 2310ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 5 2311ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 2312ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 5 2313ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 5 241 dws SO: the, Input: [d]
1 2 4 3 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 5 251 dws SO: the, Input: [d]
1 2 4 3 5 252 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 5 253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 5 254 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 5 255 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 5 256 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 5 257 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 258 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 5 259 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 5 261 dws SO: the, Input: [d]
1 2 4 3 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 5 271 dws SO: the, Input: [d]
1 2 4 3 5 272 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 5 273 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 5 274 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 5 275 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 5 281 dws SO: the, Input: [d]
1 2 4 3 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 5 291 dws SO: the, Input: [d]
1 2 4 3 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 6 1 dws SO: the, Input: [d]
1 2 4 3 6 1 1 esm SO: {the,d}, Input: []
1 2 4 3 6 1 2 epm SO: <the,d>, Input: []
1 2 4 3 6 1 3 epm SO: <d,the>, Input: []
1 2 4 3 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 1 dws SO: the, Input: [d]
1 2 4 3 6 2 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 11ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 12ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 2 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 2 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 2 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 2 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 2 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 2 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 2 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 2 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 2 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 2 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 2 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 2 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 2 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 2 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 2 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 2 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 1 dws SO: the, Input: [d]
1 2 4 3 6 3 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 15ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 16ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 3 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 3 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 3 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 3 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 3 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 3 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 3 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 3 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 3 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 3 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 3 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 3 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 3 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 3 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 3 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 3 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 3 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 3 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 3 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 3 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 3 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 3 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 3 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 3 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 3 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 3 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 3 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 3 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 1 dws SO: the, Input: [d]
1 2 4 3 6 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 7 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 13ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 20ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 21ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 4 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 4 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 4 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 4 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 4 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 4 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 4 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 4 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 4 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 4 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 4 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 4 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 4 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 4 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 4 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 4 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 4 38ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 4 39ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 4 40ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 4 41ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 1 dws SO: the, Input: [d]
1 2 4 3 6 5 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 11ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 12ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 5 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 5 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 5 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 5 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 5 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 5 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 5 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 5 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 5 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 5 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 5 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 5 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 5 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 5 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 5 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 5 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 1 dws SO: the, Input: [d]
1 2 4 3 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 3 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 5 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 9 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 11ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 14ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 16ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 18ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 19ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 6 20ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 6 21ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 6 22ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 6 23ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 6 24ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 6 25ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 6 26ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 6 27ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 6 28ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 6 29ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 6 30ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 6 31ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 6 32ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 6 33ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 6 34ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 6 35ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 6 36ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 6 37ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 1 dws SO: the, Input: [d]
1 2 4 3 6 7 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 11ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 12ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 7 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 7 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 7 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 7 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 7 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 7 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 7 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 7 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 7 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 7 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 7 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 7 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 7 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 7 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 7 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 7 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 1 dws SO: the, Input: [d]
1 2 4 3 6 8 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 12ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 8 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 8 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 8 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 8 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 8 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 8 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 8 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 8 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 8 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 8 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 8 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 8 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 8 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 8 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 8 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 8 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 1 dws SO: the, Input: [d]
1 2 4 3 6 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 9 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 13ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 15ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 20ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 22ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 9 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 9 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 9 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 9 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 9 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 9 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 9 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 9 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 9 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 9 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 9 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 9 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 9 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 9 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 9 38ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 9 39ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 9 40ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 9 41ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 9 42ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 9 43ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 9 44ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 9 45ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 101 dws SO: the, Input: [d]
1 2 4 3 6 102 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 103 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 104 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 106 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 107 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 108 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 109 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1010ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1011ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1012ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1013ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1014ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1015ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1016ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1017ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1018ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1019ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 1020ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1021ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 1022ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1023ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1024ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1025ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1026ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1027ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 1028ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1029ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1030ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1031ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1032ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1033ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 11ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 111 dws SO: the, Input: [d]
1 2 4 3 6 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 117 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1112ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1113ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1114ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1116ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1122ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1123ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1124ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1125ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1126ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1127ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 1128ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1129ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 1130ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1131ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1132ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1133ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1134ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1135ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 1136ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1137ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1138ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1139ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1140ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1141ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 12ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 121 dws SO: the, Input: [d]
1 2 4 3 6 122 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 123 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 124 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 126 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 127 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 128 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 129 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1210ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1211ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1212ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1214ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1215ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1216ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1217ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1218ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1219ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 1220ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1221ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 1222ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1223ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1224ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1225ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1226ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1227ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 1228ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1229ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1230ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1231ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1232ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1233ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 13ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 131 dws SO: the, Input: [d]
1 2 4 3 6 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 133 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 135 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 138 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 139 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1311ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1312ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1314ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1316ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1318ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1320ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1321ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1322ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1323ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 1324ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1325ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 1326ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1327ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1328ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1329ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1330ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1331ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 1332ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1333ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1334ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1335ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1336ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1337ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 141 dws SO: the, Input: [d]
1 2 4 3 6 142 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 143 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 144 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 146 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 147 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 148 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 149 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1410ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1411ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1412ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1414ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1415ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1416ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1417ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1418ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1419ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 1420ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1421ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 1422ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1423ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1424ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1425ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1426ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1427ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 1428ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1429ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1430ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1431ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1432ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1433ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 15ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 6 151 dws SO: the, Input: [d]
1 2 4 3 6 152 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 153 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 154 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 156 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 157 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 158 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 159 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1510ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1512ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1514ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1516ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1517ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 6 1518ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1519ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 6 1520ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1521ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 1522ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1523ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1524ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1525ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1526ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 1527ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 1528ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1529ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1530ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1531ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1532ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 6 1533ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 16ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 161 dws SO: the, Input: [d]
1 2 4 3 6 17ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 6 171 dws SO: the, Input: [d]
1 2 4 3 6 172 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 173 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 174 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 175 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 176 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 177 ism SO: {{book,{book,{book,n!case}}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 178 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 179 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 1710ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 1711ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 1712ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 1713ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 6 1714ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1715ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 6 1716ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1717ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 6 1718ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 6 1719ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 1720ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 6 1721ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 1722ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 6 1723ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 1724ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 6 1725ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 6 18ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 181 dws SO: the, Input: [d]
1 2 4 3 6 182 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 6 183 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 6 184 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 6 185 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 6 186 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 6 187 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 188 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 6 189 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 6 19ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 6 191 dws SO: the, Input: [d]
1 2 4 3 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 201 dws SO: the, Input: [d]
1 2 4 3 6 202 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 6 203 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 6 204 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 6 205 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 6 211 dws SO: the, Input: [d]
1 2 4 3 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 221 dws SO: the, Input: [d]
1 2 4 3 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 6 231 dws SO: the, Input: [d]
1 2 4 3 6 232 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 6 233 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 6 234 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 6 235 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 6 236 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 6 237 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 6 238 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 6 239 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 2310ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 6 2311ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 2312ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 6 2313ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 6 241 dws SO: the, Input: [d]
1 2 4 3 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 6 251 dws SO: the, Input: [d]
1 2 4 3 6 252 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 6 253 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 6 254 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 6 255 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 6 256 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 6 257 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 258 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 6 259 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 6 261 dws SO: the, Input: [d]
1 2 4 3 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 6 271 dws SO: the, Input: [d]
1 2 4 3 6 272 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 6 273 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 6 274 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 6 275 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 6 281 dws SO: the, Input: [d]
1 2 4 3 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 6 291 dws SO: the, Input: [d]
1 2 4 3 7 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 7 1 dws SO: the, Input: [d]
1 2 4 3 7 1 1 esm SO: {the,d}, Input: []
1 2 4 3 7 1 2 epm SO: <the,d>, Input: []
1 2 4 3 7 1 3 epm SO: <d,the>, Input: []
1 2 4 3 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 1 dws SO: the, Input: [d]
1 2 4 3 7 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 9 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 18ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 19ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 20ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 21ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 22ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 23ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 25ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 26ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 27ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 28ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 29ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2 50ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 2 51ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 2 52ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2 53ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2 54ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2 55ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2 56ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2 57ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 1 dws SO: the, Input: [d]
1 2 4 3 7 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 3 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 12ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 14ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 15ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 16ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 17ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 19ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 21ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 22ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 23ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 3 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 3 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 3 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 3 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 3 42ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 3 43ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 3 44ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 3 45ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 1 dws SO: the, Input: [d]
1 2 4 3 7 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 7 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 15ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 16ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 17ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 18ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 19ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 20ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 21ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 24ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 25ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 26ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 27ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 4 46ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 4 47ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 4 48ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 4 49ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 4 50ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 4 51ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 4 52ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 4 53ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 1 dws SO: the, Input: [d]
1 2 4 3 7 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 3 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 12ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 14ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 15ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 16ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 17ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 19ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 21ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 22ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 23ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 5 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 5 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 5 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 5 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 5 42ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 5 43ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 5 44ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 5 45ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 1 dws SO: the, Input: [d]
1 2 4 3 7 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 5 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 13ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 14ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 15ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 16ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 17ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 18ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 19ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 21ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 22ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 23ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 24ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 25ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 6 42ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 6 43ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 6 44ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 6 45ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 6 46ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 6 47ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 6 48ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 6 49ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 1 dws SO: the, Input: [d]
1 2 4 3 7 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 3 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 12ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 14ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 15ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 16ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 17ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 19ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 21ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 22ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 23ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 7 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 7 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 7 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 7 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 7 42ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 7 43ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 7 44ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 7 45ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 1 dws SO: the, Input: [d]
1 2 4 3 7 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 3 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 12ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 13ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 14ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 15ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 16ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 17ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 19ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 20ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 21ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 22ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 23ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 8 38ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 8 39ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 8 40ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 8 41ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 8 42ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 8 43ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 8 44ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 8 45ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 1 dws SO: the, Input: [d]
1 2 4 3 7 9 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 15ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 16ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 17ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 23ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 24ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 25ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 26ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 27ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 28ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 29ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 30ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 31ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 32ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 33ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 34ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 35ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 9 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 9 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 9 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 9 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 9 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 9 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 9 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 9 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 9 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 9 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 9 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 9 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 9 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 9 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 9 58ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 9 59ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 60ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 9 61ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 62ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 9 63ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 9 64ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 65ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 9 66ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 67ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 9 68ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 9 69ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 10ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 101 dws SO: the, Input: [d]
1 2 4 3 7 102 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 103 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 104 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 105 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 106 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 107 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 108 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 109 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1010ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1011ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1012ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1013ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1014ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1015ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1016ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1017ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1018ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1019ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1020ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1021ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1022ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1023ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1024ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1025ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1026ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1027ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1028ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1029ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1030ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1031ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1032ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1033ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 1034ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1035ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1036ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1037ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1038ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1039ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1040ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1041ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 1042ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1043ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1044ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1045ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1046ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1047ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1048ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1049ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1050ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1051ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1052ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1053ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 111 dws SO: the, Input: [d]
1 2 4 3 7 112 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 113 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 114 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 115 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 116 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 117 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 118 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 119 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1110ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1111ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1112ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1113ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1114ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1115ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1116ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1117ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1118ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1119ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1120ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1121ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1122ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1123ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1124ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1125ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 1126ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1127ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1128ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1129ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1130ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1131ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1132ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1133ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 1134ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1135ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1136ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1137ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1138ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1139ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1140ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1141ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1142ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1143ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1144ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1145ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 121 dws SO: the, Input: [d]
1 2 4 3 7 122 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 123 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 124 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 125 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 126 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 127 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 128 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 129 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1210ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1211ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1212ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1213ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1214ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1215ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1216ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1217ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1218ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1219ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1220ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1221ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1222ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1223ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1224ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1225ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1226ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1227ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1228ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1229ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 1230ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1231ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1232ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1233ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1234ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1235ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1236ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1237ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 1238ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1239ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1240ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1241ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1242ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1243ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1244ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1245ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1246ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1247ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1248ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1249ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 131 dws SO: the, Input: [d]
1 2 4 3 7 132 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 133 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 134 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 135 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 136 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 137 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 138 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 139 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1310ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1311ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1312ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1313ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1314ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1315ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1316ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1317ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1318ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1319ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1320ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1321ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1322ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1323ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1324ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1325ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 1326ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1327ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1328ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1329ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1330ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1331ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1332ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1333ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 1334ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1335ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1336ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1337ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1338ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1339ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1340ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1341ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1342ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1343ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1344ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1345ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 141 dws SO: the, Input: [d]
1 2 4 3 7 142 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 143 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 144 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 145 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 146 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 147 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 148 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 149 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1410ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1411ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1412ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1413ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1414ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1415ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1416ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1417ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1418ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1419ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1420ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1421ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1422ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1423ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1424ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1425ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 1426ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1427ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1428ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1429ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1430ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1431ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1432ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1433ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 1434ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1435ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1436ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1437ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1438ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1439ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1440ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1441ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1442ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1443ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1444ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1445ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 151 dws SO: the, Input: [d]
1 2 4 3 7 152 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 153 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 154 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 155 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 156 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 157 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 158 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 159 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1510ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1511ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1512ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1513ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1514ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1515ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1516ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1517ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1518ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1519ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1520ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1521ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1522ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1523ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1524ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1525ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1526ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1527ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1528ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1529ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1530ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1531ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1532ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1533ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1534ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1535ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1536ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1537ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 1538ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1539ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1540ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1541ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1542ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1543ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1544ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1545ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 1546ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1547ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1548ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1549ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1550ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1551ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1552ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1553ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1554ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1555ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1556ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1557ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 161 dws SO: the, Input: [d]
1 2 4 3 7 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 163 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1611ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1612ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1613ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1614ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1615ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1616ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1617ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1619ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1620ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1621ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1622ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1623ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1638ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1639ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1640ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1641ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1642ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1643ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1644ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1645ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 171 dws SO: the, Input: [d]
1 2 4 3 7 172 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 173 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 174 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 175 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 176 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 177 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 178 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 179 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1710ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1711ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1712ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1713ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1714ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1715ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1716ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1717ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1718ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1719ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1720ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1721ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1722ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1723ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1724ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1725ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1726ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1727ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1728ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1729ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1730ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1731ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1732ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1733ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 1734ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1735ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1736ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1737ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1738ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1739ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1740ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1741ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 1742ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1743ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1744ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1745ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1746ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1747ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1748ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1749ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1750ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1751ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1752ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1753ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 181 dws SO: the, Input: [d]
1 2 4 3 7 182 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 183 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 184 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 185 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 186 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 187 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 188 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 189 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1810ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1811ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1812ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1813ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1814ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1815ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1816ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1817ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1818ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1819ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1820ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1821ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1822ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1823ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1824ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1825ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 1826ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1827ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1828ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1829ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1830ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1831ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1832ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1833ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 1834ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1835ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1836ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1837ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1838ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1839ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1840ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1841ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1842ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1843ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1844ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1845ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 191 dws SO: the, Input: [d]
1 2 4 3 7 192 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 193 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 194 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 195 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 196 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 197 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 198 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 199 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1910ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1911ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1912ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1913ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1914ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1915ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1916ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1917ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1918ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1919ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1920ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1921ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1922ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1923ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1924ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1925ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 1926ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1927ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1928ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1929ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 1930ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1931ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1932ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1933ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1934ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1935ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1936ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1937ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 1938ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1939ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1940ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1941ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1942ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 1943ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 1944ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1945ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 1946ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1947ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 1948ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 1949ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 201 dws SO: the, Input: [d]
1 2 4 3 7 202 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 203 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 204 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 205 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 206 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 207 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 208 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 209 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2010ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2011ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2012ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2013ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2014ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2015ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2016ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2017ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2018ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2019ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2020ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2021ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2022ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2023ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2024ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2025ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 2026ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 2027ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2028ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2029ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2030ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2031ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2032ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 2033ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 2034ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2035ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2036ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2037ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2038ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 2039ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 2040ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2041ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2042ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2043ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2044ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2045ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 7 211 dws SO: the, Input: [d]
1 2 4 3 7 212 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 213 ism SO: {{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 214 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 215 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 216 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 217 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 218 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 219 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2110ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2111ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2112ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2113ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2114ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2115ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2116ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2117ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2118ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2119ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2120ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2121ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2122ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2123ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 7 2124ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 2125ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 7 2126ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 2127ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2128ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2129ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2130ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2131ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2132ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 2133ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 2134ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2135ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2136ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2137ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2138ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 2139ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 2140ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2141ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2142ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2143ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2144ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 7 2145ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 22ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 221 dws SO: the, Input: [d]
1 2 4 3 7 222 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 223 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 224 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 225 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 226 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 227 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 228 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 7 229 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2210ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 7 2211ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2212ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 7 2213ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 7 23ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 7 231 dws SO: the, Input: [d]
1 2 4 3 7 24ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 241 dws SO: the, Input: [d]
1 2 4 3 7 242 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 243 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 244 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 245 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 246 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 7 247 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 248 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 7 249 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 7 25ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 7 251 dws SO: the, Input: [d]
1 2 4 3 7 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 261 dws SO: the, Input: [d]
1 2 4 3 7 262 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 7 263 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 7 264 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 7 265 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 7 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 7 271 dws SO: the, Input: [d]
1 2 4 3 7 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 281 dws SO: the, Input: [d]
1 2 4 3 7 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 7 291 dws SO: the, Input: [d]
1 2 4 3 7 292 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 293 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 294 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 295 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 296 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 297 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 298 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 299 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 2910ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 2911ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 2912ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 2913ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 7 2914ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2915ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 7 2916ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2917ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 7 2918ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 7 2919ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 2920ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 7 2921ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 2922ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 7 2923ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 2924ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 7 2925ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 7 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 301 dws SO: the, Input: [d]
1 2 4 3 7 302 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 303 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 304 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 305 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 306 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 7 307 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 308 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 7 309 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 7 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 7 311 dws SO: the, Input: [d]
1 2 4 3 7 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 321 dws SO: the, Input: [d]
1 2 4 3 7 322 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 7 323 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 7 324 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 7 325 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 7 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 7 331 dws SO: the, Input: [d]
1 2 4 3 7 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 341 dws SO: the, Input: [d]
1 2 4 3 7 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 7 351 dws SO: the, Input: [d]
1 2 4 3 7 352 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 353 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 354 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 355 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 356 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 357 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 7 358 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 7 359 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 3510ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 7 3511ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 3512ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 7 3513ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 7 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 7 361 dws SO: the, Input: [d]
1 2 4 3 7 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 7 371 dws SO: the, Input: [d]
1 2 4 3 7 372 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 373 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 374 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 375 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 7 376 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 7 377 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 378 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 7 379 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 7 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 7 381 dws SO: the, Input: [d]
1 2 4 3 7 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 7 391 dws SO: the, Input: [d]
1 2 4 3 7 392 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 7 393 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 7 394 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 7 395 ipm SO: <<{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 7 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 7 401 dws SO: the, Input: [d]
1 2 4 3 7 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 7 411 dws SO: the, Input: [d]
1 2 4 3 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 8 1 dws SO: the, Input: [d]
1 2 4 3 8 1 1 esm SO: {the,d}, Input: []
1 2 4 3 8 1 2 epm SO: <the,d>, Input: []
1 2 4 3 8 1 3 epm SO: <d,the>, Input: []
1 2 4 3 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 1 dws SO: the, Input: [d]
1 2 4 3 8 2 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 2 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 2 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 2 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 2 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 2 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 2 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 2 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 2 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 2 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 2 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 2 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 2 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 2 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 2 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 2 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 2 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 1 dws SO: the, Input: [d]
1 2 4 3 8 3 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 15ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 16ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 3 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 3 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 3 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 3 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 3 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 3 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 3 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 3 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 3 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 3 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 3 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 3 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 3 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 3 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 3 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 3 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 3 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 3 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 3 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 3 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 3 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 3 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 3 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 3 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 3 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 3 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 3 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 3 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 1 dws SO: the, Input: [d]
1 2 4 3 8 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 7 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 16ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 4 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 4 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 4 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 4 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 4 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 4 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 4 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 4 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 4 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 4 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 4 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 4 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 4 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 4 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 4 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 4 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 4 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 4 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 4 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 4 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 1 dws SO: the, Input: [d]
1 2 4 3 8 5 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 5 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 5 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 5 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 5 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 5 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 5 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 5 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 5 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 5 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 5 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 5 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 5 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 5 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 5 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 5 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 5 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 1 dws SO: the, Input: [d]
1 2 4 3 8 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 5 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 14ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 6 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 6 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 6 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 6 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 6 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 6 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 6 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 6 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 6 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 6 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 6 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 6 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 6 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 6 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 6 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 6 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 6 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 6 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 1 dws SO: the, Input: [d]
1 2 4 3 8 7 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 7 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 7 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 7 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 7 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 7 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 7 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 7 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 7 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 7 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 7 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 7 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 7 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 7 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 7 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 7 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 7 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 1 dws SO: the, Input: [d]
1 2 4 3 8 8 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 12ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 8 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 8 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 8 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 8 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 8 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 8 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 8 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 8 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 8 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 8 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 8 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 8 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 8 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 8 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 8 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 8 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 1 dws SO: the, Input: [d]
1 2 4 3 8 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 9 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 15ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 22ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 9 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 9 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 9 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 9 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 9 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 9 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 9 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 9 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 9 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 9 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 9 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 9 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 9 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 9 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 9 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 9 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 9 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 9 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 9 42ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 9 43ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 9 44ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 9 45ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 101 dws SO: the, Input: [d]
1 2 4 3 8 102 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 103 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 104 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 106 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 107 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 108 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 109 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1010ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1011ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1012ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1013ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1014ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1015ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1016ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1017ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1018ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1019ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 1020ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1021ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 1022ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1023ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1024ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1025ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1026ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 1027ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 1028ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1029ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1030ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1031ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1032ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1033ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 11ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 111 dws SO: the, Input: [d]
1 2 4 3 8 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 117 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1116ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 1127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 1128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 1130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 1135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 1136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 121 dws SO: the, Input: [d]
1 2 4 3 8 122 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 123 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 124 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 127 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 129 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1211ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1212ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1214ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1216ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1218ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1219ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 1220ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1221ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 1222ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1223ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1224ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1225ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1226ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 1227ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 1228ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1229ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1230ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1231ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1232ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1233ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 13ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 131 dws SO: the, Input: [d]
1 2 4 3 8 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 135 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1314ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 1323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 1324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 1326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 1331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 1332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 141 dws SO: the, Input: [d]
1 2 4 3 8 142 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 143 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 144 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 147 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 149 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1411ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1412ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1414ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1416ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1418ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1419ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 1420ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1421ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 1422ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1423ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1424ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1425ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1426ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 1427ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 1428ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1429ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1430ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1431ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1432ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1433ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 15ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 8 151 dws SO: the, Input: [d]
1 2 4 3 8 152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 153 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1512ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 8 1518ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 1519ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 8 1520ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1521ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 1522ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1523ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1524ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1525ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1526ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 1527ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 1528ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1529ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1530ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1531ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1532ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 8 1533ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 16ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 8 161 dws SO: the, Input: [d]
1 2 4 3 8 17ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 8 171 dws SO: the, Input: [d]
1 2 4 3 8 172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 173 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 175 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 176 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 177 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 178 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 1710ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 1711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 1712ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 1713ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 8 1714ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1715ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 8 1716ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1717ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 8 1718ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 8 1719ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 1720ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 8 1721ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 1722ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 8 1723ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 1724ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 8 1725ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 8 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 181 dws SO: the, Input: [d]
1 2 4 3 8 182 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 8 183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 8 184 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 8 185 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 8 186 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 8 187 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 188 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 8 189 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 8 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 8 191 dws SO: the, Input: [d]
1 2 4 3 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 201 dws SO: the, Input: [d]
1 2 4 3 8 202 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 8 203 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 8 204 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 8 205 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 8 211 dws SO: the, Input: [d]
1 2 4 3 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 221 dws SO: the, Input: [d]
1 2 4 3 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 8 231 dws SO: the, Input: [d]
1 2 4 3 8 232 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 8 233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 8 234 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 8 235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 8 236 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 8 237 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 8 238 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 8 239 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 2310ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 8 2311ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 2312ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 8 2313ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 8 241 dws SO: the, Input: [d]
1 2 4 3 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 8 251 dws SO: the, Input: [d]
1 2 4 3 8 252 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 8 253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 8 254 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 8 255 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 8 256 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 8 257 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 258 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 8 259 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 8 261 dws SO: the, Input: [d]
1 2 4 3 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 8 271 dws SO: the, Input: [d]
1 2 4 3 8 272 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 8 273 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 8 274 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 8 275 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 8 281 dws SO: the, Input: [d]
1 2 4 3 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 8 291 dws SO: the, Input: [d]
1 2 4 3 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 9 1 dws SO: the, Input: [d]
1 2 4 3 9 1 1 esm SO: {the,d}, Input: []
1 2 4 3 9 1 2 epm SO: <the,d>, Input: []
1 2 4 3 9 1 3 epm SO: <d,the>, Input: []
1 2 4 3 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 1 dws SO: the, Input: [d]
1 2 4 3 9 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 13ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 2 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 2 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 2 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 2 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 1 dws SO: the, Input: [d]
1 2 4 3 9 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 3 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 3 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 3 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 3 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 1 dws SO: the, Input: [d]
1 2 4 3 9 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 5 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 12ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 17ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 23ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 4 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 4 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 4 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 4 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 1 dws SO: the, Input: [d]
1 2 4 3 9 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 5 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 5 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 5 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 5 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 1 dws SO: the, Input: [d]
1 2 4 3 9 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 10ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 15ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 17ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 19ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 20ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 21ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 6 38ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 6 39ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 6 40ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 6 41ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 1 dws SO: the, Input: [d]
1 2 4 3 9 7 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 15ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 16ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 17ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 18ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 20ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 21ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 22ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 23ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 24ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 25ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 26ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 27ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 30ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 31ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 32ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 33ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 7 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 7 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 7 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 7 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 7 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 7 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 7 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 7 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 7 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 7 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 7 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 7 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 7 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 7 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 7 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 7 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 58ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 7 59ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 7 60ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 61ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 7 62ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 63ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 7 64ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 7 65ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 1 dws SO: the, Input: [d]
1 2 4 3 9 8 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 13ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 8 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 8 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 8 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 8 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 8 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 8 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 8 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 8 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 8 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 8 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 8 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 8 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 8 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 8 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 8 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 8 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 8 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 8 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 8 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 8 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 8 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 8 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 8 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 8 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 1 dws SO: the, Input: [d]
1 2 4 3 9 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 16ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 9 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 9 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 9 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 9 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 101 dws SO: the, Input: [d]
1 2 4 3 9 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 105 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1011ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1012ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1013ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1017ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1018ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1019ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1020ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1021ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1022ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1023ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1024ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1025ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1042ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1043ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1044ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1045ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 111 dws SO: the, Input: [d]
1 2 4 3 9 112 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 113 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 115 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 117 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 118 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1110ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1111ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1113ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1114ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1115ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1116ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1117ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1118ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1119ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1120ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1121ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1122ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1123ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 1124ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1125ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1126ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1127ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1128ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1129ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 1130ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1131ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1132ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1133ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1134ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1135ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 1136ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1137ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1138ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1139ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1140ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1141ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 121 dws SO: the, Input: [d]
1 2 4 3 9 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 123 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 125 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 127 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 129 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1210ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1211ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1213ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1215ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1216ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1217ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1218ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1219ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1220ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1221ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1222ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1223ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 1224ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1225ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1226ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1227ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1228ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1229ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 1230ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1231ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1232ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1233ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1234ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1235ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 1236ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1237ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1238ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1239ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1240ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1241ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 131 dws SO: the, Input: [d]
1 2 4 3 9 132 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 133 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 134 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 135 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 136 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 137 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 138 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 139 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1310ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1311ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1312ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1313ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1314ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1315ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1316ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1317ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1318ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1319ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1320ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1321ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1322ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1323ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1324ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1325ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1326ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1327ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1328ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 1329ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1330ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1331ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1332ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1333ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1334ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1335ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 1336ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1337ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1338ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1339ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1340ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1341ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 1342ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1343ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1344ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1345ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1346ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1347ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 1348ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1349ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1350ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1351ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1352ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1353ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 141 dws SO: the, Input: [d]
1 2 4 3 9 142 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 143 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 145 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 147 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 148 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 149 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1410ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1411ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1412ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1413ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1414ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1415ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1416ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1417ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1418ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1419ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1420ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1421ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1422ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1423ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 1424ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1425ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1426ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1427ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1428ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1429ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 1430ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1431ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1432ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1433ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1434ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1435ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 1436ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1437ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1438ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1439ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1440ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1441ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 151 dws SO: the, Input: [d]
1 2 4 3 9 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 153 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 155 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 156 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 157 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 158 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 159 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1510ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1511ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1512ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1513ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1514ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1515ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1516ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1517ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1518ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1519ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1520ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1522ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1524ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1525ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1526ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1527ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1528ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1529ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1530ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1531ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 1532ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1533ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1534ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1535ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1536ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1537ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 1538ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1539ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1540ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1541ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1542ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1543ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 1544ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1545ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1546ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1547ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1548ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1549ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 161 dws SO: the, Input: [d]
1 2 4 3 9 162 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 163 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 165 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 167 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 168 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 169 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1610ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1611ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1612ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1613ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1614ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1615ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1616ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1617ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1618ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1619ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1620ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1621ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1622ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1623ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 1624ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1625ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1626ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1627ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1628ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1629ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 1630ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1631ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1632ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1633ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1634ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1635ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 1636ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1637ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1638ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1639ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1640ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1641ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 171 dws SO: the, Input: [d]
1 2 4 3 9 172 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 173 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 174 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 175 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 176 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 177 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 178 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 179 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1710ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1711ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1712ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1713ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1714ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1715ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1716ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1717ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1718ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1720ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1721ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1722ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1723ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1724ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1725ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1726ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1727ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 1728ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1729ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1730ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1731ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1732ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1733ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 1734ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1735ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1736ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1737ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1738ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1739ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 1740ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1741ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1742ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1743ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1744ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1745ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 181 dws SO: the, Input: [d]
1 2 4 3 9 182 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 183 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 184 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 185 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 186 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 187 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 188 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 189 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1810ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1811ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1812ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1813ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1814ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1815ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1816ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1817ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1818ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1819ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1820ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1821ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1822ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1823ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 1824ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1825ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1826ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1827ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1828ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1829ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 1830ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1831ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1832ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1833ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1834ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1835ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 1836ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1837ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1838ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1839ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1840ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1841ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 9 191 dws SO: the, Input: [d]
1 2 4 3 9 192 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 193 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 194 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 195 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 196 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 197 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 198 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 199 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1910ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1911ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1912ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1913ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1914ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1915ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1916ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1917ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1918ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1919ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1920ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1921ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 9 1922ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1923ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 9 1924ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1925ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1926ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1927ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1928ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1929ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 1930ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1931ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1932ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1933ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1934ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 1935ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 1936ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1937ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 1938ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1939ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 1940ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 9 1941ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 20ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 201 dws SO: the, Input: [d]
1 2 4 3 9 202 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 203 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 204 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 205 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 206 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 9 207 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 208 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 9 209 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 9 21ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 9 211 dws SO: the, Input: [d]
1 2 4 3 9 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 221 dws SO: the, Input: [d]
1 2 4 3 9 222 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 9 223 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 9 224 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 9 225 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 9 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 9 231 dws SO: the, Input: [d]
1 2 4 3 9 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 241 dws SO: the, Input: [d]
1 2 4 3 9 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 9 251 dws SO: the, Input: [d]
1 2 4 3 9 252 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 253 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 254 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 255 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 256 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 257 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 258 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 259 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 2510ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 2511ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 2512ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 2513ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 9 2514ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 2515ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 9 2516ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 2517ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 9 2518ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 9 2519ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 2520ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 9 2521ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 2522ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 9 2523ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 2524ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 9 2525ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 9 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 261 dws SO: the, Input: [d]
1 2 4 3 9 262 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 263 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 264 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 265 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 266 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 9 267 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 268 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 9 269 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 9 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 9 271 dws SO: the, Input: [d]
1 2 4 3 9 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 281 dws SO: the, Input: [d]
1 2 4 3 9 282 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 9 283 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 9 284 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 9 285 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 9 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 9 291 dws SO: the, Input: [d]
1 2 4 3 9 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 301 dws SO: the, Input: [d]
1 2 4 3 9 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 9 311 dws SO: the, Input: [d]
1 2 4 3 9 312 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 9 313 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 9 314 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 9 315 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 9 316 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 9 317 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 9 318 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 9 319 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 3110ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 9 3111ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 3112ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 9 3113ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 9 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 9 321 dws SO: the, Input: [d]
1 2 4 3 9 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 9 331 dws SO: the, Input: [d]
1 2 4 3 9 332 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 333 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 334 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 335 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 9 336 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 9 337 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 338 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 9 339 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 9 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 9 341 dws SO: the, Input: [d]
1 2 4 3 9 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 9 351 dws SO: the, Input: [d]
1 2 4 3 9 352 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 9 353 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 9 354 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 9 355 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 9 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 9 361 dws SO: the, Input: [d]
1 2 4 3 9 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 9 371 dws SO: the, Input: [d]
1 2 4 3 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 101 dws SO: the, Input: [d]
1 2 4 3 101 1 esm SO: {the,d}, Input: []
1 2 4 3 101 2 epm SO: <the,d>, Input: []
1 2 4 3 101 3 epm SO: <d,the>, Input: []
1 2 4 3 102 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 102 1 dws SO: the, Input: [d]
1 2 4 3 102 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 102 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 102 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 102 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 102 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 102 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 102 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 102 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 102 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 102 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 102 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 102 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 102 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 102 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 102 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 102 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 102 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 103 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 103 1 dws SO: the, Input: [d]
1 2 4 3 103 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 15ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 16ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 103 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 103 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 103 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 103 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 103 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 103 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 103 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 103 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 103 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 103 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 103 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 103 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 103 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 103 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 103 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 103 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 103 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 103 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 103 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 103 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 103 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 103 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 103 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 103 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 103 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 103 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 103 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 103 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 104 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 104 1 dws SO: the, Input: [d]
1 2 4 3 104 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 7 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 16ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 104 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 104 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 104 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 104 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 104 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 104 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 104 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 104 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 104 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 104 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 104 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 104 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 104 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 104 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 104 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 104 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 104 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 104 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 104 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 104 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 105 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 105 1 dws SO: the, Input: [d]
1 2 4 3 105 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 105 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 105 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 105 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 105 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 105 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 105 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 105 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 105 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 105 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 105 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 105 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 105 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 105 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 105 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 105 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 105 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 106 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 106 1 dws SO: the, Input: [d]
1 2 4 3 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 5 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 14ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 106 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 106 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 106 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 106 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 106 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 106 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 106 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 106 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 106 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 106 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 106 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 106 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 106 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 106 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 106 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 106 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 106 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 106 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 107 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 107 1 dws SO: the, Input: [d]
1 2 4 3 107 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 107 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 107 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 107 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 107 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 107 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 107 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 107 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 107 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 107 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 107 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 107 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 107 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 107 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 107 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 107 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 107 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 108 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 108 1 dws SO: the, Input: [d]
1 2 4 3 108 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 11ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 12ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 108 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 108 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 108 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 108 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 108 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 108 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 108 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 108 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 108 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 108 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 108 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 108 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 108 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 108 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 108 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 108 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 109 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 109 1 dws SO: the, Input: [d]
1 2 4 3 109 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 9 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 15ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 16ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 22ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 23ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 109 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 109 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 109 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 109 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 109 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 109 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 109 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 109 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 109 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 109 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 109 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 109 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 109 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 109 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 109 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 109 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 109 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 109 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 109 42ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 109 43ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 109 44ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 109 45ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1010ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 10101 dws SO: the, Input: [d]
1 2 4 3 10102 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10103 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10104 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10106 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10107 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10108 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10109 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101010ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101011ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101012ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101013ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101014ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101015ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101016ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101017ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101018ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101019ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 101020ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101021ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 101022ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101023ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101024ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101025ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101026ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 101027ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 101028ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101029ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101030ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101031ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101032ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101033ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1011ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 10111 dws SO: the, Input: [d]
1 2 4 3 10112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10117 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101116ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 101127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 101128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 101130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 101135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 101136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1012ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 10121 dws SO: the, Input: [d]
1 2 4 3 10122 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10123 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10124 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10127 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10129 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101211ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101212ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101214ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101216ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101218ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101219ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 101220ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101221ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 101222ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101223ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101224ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101225ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101226ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 101227ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 101228ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101229ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101230ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101231ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101232ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101233ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1013ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 10131 dws SO: the, Input: [d]
1 2 4 3 10132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10135 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101314ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 101323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 101324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 101326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 101331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 101332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1014ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 10141 dws SO: the, Input: [d]
1 2 4 3 10142 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10143 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10144 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10147 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10149 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101411ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101412ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101414ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101416ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101418ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101419ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 101420ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101421ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 101422ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101423ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101424ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101425ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101426ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 101427ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 101428ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101429ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101430ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101431ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101432ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101433ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1015ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 10151 dws SO: the, Input: [d]
1 2 4 3 10152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10153 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 10159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101511ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101512ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 101518ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 101519ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 101520ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101521ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 101522ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101523ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101524ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101525ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101526ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 101527ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 101528ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101529ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101530ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101531ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 101532ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 101533ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1016ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 10161 dws SO: the, Input: [d]
1 2 4 3 1017ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 10171 dws SO: the, Input: [d]
1 2 4 3 10172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 10173 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 10174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 10175 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 10176 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 10177 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 10178 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 10179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 101710ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 101711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 101712ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 101713ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 101714ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101715ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 101716ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 101717ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 101718ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 101719ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 101720ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 101721ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 101722ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 101723ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 101724ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 101725ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 1018ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 10181 dws SO: the, Input: [d]
1 2 4 3 10182 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 10183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 10184 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 10185 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 10186 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 10187 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 10188 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 10189 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 1019ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 10191 dws SO: the, Input: [d]
1 2 4 3 1020ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 10201 dws SO: the, Input: [d]
1 2 4 3 10202 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 10203 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 10204 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 10205 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 1021ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 10211 dws SO: the, Input: [d]
1 2 4 3 1022ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 10221 dws SO: the, Input: [d]
1 2 4 3 1023ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 10231 dws SO: the, Input: [d]
1 2 4 3 10232 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 10233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 10234 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 10235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 10236 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 10237 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 10238 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 10239 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 102310ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 102311ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 102312ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 102313ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 1024ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 10241 dws SO: the, Input: [d]
1 2 4 3 1025ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 10251 dws SO: the, Input: [d]
1 2 4 3 10252 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 10253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 10254 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 10255 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 10256 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 10257 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 10258 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 10259 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 1026ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 10261 dws SO: the, Input: [d]
1 2 4 3 1027ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 10271 dws SO: the, Input: [d]
1 2 4 3 10272 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 10273 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 10274 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 10275 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 1028ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 10281 dws SO: the, Input: [d]
1 2 4 3 1029ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 10291 dws SO: the, Input: [d]
1 2 4 3 11ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 111 dws SO: the, Input: [d]
1 2 4 3 111 1 esm SO: {the,d}, Input: []
1 2 4 3 111 2 epm SO: <the,d>, Input: []
1 2 4 3 111 3 epm SO: <d,the>, Input: []
1 2 4 3 112 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 112 1 dws SO: the, Input: [d]
1 2 4 3 112 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 112 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 112 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 112 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 112 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 112 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 112 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 112 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 112 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 112 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 112 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 112 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 112 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 112 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 112 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 112 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 112 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 112 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 112 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 112 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 112 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 113 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 113 1 dws SO: the, Input: [d]
1 2 4 3 113 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 113 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 113 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 113 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 113 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 113 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 113 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 113 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 113 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 113 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 113 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 113 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 113 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 113 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 113 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 113 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 113 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 113 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 113 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 114 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 114 1 dws SO: the, Input: [d]
1 2 4 3 114 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 5 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 8 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 9 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 11ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 12ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 14ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 16ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 18ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 19ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 114 20ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 114 21ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 114 22ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 114 23ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 114 24ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 114 25ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 114 26ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 114 27ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 114 28ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 114 29ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 114 30ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 114 31ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 114 32ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 114 33ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 114 34ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 114 35ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 114 36ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 114 37ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 115 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 115 1 dws SO: the, Input: [d]
1 2 4 3 115 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 15ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 16ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 17ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 18ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 19ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 22ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 23ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 24ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 25ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 27ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 29ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 30ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 31ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 115 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 115 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 115 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 115 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 115 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 115 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 115 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 115 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 115 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 115 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 115 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 115 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 115 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 115 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 115 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 115 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 115 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 115 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 115 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 115 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 115 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 115 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 115 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 115 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 115 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 115 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 115 58ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 115 59ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 115 60ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 115 61ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 116 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 116 1 dws SO: the, Input: [d]
1 2 4 3 116 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 7 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 13ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 15ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 16ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 20ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 22ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 23ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 116 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 116 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 116 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 116 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 116 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 116 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 116 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 116 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 116 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 116 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 116 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 116 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 116 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 116 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 116 38ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 116 39ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 116 40ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 116 41ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 116 42ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 116 43ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 116 44ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 116 45ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 117 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 117 1 dws SO: the, Input: [d]
1 2 4 3 117 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 117 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 117 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 117 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 117 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 117 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 117 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 117 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 117 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 117 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 117 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 117 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 117 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 117 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 117 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 117 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 117 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 117 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 117 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 118 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 118 1 dws SO: the, Input: [d]
1 2 4 3 118 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 118 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 118 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 118 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 118 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 118 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 118 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 118 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 118 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 118 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 118 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 118 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 118 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 118 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 118 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 118 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 118 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 118 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 118 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 118 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 118 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 119 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 119 1 dws SO: the, Input: [d]
1 2 4 3 119 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 14ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 119 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 119 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 119 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 119 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 119 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 119 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 119 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 119 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 119 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 119 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 119 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 119 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 119 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 119 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 119 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 119 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 119 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 119 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1110ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 11101 dws SO: the, Input: [d]
1 2 4 3 11102 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11103 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11105 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11106 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11107 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11108 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11109 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111010ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111011ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111012ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111013ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111014ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111015ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111016ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111017ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111018ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111019ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111020ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111021ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 111022ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111023ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111024ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111025ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 111026ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111027ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111028ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111029ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111030ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111031ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 111032ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111033ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111034ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111035ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111036ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111037ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 11111 dws SO: the, Input: [d]
1 2 4 3 11112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11119 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111110ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111111ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111112ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111113ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111114ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111115ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111116ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111117ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111118ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111120ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111122ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111124ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111126ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 111127ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111128ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111129ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111130ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111131ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111132ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111133ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 111134ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111135ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111136ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111137ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 111138ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111139ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111140ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111141ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111142ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111143ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 111144ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111145ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111146ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111147ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111148ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111149ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1112ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 11121 dws SO: the, Input: [d]
1 2 4 3 11122 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11123 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11125 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11126 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11127 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11128 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11129 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111210ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111211ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111212ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111213ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111214ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111215ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111216ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111217ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111218ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111219ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111220ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111221ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 111222ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111223ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111224ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111225ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 111226ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111227ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111228ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111229ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111230ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111231ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 111232ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111233ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111234ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111235ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111236ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111237ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 11131 dws SO: the, Input: [d]
1 2 4 3 11132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11137 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111311ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111312ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111314ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111315ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111316ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111318ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 111330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 111334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 111340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1114ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 11141 dws SO: the, Input: [d]
1 2 4 3 11142 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11143 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11145 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11146 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11147 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11148 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11149 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111410ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111411ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111412ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111413ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111414ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111416ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111417ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111418ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111419ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111420ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111421ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 111422ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111423ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111424ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111425ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 111426ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111427ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111428ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111429ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111430ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111431ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 111432ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111433ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111434ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111435ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111436ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111437ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1115ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 11151 dws SO: the, Input: [d]
1 2 4 3 11152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11155 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11159 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111510ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111511ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111513ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111514ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111516ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111518ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111520ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111522ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111523ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111524ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111525ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 111526ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111527ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111528ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111529ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 111530ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111531ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111532ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111533ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111534ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111535ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 111536ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111537ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111538ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111539ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111540ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111541ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1116ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 11161 dws SO: the, Input: [d]
1 2 4 3 11162 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11163 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11165 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11166 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11167 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11168 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11169 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111610ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111611ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111612ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111613ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111614ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111616ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111617ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111618ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111619ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111620ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111621ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 111622ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111623ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111624ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111625ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 111626ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111627ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111628ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111629ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111630ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111631ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 111632ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111633ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111634ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111635ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111636ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111637ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1117ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 11171 dws SO: the, Input: [d]
1 2 4 3 11172 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11173 ism SO: {{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11175 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11176 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11177 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11178 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 11179 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111710ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111711ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111712ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111714ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111716ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111718ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111719ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 111720ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111721ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 111722ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111723ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111724ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111725ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 111726ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111727ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111728ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111729ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111730ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 111731ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 111732ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111733ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 111734ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111735ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 111736ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 111737ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1118ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 11181 dws SO: the, Input: [d]
1 2 4 3 11182 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 11183 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 11184 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 11185 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 1119ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 11191 dws SO: the, Input: [d]
1 2 4 3 1120ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 11201 dws SO: the, Input: [d]
1 2 4 3 1121ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 11211 dws SO: the, Input: [d]
1 2 4 3 11212 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 11213 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 11214 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 11215 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 11216 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 11217 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 11218 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 11219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 112110ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 112111ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 112112ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 112113ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 112114ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 112115ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 112116ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 112117ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 112118ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 112119ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 112120ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 112121ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 112122ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 112123ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 112124ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 112125ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 1122ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 11221 dws SO: the, Input: [d]
1 2 4 3 11222 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 11223 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 11224 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 11225 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 11226 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 11227 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 11228 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 11229 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 1123ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 11231 dws SO: the, Input: [d]
1 2 4 3 1124ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 11241 dws SO: the, Input: [d]
1 2 4 3 11242 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 11243 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 11244 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 11245 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 1125ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 11251 dws SO: the, Input: [d]
1 2 4 3 1126ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 11261 dws SO: the, Input: [d]
1 2 4 3 1127ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 11271 dws SO: the, Input: [d]
1 2 4 3 11272 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 11273 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 11274 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 11275 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 11276 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 11277 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 11278 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 11279 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 112710ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 112711ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 112712ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 112713ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 1128ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 11281 dws SO: the, Input: [d]
1 2 4 3 1129ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 11291 dws SO: the, Input: [d]
1 2 4 3 11292 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 11293 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 11294 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 11295 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 11296 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 11297 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 11298 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 11299 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 1130ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 11301 dws SO: the, Input: [d]
1 2 4 3 1131ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 11311 dws SO: the, Input: [d]
1 2 4 3 11312 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 11313 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 11314 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 11315 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 1132ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 11321 dws SO: the, Input: [d]
1 2 4 3 1133ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 11331 dws SO: the, Input: [d]
1 2 4 3 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 121 dws SO: the, Input: [d]
1 2 4 3 121 1 esm SO: {the,d}, Input: []
1 2 4 3 121 2 epm SO: <the,d>, Input: []
1 2 4 3 121 3 epm SO: <d,the>, Input: []
1 2 4 3 122 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 122 1 dws SO: the, Input: [d]
1 2 4 3 122 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 122 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 122 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 122 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 122 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 122 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 122 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 122 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 122 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 122 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 122 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 122 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 122 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 122 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 122 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 122 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 122 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 123 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 123 1 dws SO: the, Input: [d]
1 2 4 3 123 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 15ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 16ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 123 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 123 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 123 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 123 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 123 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 123 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 123 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 123 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 123 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 123 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 123 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 123 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 123 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 123 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 123 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 123 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 123 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 123 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 123 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 123 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 123 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 123 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 123 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 123 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 123 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 123 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 123 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 123 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 124 1 dws SO: the, Input: [d]
1 2 4 3 124 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 7 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 16ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 124 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 124 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 124 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 124 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 124 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 124 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 124 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 124 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 124 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 124 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 124 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 124 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 124 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 124 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 124 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 124 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 124 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 124 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 124 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 124 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 125 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 125 1 dws SO: the, Input: [d]
1 2 4 3 125 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 125 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 125 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 125 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 125 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 125 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 125 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 125 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 125 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 125 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 125 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 125 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 125 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 125 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 125 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 125 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 125 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 126 1 dws SO: the, Input: [d]
1 2 4 3 126 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 5 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 14ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 126 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 126 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 126 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 126 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 126 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 126 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 126 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 126 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 126 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 126 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 126 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 126 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 126 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 126 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 126 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 126 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 126 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 126 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 127 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 127 1 dws SO: the, Input: [d]
1 2 4 3 127 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 11ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 12ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 14ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 16ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 127 18ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 127 19ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 127 20ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 127 21ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 127 22ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 127 23ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 127 24ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 127 25ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 127 26ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 127 27ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 127 28ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 127 29ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 127 30ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 127 31ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 127 32ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 127 33ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 128 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 128 1 dws SO: the, Input: [d]
1 2 4 3 128 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 3 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 11ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 12ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 128 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 128 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 128 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 128 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 128 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 128 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 128 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 128 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 128 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 128 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 128 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 128 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 128 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 128 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 128 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 128 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 129 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 129 1 dws SO: the, Input: [d]
1 2 4 3 129 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 9 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 15ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 16ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 22ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 23ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 129 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 129 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 129 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 129 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 129 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 129 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 129 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 129 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 129 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 129 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 129 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 129 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 129 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 129 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 129 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 129 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 129 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 129 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 129 42ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 129 43ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 129 44ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 129 45ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1210ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 12101 dws SO: the, Input: [d]
1 2 4 3 12102 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12103 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12104 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12106 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12107 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12108 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12109 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121010ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121011ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121012ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121013ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121014ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121015ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121016ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121017ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121018ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121019ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 121020ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121021ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 121022ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121023ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121024ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121025ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121026ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 121027ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 121028ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121029ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121030ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121031ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121032ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121033ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1211ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 12111 dws SO: the, Input: [d]
1 2 4 3 12112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12117 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121116ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 121127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 121128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 121130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 121135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 121136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1212ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 12121 dws SO: the, Input: [d]
1 2 4 3 12122 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12123 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12124 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12127 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12129 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121211ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121212ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121214ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121216ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121218ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121219ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 121220ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121221ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 121222ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121223ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121224ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121225ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121226ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 121227ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 121228ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121229ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121230ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121231ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121232ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121233ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1213ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 12131 dws SO: the, Input: [d]
1 2 4 3 12132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12135 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121314ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 121323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 121324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 121326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 121331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 121332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1214ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 12141 dws SO: the, Input: [d]
1 2 4 3 12142 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12143 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12144 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12147 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12149 ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121411ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121412ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121414ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121416ism SO: {book,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121418ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121419ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 121420ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121421ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 121422ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121423ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121424ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121425ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121426ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 121427ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 121428ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121429ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121430ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121431ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121432ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121433ipm SO: <{book,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1215ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 12151 dws SO: the, Input: [d]
1 2 4 3 12152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12153 ism SO: {{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 12159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121511ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121512ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 121518ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 121519ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 121520ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121521ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 121522ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121523ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121524ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121525ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121526ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 121527ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 121528ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121529ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121530ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121531ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 121532ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 121533ipm SO: <{n!case,{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1216ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 12161 dws SO: the, Input: [d]
1 2 4 3 1217ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 12171 dws SO: the, Input: [d]
1 2 4 3 12172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 12173 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 12174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 12175 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 12176 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 12177 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 12178 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 12179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 121710ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 121711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 121712ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 121713ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 121714ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121715ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 121716ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 121717ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 121718ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 121719ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 121720ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 121721ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 121722ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 121723ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 121724ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 121725ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 1218ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 12181 dws SO: the, Input: [d]
1 2 4 3 12182 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 12183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 12184 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 12185 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 12186 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 12187 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 12188 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 12189 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 1219ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 12191 dws SO: the, Input: [d]
1 2 4 3 1220ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 12201 dws SO: the, Input: [d]
1 2 4 3 12202 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 12203 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 12204 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 12205 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 1221ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 12211 dws SO: the, Input: [d]
1 2 4 3 1222ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 12221 dws SO: the, Input: [d]
1 2 4 3 1223ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 12231 dws SO: the, Input: [d]
1 2 4 3 12232 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 12233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 12234 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 12235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 12236 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 12237 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 12238 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 12239 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 122310ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 122311ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 122312ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 122313ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 1224ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 12241 dws SO: the, Input: [d]
1 2 4 3 1225ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 12251 dws SO: the, Input: [d]
1 2 4 3 12252 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 12253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 12254 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 12255 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 12256 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 12257 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 12258 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 12259 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 1226ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 12261 dws SO: the, Input: [d]
1 2 4 3 1227ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 12271 dws SO: the, Input: [d]
1 2 4 3 12272 ism SO: {book,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 12273 ism SO: {n!case,<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 12274 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 12275 ipm SO: <<{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 1228ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 12281 dws SO: the, Input: [d]
1 2 4 3 1229ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 12291 dws SO: the, Input: [d]
1 2 4 3 13ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 3 131 dws SO: the, Input: [d]
1 2 4 3 131 1 esm SO: {the,d}, Input: []
1 2 4 3 131 2 epm SO: <the,d>, Input: []
1 2 4 3 131 3 epm SO: <d,the>, Input: []
1 2 4 3 132 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 132 1 dws SO: the, Input: [d]
1 2 4 3 132 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 11ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 12ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 132 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 132 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 132 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 132 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 132 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 132 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 132 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 132 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 132 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 132 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 132 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 132 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 132 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 132 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 132 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 132 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 133 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 133 1 dws SO: the, Input: [d]
1 2 4 3 133 2 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 4 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 6 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 7 ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 8 ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 9 ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 11ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 12ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 13ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 14ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 15ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 16ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 17ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 19ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 20ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 21ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 22ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 23ism SO: {{book,{book,{book,n!case}}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 24ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 26ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 27ism SO: {{book,n!case},{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 28ism SO: {book,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 29ism SO: {n!case,{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 133 30ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 133 31ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 133 32ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 133 33ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 133 34ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 133 35ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 133 36ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 133 37ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 133 38ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 133 39ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 133 40ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 133 41ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 133 42ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 133 43ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 133 44ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 133 45ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 133 46ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 133 47ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 133 48ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 133 49ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 133 50ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 133 51ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 133 52ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 133 53ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 133 54ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 133 55ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 133 56ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 133 57ipm SO: <{{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 134 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 134 1 dws SO: the, Input: [d]
1 2 4 3 134 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 7 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 13ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 19ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 20ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 21ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 134 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 134 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 134 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 134 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 134 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 134 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 134 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 134 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 134 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 134 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 134 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 134 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 134 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 134 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 134 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 134 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 134 38ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 134 39ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 134 40ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 134 41ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 135 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 135 1 dws SO: the, Input: [d]
1 2 4 3 135 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 11ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 12ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 135 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 135 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 135 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 135 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 135 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 135 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 135 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 135 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 135 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 135 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 135 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 135 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 135 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 135 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 135 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 135 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 136 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 136 1 dws SO: the, Input: [d]
1 2 4 3 136 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 3 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 5 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 8 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 9 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 11ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 12ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 14ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 16ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 18ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 19ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 136 20ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 136 21ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 136 22ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 136 23ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 136 24ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 136 25ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 136 26ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 136 27ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 136 28ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 136 29ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 136 30ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 136 31ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 136 32ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 136 33ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 136 34ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 136 35ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 136 36ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 136 37ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 137 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 137 1 dws SO: the, Input: [d]
1 2 4 3 137 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 11ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 12ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 137 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 137 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 137 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 137 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 137 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 137 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 137 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 137 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 137 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 137 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 137 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 137 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 137 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 137 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 137 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 137 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 138 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 138 1 dws SO: the, Input: [d]
1 2 4 3 138 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 3 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 11ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 12ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 138 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 138 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 138 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 138 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 138 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 138 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 138 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 138 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 138 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 138 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 138 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 138 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 138 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 138 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 138 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 138 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 139 1 dws SO: the, Input: [d]
1 2 4 3 139 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 9 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 11ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 13ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 15ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 16ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 20ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 22ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 23ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 139 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 139 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 139 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 139 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 139 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 139 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 139 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 139 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 139 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 139 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 139 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 139 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 139 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 139 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 139 38ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 139 39ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 139 40ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 139 41ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 139 42ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 139 43ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 139 44ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 139 45ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1310ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 13101 dws SO: the, Input: [d]
1 2 4 3 13102 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13103 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13104 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13105 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13106 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13107 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13108 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13109 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131010ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131011ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131012ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131013ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131014ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131015ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131016ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131017ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131018ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131019ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 131020ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131021ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 131022ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131023ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131024ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131025ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131026ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131027ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 131028ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131029ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131030ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131031ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131032ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131033ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1311ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 13111 dws SO: the, Input: [d]
1 2 4 3 13112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13117 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13119 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131112ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131113ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131114ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131116ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131122ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131123ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131124ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131125ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131126ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131127ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 131128ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131129ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 131130ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131131ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131132ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131133ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131134ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131135ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 131136ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131137ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131138ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131139ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131140ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131141ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1312ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 13121 dws SO: the, Input: [d]
1 2 4 3 13122 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13123 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13124 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13125 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13126 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13127 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13128 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13129 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131210ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131211ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131212ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131214ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131215ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131216ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131217ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131218ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131219ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 131220ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131221ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 131222ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131223ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131224ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131225ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131226ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131227ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 131228ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131229ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131230ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131231ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131232ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131233ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1313ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 13131 dws SO: the, Input: [d]
1 2 4 3 13132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13133 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13134 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13135 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13136 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13137 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13138 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13139 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131310ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131311ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131312ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131314ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131316ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131318ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131319ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131320ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131321ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131322ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131323ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 131324ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131325ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 131326ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131327ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131328ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131329ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131330ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131331ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 131332ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131333ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131334ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131335ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131336ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131337ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1314ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 13141 dws SO: the, Input: [d]
1 2 4 3 13142 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13143 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13144 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13145 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13146 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13147 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13148 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13149 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131410ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131411ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131412ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131414ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131415ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131416ism SO: {book,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131417ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131418ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131419ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 131420ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131421ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 131422ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131423ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131424ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131425ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131426ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131427ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 131428ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131429ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131430ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131431ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131432ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131433ipm SO: <{book,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1315ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 3 13151 dws SO: the, Input: [d]
1 2 4 3 13152 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13153 ism SO: {{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13154 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13155 ism SO: {{{book,{book,n!case}},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13156 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13157 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13158 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 13159 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131510ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131511ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131512ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131514ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131515ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131516ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131517ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 3 131518ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131519ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 3 131520ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131521ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 131522ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131523ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131524ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131525ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131526ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 131527ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 131528ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131529ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131530ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131531ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 131532ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 3 131533ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 3 1316ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 13161 dws SO: the, Input: [d]
1 2 4 3 1317ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 3 13171 dws SO: the, Input: [d]
1 2 4 3 13172 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 13173 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 13174 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 13175 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 13176 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 13177 ism SO: {{book,{book,{book,n!case}}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 13178 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 13179 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 131710ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 131711ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 131712ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 131713ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 3 131714ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131715ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 131716ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 131717ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 131718ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 131719ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 131720ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 131721ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 131722ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 131723ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 131724ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 3 131725ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 3 1318ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 13181 dws SO: the, Input: [d]
1 2 4 3 13182 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 13183 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 13184 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 13185 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 13186 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 13187 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 13188 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 13189 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 1319ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 13191 dws SO: the, Input: [d]
1 2 4 3 1320ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 13201 dws SO: the, Input: [d]
1 2 4 3 13202 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 13203 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 13204 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 13205 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 1321ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 13211 dws SO: the, Input: [d]
1 2 4 3 1322ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 13221 dws SO: the, Input: [d]
1 2 4 3 1323ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 13231 dws SO: the, Input: [d]
1 2 4 3 13232 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 13233 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 13234 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 13235 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 13236 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 13237 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 13238 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 13239 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 132310ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 132311ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 132312ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 132313ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 1324ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 13241 dws SO: the, Input: [d]
1 2 4 3 1325ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 13251 dws SO: the, Input: [d]
1 2 4 3 13252 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 13253 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 13254 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 13255 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 13256 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 13257 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 13258 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 13259 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 1326ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 13261 dws SO: the, Input: [d]
1 2 4 3 1327ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 13271 dws SO: the, Input: [d]
1 2 4 3 13272 ism SO: {book,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 13273 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 13274 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 13275 ipm SO: <<{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 1328ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 3 13281 dws SO: the, Input: [d]
1 2 4 3 1329ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 3 13291 dws SO: the, Input: [d]
1 2 4 3 14ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 141 dws SO: the, Input: [d]
1 2 4 3 141 1 esm SO: {the,d}, Input: []
1 2 4 3 141 2 epm SO: <the,d>, Input: []
1 2 4 3 141 3 epm SO: <d,the>, Input: []
1 2 4 3 142 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 142 1 dws SO: the, Input: [d]
1 2 4 3 142 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 142 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 142 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 142 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 142 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 142 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 142 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 142 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 3 142 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 142 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 142 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 142 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 143 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 143 1 dws SO: the, Input: [d]
1 2 4 3 143 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 143 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 143 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 143 5 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 143 6 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 143 7 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 143 8 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 143 9 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 143 10ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 143 11ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 143 12ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 143 13ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 3 143 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 143 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 143 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 143 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 144 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 144 1 dws SO: the, Input: [d]
1 2 4 3 144 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 144 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 144 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 144 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 144 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 144 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 144 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 144 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 3 144 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 144 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 144 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 144 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 145 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 145 1 dws SO: the, Input: [d]
1 2 4 3 145 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 145 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 145 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 145 5 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 145 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 145 7 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 145 8 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 145 9 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 3 145 10ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 145 11ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 145 12ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 145 13ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 146 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 146 1 dws SO: the, Input: [d]
1 2 4 3 147 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 147 1 dws SO: the, Input: [d]
1 2 4 3 147 2 ism SO: {book,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 3 147 3 ism SO: {n!case,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 3 147 4 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 147 5 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 148 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 148 1 dws SO: the, Input: [d]
1 2 4 3 149 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 149 1 dws SO: the, Input: [d]
1 2 4 3 15ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 3 151 dws SO: the, Input: [d]
1 2 4 3 151 1 esm SO: {the,d}, Input: []
1 2 4 3 151 2 epm SO: <the,d>, Input: []
1 2 4 3 151 3 epm SO: <d,the>, Input: []
1 2 4 3 16ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 161 dws SO: the, Input: [d]
1 2 4 3 161 1 esm SO: {the,d}, Input: []
1 2 4 3 161 2 epm SO: <the,d>, Input: []
1 2 4 3 161 3 epm SO: <d,the>, Input: []
1 2 4 3 162 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 162 1 dws SO: the, Input: [d]
1 2 4 3 162 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 162 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 162 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 162 5 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 162 6 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 3 162 7 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 3 162 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 3 162 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 3 163 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 163 1 dws SO: the, Input: [d]
1 2 4 3 163 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 163 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 163 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 163 5 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 163 6 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 3 163 7 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 3 163 8 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 3 163 9 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 3 164 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 164 1 dws SO: the, Input: [d]
1 2 4 3 165 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 165 1 dws SO: the, Input: [d]
1 2 4 3 17ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 3 171 dws SO: the, Input: [d]
1 2 4 3 171 1 esm SO: {the,d}, Input: []
1 2 4 3 171 2 epm SO: <the,d>, Input: []
1 2 4 3 171 3 epm SO: <d,the>, Input: []
1 2 4 3 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 4 3 181 dws SO: the, Input: [d]
1 2 4 3 181 1 esm SO: {the,d}, Input: []
1 2 4 3 181 2 epm SO: <the,d>, Input: []
1 2 4 3 181 3 epm SO: <d,the>, Input: []
1 2 4 3 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 3 191 dws SO: the, Input: [d]
1 2 4 3 191 1 esm SO: {the,d}, Input: []
1 2 4 3 191 2 epm SO: <the,d>, Input: []
1 2 4 3 191 3 epm SO: <d,the>, Input: []
1 2 4 3 192 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 192 1 dws SO: the, Input: [d]
1 2 4 3 192 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 192 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 192 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 192 5 ism SO: {{book,{book,n!case}},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 192 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 192 7 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 192 8 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 192 9 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 192 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 192 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 3 192 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 192 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 192 14ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 192 15ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 192 16ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 192 17ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 3 193 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 193 1 dws SO: the, Input: [d]
1 2 4 3 193 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 3 ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 5 ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 6 ism SO: {n!case,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 7 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 8 ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 10ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 11ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 12ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 13ism SO: {n!case,{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 193 14ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 193 15ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 193 16ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 193 17ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 193 18ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 3 193 19ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 3 193 20ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 193 21ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 193 22ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 193 23ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 193 24ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 193 25ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 3 194 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 194 1 dws SO: the, Input: [d]
1 2 4 3 194 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 194 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 194 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 194 5 ism SO: {{book,{book,n!case}},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 194 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 194 7 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 194 8 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 194 9 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 194 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 194 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 3 194 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 194 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 194 14ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 194 15ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 194 16ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 194 17ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 3 195 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 195 1 dws SO: the, Input: [d]
1 2 4 3 195 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 195 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 195 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 195 5 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 195 6 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 195 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 195 8 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 195 9 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 195 10ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 195 11ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 195 12ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 195 13ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 195 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 3 195 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 3 195 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 195 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 195 18ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 195 19ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 195 20ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 195 21ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 3 196 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 196 1 dws SO: the, Input: [d]
1 2 4 3 196 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 196 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 196 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 196 5 ism SO: {{book,{book,n!case}},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 196 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 196 7 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 196 8 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 196 9 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 196 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 196 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 3 196 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 196 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 196 14ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 196 15ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 196 16ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 196 17ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 3 197 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 3 197 1 dws SO: the, Input: [d]
1 2 4 3 197 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 197 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 197 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 197 5 ism SO: {{book,{book,n!case}},{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 197 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 197 7 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 197 8 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 197 9 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 3 197 10ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 3 197 11ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 3 197 12ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 197 13ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 197 14ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 197 15ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 197 16ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 3 197 17ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 3 198 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 198 1 dws SO: the, Input: [d]
1 2 4 3 199 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 199 1 dws SO: the, Input: [d]
1 2 4 3 199 2 ism SO: {book,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 199 3 ism SO: {{book,n!case},<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 199 4 ism SO: {book,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 199 5 ism SO: {n!case,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 199 6 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 199 7 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 199 8 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 199 9 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 1910ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 19101 dws SO: the, Input: [d]
1 2 4 3 1911ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 19111 dws SO: the, Input: [d]
1 2 4 3 19112 ism SO: {book,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 3 19113 ism SO: {n!case,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 3 19114 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 19115 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 1912ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 3 19121 dws SO: the, Input: [d]
1 2 4 3 1913ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 3 19131 dws SO: the, Input: [d]
1 2 4 3 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 3 201 dws SO: the, Input: [d]
1 2 4 3 201 1 esm SO: {the,d}, Input: []
1 2 4 3 201 2 epm SO: <the,d>, Input: []
1 2 4 3 201 3 epm SO: <d,the>, Input: []
1 2 4 3 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 3 211 dws SO: the, Input: [d]
1 2 4 3 211 1 esm SO: {the,d}, Input: []
1 2 4 3 211 2 epm SO: <the,d>, Input: []
1 2 4 3 211 3 epm SO: <d,the>, Input: []
1 2 4 3 212 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 212 1 dws SO: the, Input: [d]
1 2 4 3 212 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 212 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 212 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 212 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 212 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 212 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 212 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 212 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 3 212 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 212 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 212 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 212 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 213 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 213 1 dws SO: the, Input: [d]
1 2 4 3 213 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 213 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 213 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 213 5 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 213 6 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 213 7 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 213 8 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 213 9 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 213 10ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 213 11ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 213 12ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 213 13ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 3 213 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 213 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 213 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 213 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 214 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 214 1 dws SO: the, Input: [d]
1 2 4 3 214 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 214 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 214 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 214 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 214 6 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 214 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 214 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 214 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 3 214 10ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 214 11ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 214 12ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 214 13ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 215 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 3 215 1 dws SO: the, Input: [d]
1 2 4 3 215 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 215 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 215 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 215 5 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 215 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 215 7 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 3 215 8 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 215 9 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 3 215 10ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 215 11ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 3 215 12ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 3 215 13ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 3 216 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 216 1 dws SO: the, Input: [d]
1 2 4 3 217 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 3 217 1 dws SO: the, Input: [d]
1 2 4 3 217 2 ism SO: {book,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 3 217 3 ism SO: {n!case,<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 3 217 4 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 217 5 ipm SO: <<<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 218 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 3 218 1 dws SO: the, Input: [d]
1 2 4 3 219 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 3 219 1 dws SO: the, Input: [d]
1 2 4 3 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 3 221 dws SO: the, Input: [d]
1 2 4 3 221 1 esm SO: {the,d}, Input: []
1 2 4 3 221 2 epm SO: <the,d>, Input: []
1 2 4 3 221 3 epm SO: <d,the>, Input: []
1 2 4 3 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 3 231 dws SO: the, Input: [d]
1 2 4 3 231 1 esm SO: {the,d}, Input: []
1 2 4 3 231 2 epm SO: <the,d>, Input: []
1 2 4 3 231 3 epm SO: <d,the>, Input: []
1 2 4 3 232 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 232 1 dws SO: the, Input: [d]
1 2 4 3 232 2 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 232 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 232 4 ism SO: {book,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 232 5 ism SO: {n!case,{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 232 6 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 3 232 7 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 3 232 8 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 3 232 9 ipm SO: <{book,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 3 233 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 3 233 1 dws SO: the, Input: [d]
1 2 4 3 233 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 233 3 ism SO: {<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 233 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 233 5 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 3 233 6 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 3 233 7 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 3 233 8 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 3 233 9 ipm SO: <{n!case,<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 3 234 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 3 234 1 dws SO: the, Input: [d]
1 2 4 3 235 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 3 235 1 dws SO: the, Input: [d]
1 2 4 3 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 3 241 dws SO: the, Input: [d]
1 2 4 3 241 1 esm SO: {the,d}, Input: []
1 2 4 3 241 2 epm SO: <the,d>, Input: []
1 2 4 3 241 3 epm SO: <d,the>, Input: []
1 2 4 3 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 4 3 251 dws SO: the, Input: [d]
1 2 4 3 251 1 esm SO: {the,d}, Input: []
1 2 4 3 251 2 epm SO: <the,d>, Input: []
1 2 4 3 251 3 epm SO: <d,the>, Input: []
1 2 4 4 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 4 4 1 dws SO: the, Input: [d]
1 2 4 4 1 1 esm SO: {the,d}, Input: []
1 2 4 4 1 1 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 4 1 2 epm SO: <the,d>, Input: []
1 2 4 4 1 2 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 4 1 3 epm SO: <d,the>, Input: []
1 2 4 4 1 3 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 4 2 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 4 2 1 dws SO: the, Input: [d]
1 2 4 4 2 1 1 esm SO: {the,d}, Input: []
1 2 4 4 2 1 2 epm SO: <the,d>, Input: []
1 2 4 4 2 1 3 epm SO: <d,the>, Input: []
1 2 4 4 2 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 1 dws SO: the, Input: [d]
1 2 4 4 2 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 2 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 1 dws SO: the, Input: [d]
1 2 4 4 2 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 2 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 1 dws SO: the, Input: [d]
1 2 4 4 2 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 2 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 1 dws SO: the, Input: [d]
1 2 4 4 2 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 2 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 1 dws SO: the, Input: [d]
1 2 4 4 2 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 2 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 1 dws SO: the, Input: [d]
1 2 4 4 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 2 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 1 dws SO: the, Input: [d]
1 2 4 4 2 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 2 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 1 dws SO: the, Input: [d]
1 2 4 4 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 2 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 2 101 dws SO: the, Input: [d]
1 2 4 4 2 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 2 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 2 111 dws SO: the, Input: [d]
1 2 4 4 2 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 2 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 2 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 2 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 2 121 dws SO: the, Input: [d]
1 2 4 4 2 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 2 131 dws SO: the, Input: [d]
1 2 4 4 2 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 2 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 2 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 2 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 2 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 2 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 2 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 2 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 2 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 2 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 2 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 2 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 2 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 4 2 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 2 141 dws SO: the, Input: [d]
1 2 4 4 2 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 2 151 dws SO: the, Input: [d]
1 2 4 4 2 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 2 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 2 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 2 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 2 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 2 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 2 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 2 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 2 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 2 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 4 2 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 2 161 dws SO: the, Input: [d]
1 2 4 4 2 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 2 171 dws SO: the, Input: [d]
1 2 4 4 2 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 2 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 2 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 2 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 2 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 2 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 2 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 2 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 2 181 dws SO: the, Input: [d]
1 2 4 4 2 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 2 191 dws SO: the, Input: [d]
1 2 4 4 2 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 2 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 2 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 2 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 2 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 2 201 dws SO: the, Input: [d]
1 2 4 4 2 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 2 211 dws SO: the, Input: [d]
1 2 4 4 3 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 4 3 1 dws SO: the, Input: [d]
1 2 4 4 3 1 1 esm SO: {the,d}, Input: []
1 2 4 4 3 1 2 epm SO: <the,d>, Input: []
1 2 4 4 3 1 3 epm SO: <d,the>, Input: []
1 2 4 4 3 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 1 dws SO: the, Input: [d]
1 2 4 4 3 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 9 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 21ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 23ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 25ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 2 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 2 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 2 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 2 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 1 dws SO: the, Input: [d]
1 2 4 4 3 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 3 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 3 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 3 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 3 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 1 dws SO: the, Input: [d]
1 2 4 4 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 7 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 16ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 18ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 20ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 4 24ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 4 25ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 4 26ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 4 27ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 1 dws SO: the, Input: [d]
1 2 4 4 3 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 5 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 5 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 5 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 5 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 1 dws SO: the, Input: [d]
1 2 4 4 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 5 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 14ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 16ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 18ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 21ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 6 22ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 6 23ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 6 24ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 6 25ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 1 dws SO: the, Input: [d]
1 2 4 4 3 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 7 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 7 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 7 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 7 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 1 dws SO: the, Input: [d]
1 2 4 4 3 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 11ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 12ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 14ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 16ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 17ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 19ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 8 20ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 8 21ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 8 22ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 8 23ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 1 dws SO: the, Input: [d]
1 2 4 4 3 9 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 11ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 12ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 14ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 16ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 17ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 18ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 19ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 21ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 23ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 25ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 26ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 27ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 9 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 9 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 9 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 9 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 9 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 9 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 9 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 9 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 9 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 9 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 9 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 9 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 9 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 9 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 9 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 9 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 9 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 9 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 9 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 9 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 9 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 9 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 9 50ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 9 51ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 9 52ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 9 53ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 101 dws SO: the, Input: [d]
1 2 4 4 3 102 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 103 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 104 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 105 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 106 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 107 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 108 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 109 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1010ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1011ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1012ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1013ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1014ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1015ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1016ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1017ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1018ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1019ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1020ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1021ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 1022ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1023ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1024ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1025ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1026ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1027ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1028ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1029ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 1030ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1031ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1032ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1033ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1034ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1035ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1036ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1037ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 111 dws SO: the, Input: [d]
1 2 4 4 3 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 119 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1110ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1112ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1113ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1114ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1115ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1116ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1117ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1118ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 121 dws SO: the, Input: [d]
1 2 4 4 3 122 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 123 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 124 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 125 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 126 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 127 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 128 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 129 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1210ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1211ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1212ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1214ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1215ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1216ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1217ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1218ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1219ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1220ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1221ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 1222ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1223ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1224ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1225ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1226ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1227ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1228ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1229ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 1230ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1231ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1232ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1233ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1234ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1235ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1236ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1237ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 13ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 131 dws SO: the, Input: [d]
1 2 4 4 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 137 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 138 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1313ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1314ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1315ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1316ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1318ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1324ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1325ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1326ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1327ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1328ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1329ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 1330ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1331ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1332ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1333ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1334ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1335ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1336ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1337ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 1338ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1339ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1340ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1341ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1342ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1343ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1344ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1345ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 141 dws SO: the, Input: [d]
1 2 4 4 3 142 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 143 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 144 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 145 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 146 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 147 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 148 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 149 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1410ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1411ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1412ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1414ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1416ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1417ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1418ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1419ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1420ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1421ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 1422ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1423ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1424ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1425ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1426ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1427ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1428ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1429ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 1430ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1431ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1432ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1433ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1434ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1435ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1436ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1437ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 15ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 151 dws SO: the, Input: [d]
1 2 4 4 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 153 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 154 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 155 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 156 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 157 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 159 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1511ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1512ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1513ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1514ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1516ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1518ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1520ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1521ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1522ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1523ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1524ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1525ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 1526ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1527ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1528ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1529ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1530ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1531ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1532ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1533ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 1534ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1535ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1536ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1537ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1538ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1539ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1540ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1541ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 161 dws SO: the, Input: [d]
1 2 4 4 3 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 163 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1611ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1612ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1614ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1616ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1617ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1619ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1620ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1621ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 1622ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1623ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 17ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 3 171 dws SO: the, Input: [d]
1 2 4 4 3 172 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 173 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 174 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 175 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 176 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 177 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 178 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 179 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1710ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1711ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1712ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1714ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1716ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1717ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1718ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1719ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 3 1720ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1721ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 3 1722ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1723ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1724ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1725ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1726ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1727ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1728ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 1729ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 1730ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1731ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 1732ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1733ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1734ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1735ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1736ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 3 1737ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 18ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 181 dws SO: the, Input: [d]
1 2 4 4 3 182 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 183 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 184 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 185 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 186 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 187 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 188 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 3 189 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 1810ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 3 1811ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 1812ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 3 1813ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 4 3 19ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 3 191 dws SO: the, Input: [d]
1 2 4 4 3 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 201 dws SO: the, Input: [d]
1 2 4 4 3 202 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 3 203 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 3 204 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 3 205 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 3 206 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 3 207 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 208 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 3 209 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 3 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 3 211 dws SO: the, Input: [d]
1 2 4 4 3 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 221 dws SO: the, Input: [d]
1 2 4 4 3 222 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 3 223 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 3 224 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 3 225 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 3 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 3 231 dws SO: the, Input: [d]
1 2 4 4 3 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 241 dws SO: the, Input: [d]
1 2 4 4 3 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 3 251 dws SO: the, Input: [d]
1 2 4 4 3 252 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 3 253 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 3 254 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 3 255 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 3 256 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 3 257 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 3 258 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 3 259 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 3 2510ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 3 2511ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 2512ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 3 2513ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 2514ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 3 2515ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 2516ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 3 2517ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 4 3 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 3 261 dws SO: the, Input: [d]
1 2 4 4 3 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 3 271 dws SO: the, Input: [d]
1 2 4 4 3 272 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 273 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 274 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 275 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 276 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 277 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 3 278 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 3 279 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 2710ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 3 2711ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 2712ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 3 2713ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 4 3 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 3 281 dws SO: the, Input: [d]
1 2 4 4 3 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 3 291 dws SO: the, Input: [d]
1 2 4 4 3 292 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 3 293 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 3 294 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 3 295 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 3 296 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 3 297 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 298 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 3 299 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 3 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 3 301 dws SO: the, Input: [d]
1 2 4 4 3 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 3 311 dws SO: the, Input: [d]
1 2 4 4 3 312 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 3 313 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 3 314 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 3 315 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 3 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 3 321 dws SO: the, Input: [d]
1 2 4 4 3 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 3 331 dws SO: the, Input: [d]
1 2 4 4 4 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 4 4 1 dws SO: the, Input: [d]
1 2 4 4 4 1 1 esm SO: {the,d}, Input: []
1 2 4 4 4 1 2 epm SO: <the,d>, Input: []
1 2 4 4 4 1 3 epm SO: <d,the>, Input: []
1 2 4 4 4 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 1 dws SO: the, Input: [d]
1 2 4 4 4 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 4 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 1 dws SO: the, Input: [d]
1 2 4 4 4 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 4 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 1 dws SO: the, Input: [d]
1 2 4 4 4 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 4 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 1 dws SO: the, Input: [d]
1 2 4 4 4 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 4 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 1 dws SO: the, Input: [d]
1 2 4 4 4 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 4 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 1 dws SO: the, Input: [d]
1 2 4 4 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 4 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 1 dws SO: the, Input: [d]
1 2 4 4 4 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 4 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 1 dws SO: the, Input: [d]
1 2 4 4 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 4 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 4 101 dws SO: the, Input: [d]
1 2 4 4 4 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 4 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 4 111 dws SO: the, Input: [d]
1 2 4 4 4 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 4 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 4 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 4 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 4 121 dws SO: the, Input: [d]
1 2 4 4 4 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 4 131 dws SO: the, Input: [d]
1 2 4 4 4 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 4 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 4 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 4 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 4 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 4 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 4 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 4 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 4 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 4 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 4 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 4 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 4 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 4 4 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 4 141 dws SO: the, Input: [d]
1 2 4 4 4 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 4 151 dws SO: the, Input: [d]
1 2 4 4 4 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 4 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 4 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 4 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 4 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 4 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 4 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 4 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 4 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 4 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 4 4 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 4 161 dws SO: the, Input: [d]
1 2 4 4 4 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 4 171 dws SO: the, Input: [d]
1 2 4 4 4 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 4 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 4 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 4 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 4 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 4 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 4 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 4 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 4 181 dws SO: the, Input: [d]
1 2 4 4 4 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 4 191 dws SO: the, Input: [d]
1 2 4 4 4 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 4 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 4 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 4 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 4 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 4 201 dws SO: the, Input: [d]
1 2 4 4 4 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 4 211 dws SO: the, Input: [d]
1 2 4 4 5 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 4 5 1 dws SO: the, Input: [d]
1 2 4 4 5 1 1 esm SO: {the,d}, Input: []
1 2 4 4 5 1 2 epm SO: <the,d>, Input: []
1 2 4 4 5 1 3 epm SO: <d,the>, Input: []
1 2 4 4 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 1 dws SO: the, Input: [d]
1 2 4 4 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 1 dws SO: the, Input: [d]
1 2 4 4 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 3 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 3 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 3 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 3 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 3 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 3 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 1 dws SO: the, Input: [d]
1 2 4 4 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 14ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 1 dws SO: the, Input: [d]
1 2 4 4 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 5 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 5 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 5 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 5 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 5 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 5 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 1 dws SO: the, Input: [d]
1 2 4 4 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 9 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 12ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 1 dws SO: the, Input: [d]
1 2 4 4 5 7 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 11ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 12ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 14ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 16ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 21ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 23ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 25ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 7 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 7 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 7 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 7 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 7 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 7 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 7 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 7 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 7 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 7 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 7 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 7 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 7 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 7 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 7 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 7 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 7 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 7 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 7 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 7 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 7 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 7 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 7 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 7 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 1 dws SO: the, Input: [d]
1 2 4 4 5 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 8 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 8 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 8 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 8 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 8 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 8 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 9 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 1 dws SO: the, Input: [d]
1 2 4 4 5 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 10ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 101 dws SO: the, Input: [d]
1 2 4 4 5 102 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 103 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 104 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 105 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 106 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 107 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 108 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 109 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1010ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1012ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1013ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1014ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1015ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1016ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1017ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1018ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1019ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 1020ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1021ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1022ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1023ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1024ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 1025ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 1026ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1027ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 1028ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1029ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1030ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1031ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1032ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1033ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 111 dws SO: the, Input: [d]
1 2 4 4 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 117 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1113ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1114ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1116ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 121 dws SO: the, Input: [d]
1 2 4 4 5 122 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 123 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 125 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 127 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 129 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1210ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1212ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1214ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1216ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1218ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1219ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 1220ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1221ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1222ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1223ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1224ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 1225ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 1226ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1227ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 1228ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1229ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1230ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1231ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1232ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1233ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 131 dws SO: the, Input: [d]
1 2 4 4 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 135 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1311ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1312ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1314ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 141 dws SO: the, Input: [d]
1 2 4 4 5 142 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 143 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 145 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 147 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 149 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1410ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1412ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1414ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1416ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1418ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1419ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 1420ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1421ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1422ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1423ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1424ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 1425ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 1426ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1427ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 1428ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1429ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1430ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1431ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1432ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1433ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 15ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 5 151 dws SO: the, Input: [d]
1 2 4 4 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 153 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 159 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1510ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1512ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 16ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 161 dws SO: the, Input: [d]
1 2 4 4 5 162 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 5 164 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 5 165 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 5 166 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 5 167 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 168 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 5 169 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 5 17ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 5 171 dws SO: the, Input: [d]
1 2 4 4 5 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 181 dws SO: the, Input: [d]
1 2 4 4 5 182 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 5 183 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 5 184 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 5 185 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 5 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 5 191 dws SO: the, Input: [d]
1 2 4 4 5 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 201 dws SO: the, Input: [d]
1 2 4 4 5 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 5 211 dws SO: the, Input: [d]
1 2 4 4 5 212 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 5 213 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 5 214 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 5 216 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 5 218 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 5 219 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 5 2110ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 5 2111ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 2112ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 5 2113ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 2114ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 5 2115ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 2116ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 5 2117ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 4 5 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 5 221 dws SO: the, Input: [d]
1 2 4 4 5 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 5 231 dws SO: the, Input: [d]
1 2 4 4 5 232 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 5 234 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 5 236 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 5 237 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 5 238 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 5 239 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 2310ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 5 2311ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 2312ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 5 2313ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 4 5 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 5 241 dws SO: the, Input: [d]
1 2 4 4 5 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 5 251 dws SO: the, Input: [d]
1 2 4 4 5 252 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 5 254 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 5 255 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 5 256 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 5 257 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 258 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 5 259 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 5 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 5 261 dws SO: the, Input: [d]
1 2 4 4 5 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 5 271 dws SO: the, Input: [d]
1 2 4 4 5 272 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 5 273 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 5 274 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 5 275 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 5 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 5 281 dws SO: the, Input: [d]
1 2 4 4 5 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 5 291 dws SO: the, Input: [d]
1 2 4 4 6 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 4 6 1 dws SO: the, Input: [d]
1 2 4 4 6 1 1 esm SO: {the,d}, Input: []
1 2 4 4 6 1 2 epm SO: <the,d>, Input: []
1 2 4 4 6 1 3 epm SO: <d,the>, Input: []
1 2 4 4 6 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 1 dws SO: the, Input: [d]
1 2 4 4 6 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 6 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 1 dws SO: the, Input: [d]
1 2 4 4 6 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 6 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 1 dws SO: the, Input: [d]
1 2 4 4 6 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 6 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 1 dws SO: the, Input: [d]
1 2 4 4 6 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 6 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 1 dws SO: the, Input: [d]
1 2 4 4 6 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 6 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 1 dws SO: the, Input: [d]
1 2 4 4 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 6 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 1 dws SO: the, Input: [d]
1 2 4 4 6 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 6 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 1 dws SO: the, Input: [d]
1 2 4 4 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 6 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 6 101 dws SO: the, Input: [d]
1 2 4 4 6 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 6 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 6 111 dws SO: the, Input: [d]
1 2 4 4 6 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 6 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 6 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 6 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 6 121 dws SO: the, Input: [d]
1 2 4 4 6 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 6 131 dws SO: the, Input: [d]
1 2 4 4 6 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 6 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 6 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 6 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 6 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 6 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 6 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 6 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 6 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 6 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 6 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 6 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 6 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 4 6 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 6 141 dws SO: the, Input: [d]
1 2 4 4 6 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 6 151 dws SO: the, Input: [d]
1 2 4 4 6 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 6 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 6 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 6 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 6 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 6 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 6 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 6 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 6 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 6 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 4 6 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 6 161 dws SO: the, Input: [d]
1 2 4 4 6 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 6 171 dws SO: the, Input: [d]
1 2 4 4 6 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 6 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 6 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 6 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 6 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 6 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 6 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 6 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 6 181 dws SO: the, Input: [d]
1 2 4 4 6 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 6 191 dws SO: the, Input: [d]
1 2 4 4 6 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 6 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 6 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 6 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 6 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 6 201 dws SO: the, Input: [d]
1 2 4 4 6 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 6 211 dws SO: the, Input: [d]
1 2 4 4 7 ism SO: {{book,n!case},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 4 7 1 dws SO: the, Input: [d]
1 2 4 4 7 1 1 esm SO: {the,d}, Input: []
1 2 4 4 7 1 2 epm SO: <the,d>, Input: []
1 2 4 4 7 1 3 epm SO: <d,the>, Input: []
1 2 4 4 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 1 dws SO: the, Input: [d]
1 2 4 4 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 5 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 1 dws SO: the, Input: [d]
1 2 4 4 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 3 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 3 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 3 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 3 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 3 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 3 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 3 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 3 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 3 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 3 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 3 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 3 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 3 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 3 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 1 dws SO: the, Input: [d]
1 2 4 4 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 7 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 10ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 12ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 5 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 1 dws SO: the, Input: [d]
1 2 4 4 7 5 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 11ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 12ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 14ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 19ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 21ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 23ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 5 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 5 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 5 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 5 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 5 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 5 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 5 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 5 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 5 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 5 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 5 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 5 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 5 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 5 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 5 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 5 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 5 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 5 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 5 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 5 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 5 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 5 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 1 dws SO: the, Input: [d]
1 2 4 4 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 6 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 6 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 6 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 6 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 6 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 6 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 6 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 6 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 6 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 6 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 6 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 6 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 6 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 6 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 7 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 1 dws SO: the, Input: [d]
1 2 4 4 7 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 9 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 14ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 7 22ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 7 23ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 7 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 7 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 7 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 7 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 7 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 7 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 7 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 7 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 7 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 7 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 7 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 7 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 7 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 7 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 7 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 7 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 7 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 7 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 1 dws SO: the, Input: [d]
1 2 4 4 7 8 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 8 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 8 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 8 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 8 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 8 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 8 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 8 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 8 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 8 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 8 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 8 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 8 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 8 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 8 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 1 dws SO: the, Input: [d]
1 2 4 4 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 7 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 12ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 101 dws SO: the, Input: [d]
1 2 4 4 7 102 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 103 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 105 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 106 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 107 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 108 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 109 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1010ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1012ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1014ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1015ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1016ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1017ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 1018ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 1019ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1020ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 1021ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 1022ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1023ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 1024ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1025ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 1026ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1027ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 1028ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1029ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 11ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 111 dws SO: the, Input: [d]
1 2 4 4 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 115 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 119 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 121 dws SO: the, Input: [d]
1 2 4 4 7 122 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 123 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 125 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 127 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 128 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 129 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1210ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1212ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1214ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1216ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1217ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 1218ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 1219ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1220ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 1221ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 1222ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1223ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 1224ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1225ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 1226ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1227ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 1228ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1229ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 13ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 7 131 dws SO: the, Input: [d]
1 2 4 4 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 133 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 137 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1310ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1312ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 7 1316ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 1317ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 7 1318ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 1319ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1320ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 1321ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 1322ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1323ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 1324ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1325ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 1326ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1327ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 1328ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 7 1329ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 14ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 141 dws SO: the, Input: [d]
1 2 4 4 7 142 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 7 143 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 7 144 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 7 145 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 7 15ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 7 151 dws SO: the, Input: [d]
1 2 4 4 7 16ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 161 dws SO: the, Input: [d]
1 2 4 4 7 17ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 7 171 dws SO: the, Input: [d]
1 2 4 4 7 172 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 7 173 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 7 174 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 7 176 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 7 178 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 7 179 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 7 1710ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 7 1711ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 1712ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 7 1713ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 1714ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 7 1715ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 1716ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 7 1717ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 4 7 18ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 7 181 dws SO: the, Input: [d]
1 2 4 4 7 19ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 7 191 dws SO: the, Input: [d]
1 2 4 4 7 192 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 7 194 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 7 196 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 7 197 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 7 198 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 7 199 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 1910ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 7 1911ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 1912ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 7 1913ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 4 7 20ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 7 201 dws SO: the, Input: [d]
1 2 4 4 7 21ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 7 211 dws SO: the, Input: [d]
1 2 4 4 7 212 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 7 214 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 7 215 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 7 216 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 7 217 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 218 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 7 219 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 7 22ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 7 221 dws SO: the, Input: [d]
1 2 4 4 7 23ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 7 231 dws SO: the, Input: [d]
1 2 4 4 7 232 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 7 233 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 7 234 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 7 235 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 7 24ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 7 241 dws SO: the, Input: [d]
1 2 4 4 7 25ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 7 251 dws SO: the, Input: [d]
1 2 4 4 8 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 4 8 1 dws SO: the, Input: [d]
1 2 4 4 8 1 1 esm SO: {the,d}, Input: []
1 2 4 4 8 1 2 epm SO: <the,d>, Input: []
1 2 4 4 8 1 3 epm SO: <d,the>, Input: []
1 2 4 4 8 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 1 dws SO: the, Input: [d]
1 2 4 4 8 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 8 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 1 dws SO: the, Input: [d]
1 2 4 4 8 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 8 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 1 dws SO: the, Input: [d]
1 2 4 4 8 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 8 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 1 dws SO: the, Input: [d]
1 2 4 4 8 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 8 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 1 dws SO: the, Input: [d]
1 2 4 4 8 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 8 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 1 dws SO: the, Input: [d]
1 2 4 4 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 8 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 1 dws SO: the, Input: [d]
1 2 4 4 8 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 8 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 1 dws SO: the, Input: [d]
1 2 4 4 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 8 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 8 101 dws SO: the, Input: [d]
1 2 4 4 8 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 8 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 8 111 dws SO: the, Input: [d]
1 2 4 4 8 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 8 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 8 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 8 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 8 121 dws SO: the, Input: [d]
1 2 4 4 8 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 8 131 dws SO: the, Input: [d]
1 2 4 4 8 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 8 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 8 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 8 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 8 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 8 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 8 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 8 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 8 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 8 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 8 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 8 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 8 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 4 8 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 8 141 dws SO: the, Input: [d]
1 2 4 4 8 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 8 151 dws SO: the, Input: [d]
1 2 4 4 8 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 8 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 8 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 8 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 8 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 8 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 8 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 8 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 8 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 8 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 4 8 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 8 161 dws SO: the, Input: [d]
1 2 4 4 8 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 8 171 dws SO: the, Input: [d]
1 2 4 4 8 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 8 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 8 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 8 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 8 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 8 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 8 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 8 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 8 181 dws SO: the, Input: [d]
1 2 4 4 8 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 8 191 dws SO: the, Input: [d]
1 2 4 4 8 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 8 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 8 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 8 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 8 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 8 201 dws SO: the, Input: [d]
1 2 4 4 8 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 8 211 dws SO: the, Input: [d]
1 2 4 4 9 ism SO: {n!case,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 4 9 1 dws SO: the, Input: [d]
1 2 4 4 9 1 1 esm SO: {the,d}, Input: []
1 2 4 4 9 1 2 epm SO: <the,d>, Input: []
1 2 4 4 9 1 3 epm SO: <d,the>, Input: []
1 2 4 4 9 2 ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 1 dws SO: the, Input: [d]
1 2 4 4 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 10ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 12ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 2 14ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 2 15ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 9 2 16ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 2 17ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 2 18ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 2 19ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 2 20ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 2 21ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 2 22ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 2 23ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 2 24ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 2 25ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 3 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 1 dws SO: the, Input: [d]
1 2 4 4 9 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 11ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 12ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 9 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 4 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 1 dws SO: the, Input: [d]
1 2 4 4 9 4 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 4 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 4 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 9 4 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 4 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 4 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 4 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 4 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 4 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 4 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 4 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 4 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 4 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 5 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 1 dws SO: the, Input: [d]
1 2 4 4 9 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 9 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 12ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 5 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 5 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 5 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 5 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 5 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 5 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 5 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 5 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 9 5 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 5 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 5 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 5 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 5 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 5 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 5 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 5 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 5 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 5 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 6 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 1 dws SO: the, Input: [d]
1 2 4 4 9 6 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 6 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 6 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 9 6 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 6 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 6 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 6 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 6 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 6 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 6 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 6 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 6 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 6 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 7 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 1 dws SO: the, Input: [d]
1 2 4 4 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 7 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 12ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 8 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 1 dws SO: the, Input: [d]
1 2 4 4 9 8 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 8 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 8 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 9 8 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 8 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 8 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 8 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 8 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 8 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 8 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 8 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 8 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 8 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 9 ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 1 dws SO: the, Input: [d]
1 2 4 4 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 5 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 12ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 10ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 9 101 dws SO: the, Input: [d]
1 2 4 4 9 102 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 103 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 104 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 106 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 107 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 108 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 1010ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 1012ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 1013ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 1014ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 1015ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 9 1016ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 1017ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 1018ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 1019ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 1020ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 1021ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 1022ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 1023ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 1024ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 1025ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 11ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 4 9 111 dws SO: the, Input: [d]
1 2 4 4 9 112 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 113 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 114 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 116 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 118 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 1110ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 1112ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 1113ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 4 9 1114ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 1115ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 4 9 1116ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 1117ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 1118ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 1119ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 1120ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 1121ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 1122ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 1123ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 1124ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 4 9 1125ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 12ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 121 dws SO: the, Input: [d]
1 2 4 4 9 13ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 4 9 131 dws SO: the, Input: [d]
1 2 4 4 9 132 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 9 133 ism SO: {{book,{book,{book,n!case}}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 9 134 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 9 135 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 9 136 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 9 137 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 9 138 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 9 139 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 4 9 1310ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 9 1311ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 1312ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 9 1313ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 1314ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 9 1315ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 1316ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 4 9 1317ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 4 9 14ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 9 141 dws SO: the, Input: [d]
1 2 4 4 9 15ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 9 151 dws SO: the, Input: [d]
1 2 4 4 9 152 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 9 153 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 9 154 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 9 155 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 9 156 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 9 157 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 9 158 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 9 159 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 1510ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 9 1511ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 1512ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 9 1513ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 4 9 16ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 9 161 dws SO: the, Input: [d]
1 2 4 4 9 17ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 9 171 dws SO: the, Input: [d]
1 2 4 4 9 172 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 9 173 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 9 174 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 9 175 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 9 176 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 9 177 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 178 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 9 179 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 9 18ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 9 181 dws SO: the, Input: [d]
1 2 4 4 9 19ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 9 191 dws SO: the, Input: [d]
1 2 4 4 9 192 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 9 193 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 9 194 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 9 195 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 9 20ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 4 9 201 dws SO: the, Input: [d]
1 2 4 4 9 21ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 4 9 211 dws SO: the, Input: [d]
1 2 4 4 10ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 4 101 dws SO: the, Input: [d]
1 2 4 4 101 1 esm SO: {the,d}, Input: []
1 2 4 4 101 2 epm SO: <the,d>, Input: []
1 2 4 4 101 3 epm SO: <d,the>, Input: []
1 2 4 4 11ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 4 111 dws SO: the, Input: [d]
1 2 4 4 111 1 esm SO: {the,d}, Input: []
1 2 4 4 111 2 epm SO: <the,d>, Input: []
1 2 4 4 111 3 epm SO: <d,the>, Input: []
1 2 4 4 112 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 112 1 dws SO: the, Input: [d]
1 2 4 4 112 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 112 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 112 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 112 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 112 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 112 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 112 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 112 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 112 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 112 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 4 112 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 112 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 112 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 112 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 112 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 112 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 4 113 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 113 1 dws SO: the, Input: [d]
1 2 4 4 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 3 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 5 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 6 ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 7 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 8 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 10ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 12ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 13ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 113 14ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 113 15ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 113 16ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 113 17ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 113 18ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 4 113 19ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 4 113 20ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 113 21ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 113 22ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 113 23ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 113 24ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 113 25ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 4 114 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 114 1 dws SO: the, Input: [d]
1 2 4 4 114 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 114 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 114 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 114 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 114 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 114 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 114 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 114 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 114 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 114 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 4 114 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 114 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 114 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 114 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 114 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 114 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 4 115 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 115 1 dws SO: the, Input: [d]
1 2 4 4 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 115 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 115 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 115 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 115 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 115 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 115 10ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 115 11ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 115 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 115 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 115 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 4 115 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 4 115 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 115 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 115 18ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 115 19ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 115 20ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 115 21ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 4 116 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 116 1 dws SO: the, Input: [d]
1 2 4 4 116 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 116 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 116 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 116 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 116 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 116 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 116 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 116 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 116 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 116 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 4 116 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 116 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 116 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 116 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 116 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 116 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 4 117 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 4 117 1 dws SO: the, Input: [d]
1 2 4 4 117 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 117 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 117 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 117 5 ism SO: {{book,{book,n!case}},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 117 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 117 7 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 117 8 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 117 9 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 4 117 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 4 117 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 4 117 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 117 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 117 14ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 117 15ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 117 16ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 4 117 17ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 4 118 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 118 1 dws SO: the, Input: [d]
1 2 4 4 119 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 119 1 dws SO: the, Input: [d]
1 2 4 4 119 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 119 3 ism SO: {{book,n!case},<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 119 4 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 119 5 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 119 6 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 119 7 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 119 8 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 119 9 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 1110ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 11101 dws SO: the, Input: [d]
1 2 4 4 1111ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 11111 dws SO: the, Input: [d]
1 2 4 4 11112 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 4 11113 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 4 11114 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 11115 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 1112ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 4 11121 dws SO: the, Input: [d]
1 2 4 4 1113ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 4 11131 dws SO: the, Input: [d]
1 2 4 4 12ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 4 121 dws SO: the, Input: [d]
1 2 4 4 121 1 esm SO: {the,d}, Input: []
1 2 4 4 121 2 epm SO: <the,d>, Input: []
1 2 4 4 121 3 epm SO: <d,the>, Input: []
1 2 4 4 13ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 4 131 dws SO: the, Input: [d]
1 2 4 4 131 1 esm SO: {the,d}, Input: []
1 2 4 4 131 2 epm SO: <the,d>, Input: []
1 2 4 4 131 3 epm SO: <d,the>, Input: []
1 2 4 4 132 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 132 1 dws SO: the, Input: [d]
1 2 4 4 132 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 132 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 132 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 132 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 132 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 132 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 132 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 4 132 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 4 132 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 4 132 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 132 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 4 132 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 4 133 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 133 1 dws SO: the, Input: [d]
1 2 4 4 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 133 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 133 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 133 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 133 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 133 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 133 9 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 133 10ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 133 11ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 4 133 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 4 133 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 4 133 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 4 133 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 133 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 4 133 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 4 134 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 134 1 dws SO: the, Input: [d]
1 2 4 4 134 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 134 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 134 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 134 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 134 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 134 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 134 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 4 134 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 4 134 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 4 134 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 134 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 4 134 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 4 135 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 4 135 1 dws SO: the, Input: [d]
1 2 4 4 135 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 135 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 135 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 135 5 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 135 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 135 7 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 4 135 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 4 135 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 4 135 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 4 135 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 4 135 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 4 135 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 4 136 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 136 1 dws SO: the, Input: [d]
1 2 4 4 137 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 4 137 1 dws SO: the, Input: [d]
1 2 4 4 137 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 4 137 3 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 4 137 4 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 137 5 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 138 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 4 138 1 dws SO: the, Input: [d]
1 2 4 4 139 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 4 139 1 dws SO: the, Input: [d]
1 2 4 4 14ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 4 141 dws SO: the, Input: [d]
1 2 4 4 141 1 esm SO: {the,d}, Input: []
1 2 4 4 141 2 epm SO: <the,d>, Input: []
1 2 4 4 141 3 epm SO: <d,the>, Input: []
1 2 4 4 15ipm SO: <{book,{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 4 151 dws SO: the, Input: [d]
1 2 4 4 151 1 esm SO: {the,d}, Input: []
1 2 4 4 151 2 epm SO: <the,d>, Input: []
1 2 4 4 151 3 epm SO: <d,the>, Input: []
1 2 4 4 152 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 152 1 dws SO: the, Input: [d]
1 2 4 4 152 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 4 152 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 4 152 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 4 152 5 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 4 152 6 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 4 152 7 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 4 152 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 4 152 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 4 153 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 4 153 1 dws SO: the, Input: [d]
1 2 4 4 153 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 4 153 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 4 153 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 4 153 5 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 4 153 6 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 4 153 7 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 4 153 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 4 153 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 4 154 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 4 154 1 dws SO: the, Input: [d]
1 2 4 4 155 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 4 155 1 dws SO: the, Input: [d]
1 2 4 4 16ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 4 161 dws SO: the, Input: [d]
1 2 4 4 161 1 esm SO: {the,d}, Input: []
1 2 4 4 161 2 epm SO: <the,d>, Input: []
1 2 4 4 161 3 epm SO: <d,the>, Input: []
1 2 4 4 17ipm SO: <{book,{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 4 4 171 dws SO: the, Input: [d]
1 2 4 4 171 1 esm SO: {the,d}, Input: []
1 2 4 4 171 2 epm SO: <the,d>, Input: []
1 2 4 4 171 3 epm SO: <d,the>, Input: []
1 2 4 5 ism SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 4 5 1 dws SO: the, Input: [d]
1 2 4 5 1 1 esm SO: {the,d}, Input: []
1 2 4 5 1 1 1 uws SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 5 1 2 epm SO: <the,d>, Input: []
1 2 4 5 1 2 1 uws SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 5 1 3 epm SO: <d,the>, Input: []
1 2 4 5 1 3 1 uws SO: {{book,n!case},{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 5 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 5 2 1 dws SO: the, Input: [d]
1 2 4 5 2 1 1 esm SO: {the,d}, Input: []
1 2 4 5 2 1 2 epm SO: <the,d>, Input: []
1 2 4 5 2 1 3 epm SO: <d,the>, Input: []
1 2 4 5 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 1 dws SO: the, Input: [d]
1 2 4 5 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 1 dws SO: the, Input: [d]
1 2 4 5 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 1 dws SO: the, Input: [d]
1 2 4 5 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 1 dws SO: the, Input: [d]
1 2 4 5 2 5 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 15ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 16ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 17ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 19ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 20ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 21ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 26ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 27ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 5 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 5 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 5 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 5 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 5 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 5 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 5 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 5 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 5 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 5 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 5 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 5 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 5 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 5 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 5 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 5 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 5 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 5 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 5 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 5 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 5 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 5 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 5 50ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 5 51ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 5 52ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 5 53ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 1 dws SO: the, Input: [d]
1 2 4 5 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 1 dws SO: the, Input: [d]
1 2 4 5 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 1 dws SO: the, Input: [d]
1 2 4 5 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 1 dws SO: the, Input: [d]
1 2 4 5 2 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 13ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 101 dws SO: the, Input: [d]
1 2 4 5 2 102 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 103 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 104 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 105 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 106 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 107 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 108 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 109 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1010ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1012ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1013ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1014ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1015ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1016ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1017ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1018ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1019ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 1020ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1021ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1022ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1023ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 1024ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1025ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1026ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1027ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 1028ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1029ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 1030ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1031ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1032ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1033ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 11ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 111 dws SO: the, Input: [d]
1 2 4 5 2 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 117 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1111ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1112ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1113ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1114ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1116ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 121 dws SO: the, Input: [d]
1 2 4 5 2 122 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 123 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 125 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 126 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 127 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 128 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 129 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1210ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1212ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1214ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1215ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1216ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1217ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1218ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1219ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 1220ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1221ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1222ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1223ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 1224ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1225ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1226ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1227ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 1228ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1229ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 1230ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1231ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1232ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1233ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 131 dws SO: the, Input: [d]
1 2 4 5 2 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 135 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 139 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1314ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1316ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 141 dws SO: the, Input: [d]
1 2 4 5 2 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 143 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 147 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1412ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1414ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 15ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 2 151 dws SO: the, Input: [d]
1 2 4 5 2 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 153 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 157 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1512ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1514ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 2 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 2 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 2 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 16ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 161 dws SO: the, Input: [d]
1 2 4 5 2 162 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 2 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 2 164 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 2 165 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 2 17ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 2 171 dws SO: the, Input: [d]
1 2 4 5 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 181 dws SO: the, Input: [d]
1 2 4 5 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 2 191 dws SO: the, Input: [d]
1 2 4 5 2 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 2 193 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 2 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 2 195 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 2 196 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 2 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 2 198 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 2 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 2 1910ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 2 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 2 1912ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1913ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 2 1914ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 2 1915ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 1916ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 2 1917ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 1918ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 2 1919ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 1920ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 2 1921ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 201 dws SO: the, Input: [d]
1 2 4 5 2 202 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 2 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 2 204 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 2 205 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 2 211 dws SO: the, Input: [d]
1 2 4 5 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 221 dws SO: the, Input: [d]
1 2 4 5 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 2 231 dws SO: the, Input: [d]
1 2 4 5 2 232 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 2 233 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 2 234 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 2 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 2 236 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 2 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 2 238 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 2 239 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 2310ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 2 2311ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 2312ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 2 2313ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 2 241 dws SO: the, Input: [d]
1 2 4 5 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 2 251 dws SO: the, Input: [d]
1 2 4 5 2 252 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 2 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 2 254 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 2 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 2 256 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 2 257 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 258 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 2 259 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 2 261 dws SO: the, Input: [d]
1 2 4 5 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 2 271 dws SO: the, Input: [d]
1 2 4 5 2 272 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 2 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 2 274 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 2 275 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 2 281 dws SO: the, Input: [d]
1 2 4 5 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 2 291 dws SO: the, Input: [d]
1 2 4 5 3 ism SO: {book,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 5 3 1 dws SO: the, Input: [d]
1 2 4 5 3 1 1 esm SO: {the,d}, Input: []
1 2 4 5 3 1 2 epm SO: <the,d>, Input: []
1 2 4 5 3 1 3 epm SO: <d,the>, Input: []
1 2 4 5 3 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 1 dws SO: the, Input: [d]
1 2 4 5 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 2 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 2 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 2 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 2 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 2 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 2 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 2 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 2 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 2 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 2 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 2 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 2 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 2 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 2 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 3 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 1 dws SO: the, Input: [d]
1 2 4 5 3 3 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 13ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 14ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 3 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 3 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 3 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 3 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 3 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 3 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 3 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 3 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 3 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 3 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 3 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 3 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 3 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 3 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 3 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 3 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 3 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 3 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 3 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 3 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 3 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 3 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 3 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 3 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 1 dws SO: the, Input: [d]
1 2 4 5 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 5 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 1 dws SO: the, Input: [d]
1 2 4 5 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 5 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 5 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 5 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 5 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 5 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 5 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 5 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 5 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 5 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 5 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 5 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 5 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 5 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 5 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 1 dws SO: the, Input: [d]
1 2 4 5 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 12ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 14ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 6 16ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 6 17ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 6 26ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 6 27ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 6 28ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 6 29ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 7 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 1 dws SO: the, Input: [d]
1 2 4 5 3 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 9 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 7 22ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 7 23ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 7 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 7 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 7 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 7 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 7 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 7 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 7 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 7 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 7 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 7 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 7 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 7 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 7 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 7 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 7 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 7 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 7 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 7 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 1 dws SO: the, Input: [d]
1 2 4 5 3 8 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 8 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 8 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 8 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 8 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 8 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 8 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 8 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 8 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 8 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 8 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 8 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 8 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 8 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 8 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 9 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 1 dws SO: the, Input: [d]
1 2 4 5 3 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 7 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 14ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 18ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 9 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 9 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 9 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 9 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 9 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 9 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 9 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 9 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 9 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 9 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 9 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 9 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 9 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 9 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 9 34ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 9 35ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 9 36ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 9 37ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 101 dws SO: the, Input: [d]
1 2 4 5 3 102 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 103 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 104 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 107 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 108 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 109 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1010ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1011ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1012ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1013ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1014ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1015ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1016ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1017ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 1018ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1019ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 1020ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1021ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1022ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 1023ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 1024ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1025ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 1026ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1027ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1028ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1029ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 11ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 111 dws SO: the, Input: [d]
1 2 4 5 3 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 115 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1112ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1114ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 121 dws SO: the, Input: [d]
1 2 4 5 3 122 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 123 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 124 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 127 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 128 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 129 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1210ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1211ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1212ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1214ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1215ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1216ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1217ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 1218ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1219ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 1220ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1221ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1222ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 1223ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 1224ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1225ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 1226ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1227ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1228ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1229ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 13ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 3 131 dws SO: the, Input: [d]
1 2 4 5 3 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 133 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 134 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 137 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1310ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1311ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1312ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1314ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 3 1316ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 1317ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 3 1318ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1319ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 1320ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1321ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1322ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 1323ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 1324ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1325ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 1326ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1327ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1328ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 3 1329ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 14ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 3 141 dws SO: the, Input: [d]
1 2 4 5 3 15ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 3 151 dws SO: the, Input: [d]
1 2 4 5 3 152 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 3 153 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 3 154 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 3 155 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 3 156 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 3 157 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 3 158 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 3 159 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 3 1510ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 3 1511ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 3 1512ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1513ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 3 1514ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 3 1515ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 1516ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 3 1517ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 1518ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 3 1519ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1520ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 3 1521ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 3 16ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 161 dws SO: the, Input: [d]
1 2 4 5 3 162 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 3 163 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 3 164 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 3 165 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 3 17ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 3 171 dws SO: the, Input: [d]
1 2 4 5 3 18ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 181 dws SO: the, Input: [d]
1 2 4 5 3 19ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 3 191 dws SO: the, Input: [d]
1 2 4 5 3 192 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 3 193 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 3 194 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 3 195 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 3 196 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 3 197 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 3 198 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 3 199 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 1910ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 3 1911ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 1912ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 3 1913ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 3 20ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 3 201 dws SO: the, Input: [d]
1 2 4 5 3 21ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 3 211 dws SO: the, Input: [d]
1 2 4 5 3 212 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 3 213 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 3 214 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 3 215 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 3 216 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 3 217 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 218 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 3 219 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 3 22ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 3 221 dws SO: the, Input: [d]
1 2 4 5 3 23ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 3 231 dws SO: the, Input: [d]
1 2 4 5 3 232 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 3 233 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 3 234 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 3 235 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 3 24ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 3 241 dws SO: the, Input: [d]
1 2 4 5 3 25ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 3 251 dws SO: the, Input: [d]
1 2 4 5 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 5 4 1 dws SO: the, Input: [d]
1 2 4 5 4 1 1 esm SO: {the,d}, Input: []
1 2 4 5 4 1 2 epm SO: <the,d>, Input: []
1 2 4 5 4 1 3 epm SO: <d,the>, Input: []
1 2 4 5 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 1 dws SO: the, Input: [d]
1 2 4 5 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 3 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 1 dws SO: the, Input: [d]
1 2 4 5 4 3 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 13ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 14ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 3 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 3 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 3 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 3 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 3 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 3 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 3 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 3 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 3 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 3 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 3 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 3 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 3 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 3 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 3 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 3 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 3 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 3 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 3 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 3 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 3 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 3 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 3 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 3 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 1 dws SO: the, Input: [d]
1 2 4 5 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 5 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 12ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 1 dws SO: the, Input: [d]
1 2 4 5 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 9 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 11ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 5 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 5 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 5 26ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 5 27ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 5 28ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 5 29ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 1 dws SO: the, Input: [d]
1 2 4 5 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 1 dws SO: the, Input: [d]
1 2 4 5 4 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 9 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 13ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 20ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 7 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 7 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 7 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 7 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 7 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 7 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 7 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 7 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 7 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 7 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 7 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 7 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 7 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 7 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 7 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 7 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 7 38ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 7 39ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 7 40ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 7 41ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 1 dws SO: the, Input: [d]
1 2 4 5 4 8 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 11ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 8 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 8 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 8 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 8 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 8 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 8 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 8 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 8 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 8 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 8 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 8 26ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 8 27ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 8 28ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 8 29ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 9 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 1 dws SO: the, Input: [d]
1 2 4 5 4 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 7 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 14ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 9 20ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 9 21ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 9 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 9 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 9 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 9 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 9 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 9 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 9 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 9 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 9 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 9 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 9 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 9 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 9 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 9 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 9 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 9 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 10ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 101 dws SO: the, Input: [d]
1 2 4 5 4 102 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 103 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 104 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 107 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 108 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 109 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1010ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1011ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1012ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1013ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1014ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1015ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1016ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1017ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 1018ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 1019ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 1020ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1021ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1022ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 1023ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 1024ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1025ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 1026ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1027ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1028ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1029ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 11ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 111 dws SO: the, Input: [d]
1 2 4 5 4 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 115 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1112ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1114ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 12ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 121 dws SO: the, Input: [d]
1 2 4 5 4 122 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 123 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 127 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 129 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1210ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1211ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1212ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1214ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1216ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1217ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 1218ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 1219ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 1220ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1221ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1222ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 1223ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 1224ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1225ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 1226ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1227ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1228ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1229ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 13ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 4 131 dws SO: the, Input: [d]
1 2 4 5 4 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 133 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1310ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1311ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1312ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 4 1316ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 1317ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 4 1318ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 1319ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 1320ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1321ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1322ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 1323ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 1324ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1325ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 1326ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1327ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1328ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 4 1329ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 14ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 141 dws SO: the, Input: [d]
1 2 4 5 4 15ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 4 151 dws SO: the, Input: [d]
1 2 4 5 4 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 4 153 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 4 154 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 4 155 ism SO: {{book,{book,{book,n!case}}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 4 156 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 4 157 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 4 158 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 4 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 4 1510ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 4 1511ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 4 1512ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1513ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 4 1514ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 4 1515ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 1516ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 4 1517ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 1518ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 4 1519ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1520ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 4 1521ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 4 16ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 161 dws SO: the, Input: [d]
1 2 4 5 4 162 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 4 163 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 4 164 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 4 165 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 4 17ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 4 171 dws SO: the, Input: [d]
1 2 4 5 4 18ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 181 dws SO: the, Input: [d]
1 2 4 5 4 19ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 4 191 dws SO: the, Input: [d]
1 2 4 5 4 192 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 4 193 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 4 194 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 4 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 4 196 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 4 197 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 4 198 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 4 199 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 1910ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 4 1911ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 1912ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 4 1913ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 4 20ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 4 201 dws SO: the, Input: [d]
1 2 4 5 4 21ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 4 211 dws SO: the, Input: [d]
1 2 4 5 4 212 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 4 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 4 214 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 4 215 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 4 216 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 4 217 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 218 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 4 219 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 4 22ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 4 221 dws SO: the, Input: [d]
1 2 4 5 4 23ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 4 231 dws SO: the, Input: [d]
1 2 4 5 4 232 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 4 233 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 4 234 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 4 235 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 4 24ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 4 241 dws SO: the, Input: [d]
1 2 4 5 4 25ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 4 251 dws SO: the, Input: [d]
1 2 4 5 5 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 5 5 1 dws SO: the, Input: [d]
1 2 4 5 5 1 1 esm SO: {the,d}, Input: []
1 2 4 5 5 1 2 epm SO: <the,d>, Input: []
1 2 4 5 5 1 3 epm SO: <d,the>, Input: []
1 2 4 5 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 1 dws SO: the, Input: [d]
1 2 4 5 5 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 9 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 17ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 18ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 19ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 20ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 21ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 23ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 25ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 26ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 27ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 2 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 2 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 2 50ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 2 51ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 2 52ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 2 53ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 1 dws SO: the, Input: [d]
1 2 4 5 5 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 3 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 12ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 14ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 17ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 19ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 21ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 3 22ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 3 23ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 3 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 3 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 3 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 3 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 1 dws SO: the, Input: [d]
1 2 4 5 5 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 7 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 17ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 20ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 24ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 4 26ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 4 27ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 4 46ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 4 47ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 4 48ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 4 49ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 1 dws SO: the, Input: [d]
1 2 4 5 5 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 3 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 12ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 14ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 17ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 19ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 21ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 5 22ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 5 23ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 5 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 5 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 5 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 5 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 1 dws SO: the, Input: [d]
1 2 4 5 5 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 5 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 13ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 15ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 16ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 17ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 18ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 22ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 23ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 6 24ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 6 25ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 6 42ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 6 43ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 6 44ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 6 45ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 1 dws SO: the, Input: [d]
1 2 4 5 5 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 3 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 12ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 13ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 14ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 15ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 17ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 19ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 20ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 21ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 7 22ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 7 23ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 7 38ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 7 39ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 7 40ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 7 41ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 1 dws SO: the, Input: [d]
1 2 4 5 5 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 3 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 12ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 13ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 14ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 15ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 16ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 17ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 19ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 20ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 21ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 8 22ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 8 23ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 8 38ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 8 39ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 8 40ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 8 41ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 1 dws SO: the, Input: [d]
1 2 4 5 5 9 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 13ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 14ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 15ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 16ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 19ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 20ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 21ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 22ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 23ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 24ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 25ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 26ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 27ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 28ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 29ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 30ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 31ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 9 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 9 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 9 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 9 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 9 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 9 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 9 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 9 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 9 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 9 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 9 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 9 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 9 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 9 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 9 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 9 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 9 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 9 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 9 50ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 9 51ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 9 52ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 9 53ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 9 54ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 9 55ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 9 56ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 9 57ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 9 58ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 9 59ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 9 60ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 9 61ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 101 dws SO: the, Input: [d]
1 2 4 5 5 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 103 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 104 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 105 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 106 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 107 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 108 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 109 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1010ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1011ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1012ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1013ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1015ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1016ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1017ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1018ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1019ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1020ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1021ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1022ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1023ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1024ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1025ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1026ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1027ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 1028ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1029ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1030ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1031ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1032ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1033ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1034ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1035ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 1036ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1037ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1038ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1039ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1040ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1041ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1042ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1043ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1044ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1045ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 111 dws SO: the, Input: [d]
1 2 4 5 5 112 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 113 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 114 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 115 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 116 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 117 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 118 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 119 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1110ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1111ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1112ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1113ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1114ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1115ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1116ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1117ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1118ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1119ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1120ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1121ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1122ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1123ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 1124ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1125ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1126ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1127ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1128ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1129ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1130ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1131ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 1132ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1133ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1134ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1135ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1136ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1137ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1138ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1139ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1140ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1141ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 121 dws SO: the, Input: [d]
1 2 4 5 5 122 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 123 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 124 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 125 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 126 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 127 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 128 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 129 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1210ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1211ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1212ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1213ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1214ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1215ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1216ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1217ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1218ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1219ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1220ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1221ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1222ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1223ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 1224ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1225ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1226ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1227ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1228ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1229ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1230ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1231ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 1232ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1233ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1234ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1235ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1236ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1237ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1238ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1239ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1240ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1241ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 131 dws SO: the, Input: [d]
1 2 4 5 5 132 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 133 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 134 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 135 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 136 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 137 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 138 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 139 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1310ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1311ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1312ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1313ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1314ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1315ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1316ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1317ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1318ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1319ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1320ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1321ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1322ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1323ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1324ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1325ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1326ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1327ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1328ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1329ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1330ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1331ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1332ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1333ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1334ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1335ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 1336ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1337ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1338ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1339ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1340ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1341ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1342ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1343ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 1344ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1345ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1346ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1347ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1348ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1349ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1350ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1351ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1352ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1353ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 14ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 141 dws SO: the, Input: [d]
1 2 4 5 5 142 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 143 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 144 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 145 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 146 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 147 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 148 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 149 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1410ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1411ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1412ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1413ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1414ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1415ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1416ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1417ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1418ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1419ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1420ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1421ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1422ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1423ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 1424ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1425ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1426ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1427ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1428ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1429ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1430ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1431ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 1432ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1433ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1434ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1435ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1436ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1437ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1438ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1439ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1440ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1441ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 151 dws SO: the, Input: [d]
1 2 4 5 5 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 153 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 155 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 156 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 157 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 158 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 159 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1510ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1511ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1512ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1513ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1514ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1515ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1516ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1517ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1518ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1519ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1520ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1522ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1524ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1525ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1526ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1527ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1528ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1529ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1530ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1531ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 1532ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1533ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1534ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1535ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1536ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1537ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1538ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1539ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 1540ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1541ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1542ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1543ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1544ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1545ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1546ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1547ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1548ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1549ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 161 dws SO: the, Input: [d]
1 2 4 5 5 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 163 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1611ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1612ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1613ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1614ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1615ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1616ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1617ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1619ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1620ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1621ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1622ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1623ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1638ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1639ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1640ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1641ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 171 dws SO: the, Input: [d]
1 2 4 5 5 172 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 173 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 174 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 175 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 176 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 177 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 178 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 179 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1710ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1711ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1712ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1713ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1714ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1715ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1716ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1717ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1718ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1720ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1721ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1722ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1723ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1724ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1725ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1726ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1727ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 1728ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1729ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1730ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1731ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1732ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1733ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1734ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1735ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 1736ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1737ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1738ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1739ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1740ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1741ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1742ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1743ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1744ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1745ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 181 dws SO: the, Input: [d]
1 2 4 5 5 182 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 183 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 184 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 185 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 186 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 187 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 188 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 189 ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1810ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1811ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1812ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1813ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1814ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1815ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1816ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1817ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1818ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1819ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1820ism SO: {book,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1821ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1822ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1823ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 1824ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1825ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1826ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1827ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1828ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1829ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1830ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1831ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 1832ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1833ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1834ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1835ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1836ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1837ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1838ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1839ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1840ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1841ipm SO: <{book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 5 191 dws SO: the, Input: [d]
1 2 4 5 5 192 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 193 ism SO: {{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 194 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 195 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 196 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 197 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 198 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 199 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1910ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1911ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1912ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1913ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1914ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1915ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1916ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1917ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1918ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1919ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1920ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1921ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 5 1922ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1923ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 5 1924ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1925ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1926ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1927ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1928ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1929ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1930ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1931ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 1932ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1933ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1934ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 1935ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 1936ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1937ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 1938ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1939ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 1940ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 5 1941ipm SO: <{n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 20ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 201 dws SO: the, Input: [d]
1 2 4 5 5 202 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 203 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 204 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 205 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 206 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 207 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 208 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 5 209 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 2010ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 5 2011ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 2012ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 5 2013ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 5 21ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 5 211 dws SO: the, Input: [d]
1 2 4 5 5 22ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 221 dws SO: the, Input: [d]
1 2 4 5 5 222 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 5 223 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 5 224 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 5 225 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 5 226 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 5 227 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 228 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 5 229 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 5 23ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 5 231 dws SO: the, Input: [d]
1 2 4 5 5 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 241 dws SO: the, Input: [d]
1 2 4 5 5 242 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 5 243 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 5 244 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 5 245 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 5 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 5 251 dws SO: the, Input: [d]
1 2 4 5 5 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 261 dws SO: the, Input: [d]
1 2 4 5 5 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 5 271 dws SO: the, Input: [d]
1 2 4 5 5 272 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 5 273 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 5 274 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 5 275 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 5 276 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 5 277 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 5 278 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 5 279 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 5 2710ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 5 2711ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 5 2712ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 2713ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 5 2714ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 5 2715ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 2716ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 5 2717ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 2718ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 5 2719ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 2720ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 5 2721ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 5 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 281 dws SO: the, Input: [d]
1 2 4 5 5 282 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 5 283 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 5 284 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 5 285 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 5 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 5 291 dws SO: the, Input: [d]
1 2 4 5 5 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 301 dws SO: the, Input: [d]
1 2 4 5 5 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 5 311 dws SO: the, Input: [d]
1 2 4 5 5 312 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 313 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 314 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 315 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 316 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 317 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 5 318 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 5 319 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 3110ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 5 3111ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 3112ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 5 3113ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 5 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 5 321 dws SO: the, Input: [d]
1 2 4 5 5 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 5 331 dws SO: the, Input: [d]
1 2 4 5 5 332 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 5 333 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 5 334 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 5 335 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 5 336 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 5 337 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 338 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 5 339 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 5 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 5 341 dws SO: the, Input: [d]
1 2 4 5 5 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 5 351 dws SO: the, Input: [d]
1 2 4 5 5 352 ism SO: {book,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 5 353 ism SO: {n!case,<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 5 354 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 5 355 ipm SO: <<{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 5 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 5 361 dws SO: the, Input: [d]
1 2 4 5 5 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 5 371 dws SO: the, Input: [d]
1 2 4 5 6 ism SO: {book,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 5 6 1 dws SO: the, Input: [d]
1 2 4 5 6 1 1 esm SO: {the,d}, Input: []
1 2 4 5 6 1 2 epm SO: <the,d>, Input: []
1 2 4 5 6 1 3 epm SO: <d,the>, Input: []
1 2 4 5 6 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 1 dws SO: the, Input: [d]
1 2 4 5 6 2 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 2 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 2 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 2 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 2 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 2 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 2 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 2 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 2 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 2 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 2 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 2 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 2 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 2 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 2 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 3 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 1 dws SO: the, Input: [d]
1 2 4 5 6 3 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 13ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 14ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 3 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 3 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 3 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 3 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 3 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 3 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 3 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 3 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 3 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 3 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 3 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 3 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 3 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 3 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 3 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 3 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 3 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 3 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 3 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 3 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 3 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 3 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 3 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 3 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 1 dws SO: the, Input: [d]
1 2 4 5 6 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 5 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 1 dws SO: the, Input: [d]
1 2 4 5 6 5 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 5 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 5 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 5 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 5 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 5 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 5 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 5 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 5 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 5 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 5 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 5 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 5 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 5 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 5 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 1 dws SO: the, Input: [d]
1 2 4 5 6 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 12ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 14ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 6 16ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 6 17ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 6 18ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 6 19ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 6 20ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 6 21ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 6 22ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 6 23ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 6 24ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 6 25ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 6 26ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 6 27ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 6 28ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 6 29ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 1 dws SO: the, Input: [d]
1 2 4 5 6 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 9 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 7 22ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 7 23ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 7 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 7 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 7 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 7 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 7 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 7 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 7 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 7 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 7 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 7 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 7 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 7 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 7 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 7 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 7 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 7 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 7 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 7 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 1 dws SO: the, Input: [d]
1 2 4 5 6 8 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 8 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 8 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 8 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 8 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 8 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 8 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 8 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 8 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 8 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 8 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 8 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 8 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 8 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 8 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 9 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 1 dws SO: the, Input: [d]
1 2 4 5 6 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 7 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 14ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 18ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 9 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 9 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 9 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 9 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 9 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 9 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 9 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 9 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 9 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 9 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 9 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 9 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 9 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 9 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 9 34ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 9 35ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 9 36ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 9 37ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 101 dws SO: the, Input: [d]
1 2 4 5 6 102 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 103 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 104 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 107 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 108 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 109 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1010ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1011ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1012ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1013ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1014ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1015ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1016ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1017ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 1018ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1019ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 1020ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1021ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1022ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 1023ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 1024ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1025ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 1026ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1027ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1028ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1029ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 11ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 111 dws SO: the, Input: [d]
1 2 4 5 6 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 115 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1112ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1114ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 121 dws SO: the, Input: [d]
1 2 4 5 6 122 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 123 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 124 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 127 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 128 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 129 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1210ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1211ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1212ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1214ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1215ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1216ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1217ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 1218ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1219ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 1220ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1221ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1222ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 1223ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 1224ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1225ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 1226ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1227ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1228ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1229ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 13ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 6 131 dws SO: the, Input: [d]
1 2 4 5 6 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 133 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 134 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 137 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1310ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1311ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1312ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1314ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 6 1316ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 1317ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 6 1318ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1319ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 1320ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1321ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1322ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 1323ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 1324ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1325ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 1326ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1327ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1328ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 6 1329ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 14ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 6 141 dws SO: the, Input: [d]
1 2 4 5 6 15ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 6 151 dws SO: the, Input: [d]
1 2 4 5 6 152 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 6 153 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 6 154 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 6 155 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 6 156 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 6 157 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 6 158 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 6 159 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 6 1510ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 6 1511ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 6 1512ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1513ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 6 1514ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 6 1515ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 1516ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 6 1517ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 1518ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 6 1519ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1520ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 6 1521ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 6 16ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 161 dws SO: the, Input: [d]
1 2 4 5 6 162 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 6 163 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 6 164 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 6 165 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 6 17ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 6 171 dws SO: the, Input: [d]
1 2 4 5 6 18ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 181 dws SO: the, Input: [d]
1 2 4 5 6 19ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 6 191 dws SO: the, Input: [d]
1 2 4 5 6 192 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 6 193 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 6 194 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 6 195 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 6 196 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 6 197 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 6 198 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 6 199 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 1910ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 6 1911ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 1912ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 6 1913ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 6 20ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 6 201 dws SO: the, Input: [d]
1 2 4 5 6 21ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 6 211 dws SO: the, Input: [d]
1 2 4 5 6 212 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 6 213 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 6 214 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 6 215 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 6 216 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 6 217 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 218 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 6 219 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 6 22ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 6 221 dws SO: the, Input: [d]
1 2 4 5 6 23ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 6 231 dws SO: the, Input: [d]
1 2 4 5 6 232 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 6 233 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 6 234 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 6 235 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 6 24ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 6 241 dws SO: the, Input: [d]
1 2 4 5 6 25ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 6 251 dws SO: the, Input: [d]
1 2 4 5 7 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 5 7 1 dws SO: the, Input: [d]
1 2 4 5 7 1 1 esm SO: {the,d}, Input: []
1 2 4 5 7 1 2 epm SO: <the,d>, Input: []
1 2 4 5 7 1 3 epm SO: <d,the>, Input: []
1 2 4 5 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 1 dws SO: the, Input: [d]
1 2 4 5 7 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 13ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 1 dws SO: the, Input: [d]
1 2 4 5 7 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 14ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 19ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 3 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 3 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 1 dws SO: the, Input: [d]
1 2 4 5 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 21ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 1 dws SO: the, Input: [d]
1 2 4 5 7 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 14ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 19ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 5 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 5 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 1 dws SO: the, Input: [d]
1 2 4 5 7 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 10ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 17ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 19ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 6 20ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 6 21ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 1 dws SO: the, Input: [d]
1 2 4 5 7 7 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 13ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 14ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 15ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 19ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 20ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 21ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 22ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 23ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 25ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 26ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 27ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 28ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 29ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 7 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 7 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 7 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 7 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 7 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 7 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 7 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 7 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 7 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 7 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 7 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 7 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 7 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 7 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 7 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 7 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 7 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 7 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 7 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 7 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 7 50ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 7 51ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 7 52ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 7 53ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 7 54ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 7 55ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 7 56ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 7 57ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 1 dws SO: the, Input: [d]
1 2 4 5 7 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 21ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 8 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 8 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 8 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 8 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 8 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 8 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 8 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 8 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 8 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 8 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 8 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 8 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 8 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 8 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 8 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 8 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 8 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 8 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 8 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 8 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 1 dws SO: the, Input: [d]
1 2 4 5 7 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 14ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 19ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 9 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 9 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 101 dws SO: the, Input: [d]
1 2 4 5 7 102 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 103 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 104 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 105 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 106 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 107 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 108 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 109 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1010ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1011ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1012ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1013ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1014ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1015ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1016ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1017ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1018ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1019ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1020ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1021ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 1022ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1023ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1024ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1025ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1026ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1027ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 1028ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1029ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1030ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1031ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 1032ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1033ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1034ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1035ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1036ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1037ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 111 dws SO: the, Input: [d]
1 2 4 5 7 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 119 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1110ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1112ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1113ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1114ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1115ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1116ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1117ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1118ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 12ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 121 dws SO: the, Input: [d]
1 2 4 5 7 122 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 123 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 125 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 127 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 128 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 129 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1210ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1211ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1212ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1214ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1215ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1216ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1217ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1218ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1219ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1220ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1221ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 1222ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1223ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1224ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1225ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1226ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1227ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 1228ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1229ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1230ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1231ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 1232ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1233ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1234ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1235ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1236ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1237ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 131 dws SO: the, Input: [d]
1 2 4 5 7 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 137 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 138 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1310ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1312ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1313ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1314ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1315ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1316ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1318ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1324ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1325ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1326ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1327ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1328ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1329ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 1330ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1331ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1332ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1333ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1334ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1335ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 1336ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1337ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1338ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1339ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 1340ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1341ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1342ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1343ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1344ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1345ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 141 dws SO: the, Input: [d]
1 2 4 5 7 142 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 143 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 145 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 147 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 148 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 149 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1410ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1411ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1412ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1414ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1416ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1417ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1418ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1419ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1420ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1421ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 1422ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1423ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1424ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1425ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1426ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1427ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 1428ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1429ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1430ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1431ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 1432ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1433ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1434ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1435ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1436ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1437ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 151 dws SO: the, Input: [d]
1 2 4 5 7 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 153 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 154 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 155 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 156 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 157 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 158 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 159 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1510ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1511ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1512ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1513ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1514ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1516ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1518ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1520ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1521ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1522ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1523ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1524ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1525ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 1526ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1527ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1528ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1529ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1530ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1531ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 1532ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1533ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1534ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1535ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 1536ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1537ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1538ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1539ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1540ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1541ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 161 dws SO: the, Input: [d]
1 2 4 5 7 162 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 163 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 165 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 167 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 168 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 169 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1610ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1611ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1612ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1614ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1616ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1617ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1618ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1619ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1620ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1621ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 1622ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1623ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1624ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1625ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1626ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1627ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 1628ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1629ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1630ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1631ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 1632ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1633ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1634ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1635ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1636ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1637ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 17ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 7 171 dws SO: the, Input: [d]
1 2 4 5 7 172 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 173 ism SO: {{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 174 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 175 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 176 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 177 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 178 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 179 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1710ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1711ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1712ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1714ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1716ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1717ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1718ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1719ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 7 1720ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1721ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 7 1722ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1723ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1724ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1725ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1726ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1727ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 1728ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1729ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1730ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 1731ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 1732ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1733ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 1734ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1735ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 1736ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 7 1737ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 18ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 181 dws SO: the, Input: [d]
1 2 4 5 7 182 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 7 183 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 7 184 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 7 185 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 7 186 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 7 187 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 188 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 7 189 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 7 19ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 7 191 dws SO: the, Input: [d]
1 2 4 5 7 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 201 dws SO: the, Input: [d]
1 2 4 5 7 202 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 7 203 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 7 204 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 7 205 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 7 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 7 211 dws SO: the, Input: [d]
1 2 4 5 7 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 221 dws SO: the, Input: [d]
1 2 4 5 7 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 7 231 dws SO: the, Input: [d]
1 2 4 5 7 232 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 7 233 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 7 234 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 7 235 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 7 236 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 7 237 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 7 238 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 7 239 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 7 2310ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 7 2311ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 7 2312ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 2313ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 7 2314ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 7 2315ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 2316ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 7 2317ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 2318ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 7 2319ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 2320ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 7 2321ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 7 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 241 dws SO: the, Input: [d]
1 2 4 5 7 242 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 7 243 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 7 244 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 7 245 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 7 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 7 251 dws SO: the, Input: [d]
1 2 4 5 7 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 261 dws SO: the, Input: [d]
1 2 4 5 7 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 7 271 dws SO: the, Input: [d]
1 2 4 5 7 272 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 7 273 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 7 274 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 7 275 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 7 276 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 7 277 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 7 278 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 7 279 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 2710ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 7 2711ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 2712ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 7 2713ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 7 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 7 281 dws SO: the, Input: [d]
1 2 4 5 7 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 7 291 dws SO: the, Input: [d]
1 2 4 5 7 292 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 7 293 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 7 294 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 7 295 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 7 296 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 7 297 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 298 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 7 299 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 7 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 7 301 dws SO: the, Input: [d]
1 2 4 5 7 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 7 311 dws SO: the, Input: [d]
1 2 4 5 7 312 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 7 313 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 7 314 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 7 315 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 7 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 7 321 dws SO: the, Input: [d]
1 2 4 5 7 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 7 331 dws SO: the, Input: [d]
1 2 4 5 8 ism SO: {book,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 5 8 1 dws SO: the, Input: [d]
1 2 4 5 8 1 1 esm SO: {the,d}, Input: []
1 2 4 5 8 1 2 epm SO: <the,d>, Input: []
1 2 4 5 8 1 3 epm SO: <d,the>, Input: []
1 2 4 5 8 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 1 dws SO: the, Input: [d]
1 2 4 5 8 2 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 2 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 2 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 2 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 2 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 2 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 2 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 2 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 2 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 2 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 2 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 2 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 2 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 2 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 2 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 3 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 1 dws SO: the, Input: [d]
1 2 4 5 8 3 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 13ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 14ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 3 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 3 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 3 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 3 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 3 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 3 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 3 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 3 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 3 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 3 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 3 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 3 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 3 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 3 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 3 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 3 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 3 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 3 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 3 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 3 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 3 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 3 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 3 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 3 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 1 dws SO: the, Input: [d]
1 2 4 5 8 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 5 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 1 dws SO: the, Input: [d]
1 2 4 5 8 5 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 5 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 5 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 5 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 5 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 5 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 5 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 5 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 5 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 5 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 5 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 5 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 5 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 5 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 5 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 1 dws SO: the, Input: [d]
1 2 4 5 8 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 12ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 14ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 6 16ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 6 17ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 6 18ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 6 19ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 6 20ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 6 21ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 6 22ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 6 23ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 6 24ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 6 25ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 6 26ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 6 27ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 6 28ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 6 29ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 1 dws SO: the, Input: [d]
1 2 4 5 8 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 9 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 7 22ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 7 23ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 7 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 7 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 7 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 7 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 7 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 7 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 7 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 7 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 7 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 7 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 7 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 7 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 7 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 7 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 7 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 7 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 7 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 7 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 1 dws SO: the, Input: [d]
1 2 4 5 8 8 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 8 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 8 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 8 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 8 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 8 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 8 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 8 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 8 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 8 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 8 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 8 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 8 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 8 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 8 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 9 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 1 dws SO: the, Input: [d]
1 2 4 5 8 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 7 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 14ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 18ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 9 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 9 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 9 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 9 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 9 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 9 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 9 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 9 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 9 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 9 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 9 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 9 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 9 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 9 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 9 34ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 9 35ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 9 36ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 9 37ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 101 dws SO: the, Input: [d]
1 2 4 5 8 102 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 103 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 104 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 107 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 108 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 109 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1010ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1011ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1012ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1013ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1014ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1015ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1016ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1017ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 1018ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1019ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 1020ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1021ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1022ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 1023ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 1024ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1025ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 1026ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1027ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1028ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1029ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 11ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 111 dws SO: the, Input: [d]
1 2 4 5 8 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 115 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1112ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1114ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 121 dws SO: the, Input: [d]
1 2 4 5 8 122 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 123 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 124 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 127 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 128 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 129 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1210ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1211ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1212ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1214ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1215ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1216ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1217ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 1218ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1219ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 1220ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1221ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1222ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 1223ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 1224ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1225ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 1226ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1227ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1228ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1229ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 13ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 8 131 dws SO: the, Input: [d]
1 2 4 5 8 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 133 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 134 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 137 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1310ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1311ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1312ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1314ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 8 1316ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 1317ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 8 1318ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1319ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 1320ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1321ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1322ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 1323ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 1324ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1325ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 1326ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1327ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1328ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 8 1329ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 14ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 8 141 dws SO: the, Input: [d]
1 2 4 5 8 15ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 8 151 dws SO: the, Input: [d]
1 2 4 5 8 152 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 8 153 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 8 154 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 8 155 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 8 156 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 8 157 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 8 158 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 8 159 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 8 1510ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 8 1511ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 8 1512ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1513ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 8 1514ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 8 1515ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 1516ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 8 1517ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 1518ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 8 1519ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1520ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 8 1521ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 8 16ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 161 dws SO: the, Input: [d]
1 2 4 5 8 162 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 8 163 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 8 164 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 8 165 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 8 17ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 8 171 dws SO: the, Input: [d]
1 2 4 5 8 18ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 181 dws SO: the, Input: [d]
1 2 4 5 8 19ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 8 191 dws SO: the, Input: [d]
1 2 4 5 8 192 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 8 193 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 8 194 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 8 195 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 8 196 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 8 197 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 8 198 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 8 199 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 1910ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 8 1911ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 1912ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 8 1913ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 8 20ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 8 201 dws SO: the, Input: [d]
1 2 4 5 8 21ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 8 211 dws SO: the, Input: [d]
1 2 4 5 8 212 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 8 213 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 8 214 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 8 215 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 8 216 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 8 217 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 218 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 8 219 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 8 22ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 8 221 dws SO: the, Input: [d]
1 2 4 5 8 23ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 8 231 dws SO: the, Input: [d]
1 2 4 5 8 232 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 8 233 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 8 234 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 8 235 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 8 24ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 8 241 dws SO: the, Input: [d]
1 2 4 5 8 25ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 8 251 dws SO: the, Input: [d]
1 2 4 5 9 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 5 9 1 dws SO: the, Input: [d]
1 2 4 5 9 1 1 esm SO: {the,d}, Input: []
1 2 4 5 9 1 2 epm SO: <the,d>, Input: []
1 2 4 5 9 1 3 epm SO: <d,the>, Input: []
1 2 4 5 9 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 1 dws SO: the, Input: [d]
1 2 4 5 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 1 dws SO: the, Input: [d]
1 2 4 5 9 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 1 dws SO: the, Input: [d]
1 2 4 5 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 1 dws SO: the, Input: [d]
1 2 4 5 9 5 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 13ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 14ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 15ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 16ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 17ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 18ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 19ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 20ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 21ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 23ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 25ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 26ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 27ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 5 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 5 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 5 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 5 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 5 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 5 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 5 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 5 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 5 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 5 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 5 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 5 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 5 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 5 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 5 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 5 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 5 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 5 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 5 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 5 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 5 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 5 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 5 50ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 5 51ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 5 52ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 5 53ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 1 dws SO: the, Input: [d]
1 2 4 5 9 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 1 dws SO: the, Input: [d]
1 2 4 5 9 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 1 dws SO: the, Input: [d]
1 2 4 5 9 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 3 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 1 dws SO: the, Input: [d]
1 2 4 5 9 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 9 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 13ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 101 dws SO: the, Input: [d]
1 2 4 5 9 102 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 103 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 104 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 105 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 106 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 107 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 108 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 109 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1010ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1012ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1013ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1014ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1015ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1016ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1017ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1018ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1019ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 1020ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1021ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1022ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1023ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 1024ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1025ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1026ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1027ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 1028ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1029ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 1030ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1031ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1032ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1033ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 111 dws SO: the, Input: [d]
1 2 4 5 9 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 117 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1111ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1112ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1113ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1114ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1116ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 121 dws SO: the, Input: [d]
1 2 4 5 9 122 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 123 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 125 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 126 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 127 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 128 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 129 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1210ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1212ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1214ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1215ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1216ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1217ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1218ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1219ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 1220ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1221ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1222ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1223ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 1224ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1225ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1226ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1227ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 1228ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1229ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 1230ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1231ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1232ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1233ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 131 dws SO: the, Input: [d]
1 2 4 5 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 135 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 139 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1314ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1316ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 141 dws SO: the, Input: [d]
1 2 4 5 9 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 143 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 147 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1412ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1414ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 15ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 9 151 dws SO: the, Input: [d]
1 2 4 5 9 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 153 ism SO: {{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 157 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1512ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1514ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 9 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 9 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 9 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 16ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 161 dws SO: the, Input: [d]
1 2 4 5 9 162 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 9 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 9 164 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 9 165 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 9 17ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 9 171 dws SO: the, Input: [d]
1 2 4 5 9 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 181 dws SO: the, Input: [d]
1 2 4 5 9 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 9 191 dws SO: the, Input: [d]
1 2 4 5 9 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 9 193 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 9 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 9 195 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 9 196 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 9 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 9 198 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 9 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 9 1910ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 9 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 9 1912ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1913ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 9 1914ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 9 1915ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 1916ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 9 1917ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 1918ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 9 1919ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 1920ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 9 1921ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 9 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 201 dws SO: the, Input: [d]
1 2 4 5 9 202 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 9 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 9 204 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 9 205 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 9 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 9 211 dws SO: the, Input: [d]
1 2 4 5 9 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 221 dws SO: the, Input: [d]
1 2 4 5 9 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 9 231 dws SO: the, Input: [d]
1 2 4 5 9 232 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 9 233 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 9 234 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 9 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 9 236 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 9 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 9 238 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 9 239 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 2310ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 9 2311ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 2312ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 9 2313ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 9 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 9 241 dws SO: the, Input: [d]
1 2 4 5 9 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 9 251 dws SO: the, Input: [d]
1 2 4 5 9 252 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 9 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 9 254 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 9 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 9 256 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 9 257 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 258 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 9 259 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 9 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 9 261 dws SO: the, Input: [d]
1 2 4 5 9 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 9 271 dws SO: the, Input: [d]
1 2 4 5 9 272 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 9 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 9 274 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 9 275 ipm SO: <<{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 9 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 9 281 dws SO: the, Input: [d]
1 2 4 5 9 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 9 291 dws SO: the, Input: [d]
1 2 4 5 10ism SO: {book,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 5 101 dws SO: the, Input: [d]
1 2 4 5 101 1 esm SO: {the,d}, Input: []
1 2 4 5 101 2 epm SO: <the,d>, Input: []
1 2 4 5 101 3 epm SO: <d,the>, Input: []
1 2 4 5 102 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 102 1 dws SO: the, Input: [d]
1 2 4 5 102 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 102 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 102 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 102 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 102 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 102 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 102 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 102 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 102 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 102 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 102 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 102 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 102 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 102 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 102 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 103 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 103 1 dws SO: the, Input: [d]
1 2 4 5 103 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 13ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 14ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 103 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 103 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 103 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 103 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 103 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 103 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 103 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 103 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 103 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 103 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 103 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 103 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 103 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 103 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 103 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 103 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 103 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 103 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 103 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 103 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 103 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 103 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 103 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 103 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 104 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 104 1 dws SO: the, Input: [d]
1 2 4 5 104 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 5 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 104 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 104 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 104 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 104 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 104 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 104 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 104 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 104 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 104 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 104 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 104 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 104 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 104 30ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 104 31ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 104 32ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 104 33ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 105 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 105 1 dws SO: the, Input: [d]
1 2 4 5 105 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 105 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 105 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 105 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 105 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 105 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 105 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 105 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 105 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 105 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 105 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 105 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 105 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 105 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 105 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 106 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 106 1 dws SO: the, Input: [d]
1 2 4 5 106 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 12ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 14ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 15ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 106 16ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 106 17ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 106 18ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 106 19ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 106 20ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 106 21ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 106 22ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 106 23ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 106 24ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 106 25ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 106 26ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 106 27ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 106 28ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 106 29ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 107 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 107 1 dws SO: the, Input: [d]
1 2 4 5 107 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 9 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 13ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 14ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 20ism SO: {book,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 21ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 107 22ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 107 23ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 107 24ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 107 25ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 107 26ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 107 27ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 107 28ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 107 29ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 107 30ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 107 31ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 107 32ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 107 33ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 107 34ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 107 35ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 107 36ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 107 37ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 107 38ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 107 39ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 107 40ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 107 41ipm SO: <{{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 108 ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 108 1 dws SO: the, Input: [d]
1 2 4 5 108 2 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 3 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 4 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 7 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 9 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 10ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 12ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 14ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 108 16ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 108 17ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 108 18ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 108 19ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 108 20ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 108 21ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 108 22ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 108 23ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 108 24ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 108 25ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 108 26ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 108 27ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 108 28ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 108 29ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 109 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 109 1 dws SO: the, Input: [d]
1 2 4 5 109 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 7 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 14ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 18ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 19ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 109 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 109 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 109 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 109 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 109 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 109 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 109 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 109 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 109 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 109 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 109 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 109 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 109 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 109 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 109 34ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 109 35ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 109 36ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 109 37ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 1010ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 10101 dws SO: the, Input: [d]
1 2 4 5 10102 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10103 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10104 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10107 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10108 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10109 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101010ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101011ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101012ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101013ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101014ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101015ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101016ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101017ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 101018ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101019ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 101020ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 101021ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101022ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 101023ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 101024ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101025ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 101026ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101027ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 101028ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101029ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 1011ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 10111 dws SO: the, Input: [d]
1 2 4 5 10112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10115 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101112ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101114ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101116ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101118ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 101119ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101120ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 101121ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 101122ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101123ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 101124ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 101125ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101126ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 101127ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 101128ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101129ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 101130ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101131ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 101132ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101133ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 1012ism SO: {book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 10121 dws SO: the, Input: [d]
1 2 4 5 10122 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10123 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10124 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10127 ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10128 ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10129 ism SO: {{book,{book,{book,n!case}}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101210ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101211ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101212ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101213ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101214ism SO: {book,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101215ism SO: {n!case,{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101216ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101217ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 101218ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101219ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 101220ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 101221ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101222ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 101223ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 101224ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101225ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 101226ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101227ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 101228ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101229ipm SO: <{book,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 1013ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 10131 dws SO: the, Input: [d]
1 2 4 5 10132 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10133 ism SO: {{book,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10134 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10137 ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10138 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 10139 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101310ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101311ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101312ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101314ism SO: {book,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101315ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 101316ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 101317ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 101318ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101319ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 101320ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 101321ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101322ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 101323ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 101324ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101325ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 101326ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101327ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 101328ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 101329ipm SO: <{n!case,{book,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 1014ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 10141 dws SO: the, Input: [d]
1 2 4 5 1015ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 10151 dws SO: the, Input: [d]
1 2 4 5 10152 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 10153 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 10154 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 10155 ism SO: {{book,{book,{book,n!case}}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 10156 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 10157 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 10158 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 10159 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 101510ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 101511ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 101512ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 101513ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 101514ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 101515ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 101516ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 101517ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 101518ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 101519ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 101520ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 101521ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 1016ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 10161 dws SO: the, Input: [d]
1 2 4 5 10162 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 10163 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 10164 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 10165 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 1017ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 10171 dws SO: the, Input: [d]
1 2 4 5 1018ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 10181 dws SO: the, Input: [d]
1 2 4 5 1019ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 10191 dws SO: the, Input: [d]
1 2 4 5 10192 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 10193 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 10194 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 10195 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 10196 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 10197 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 10198 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 10199 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 101910ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 101911ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 101912ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 101913ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 1020ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 10201 dws SO: the, Input: [d]
1 2 4 5 1021ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 10211 dws SO: the, Input: [d]
1 2 4 5 10212 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 10213 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 10214 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 10215 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 10216 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 10217 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 10218 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 10219 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 1022ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 10221 dws SO: the, Input: [d]
1 2 4 5 1023ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 10231 dws SO: the, Input: [d]
1 2 4 5 10232 ism SO: {book,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 10233 ism SO: {n!case,<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 10234 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 10235 ipm SO: <<{book,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 1024ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 10241 dws SO: the, Input: [d]
1 2 4 5 1025ipm SO: <{book,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 10251 dws SO: the, Input: [d]
1 2 4 5 11ism SO: {n!case,{{book,n!case},{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 5 111 dws SO: the, Input: [d]
1 2 4 5 111 1 esm SO: {the,d}, Input: []
1 2 4 5 111 2 epm SO: <the,d>, Input: []
1 2 4 5 111 3 epm SO: <d,the>, Input: []
1 2 4 5 112 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 112 1 dws SO: the, Input: [d]
1 2 4 5 112 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 112 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 112 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 112 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 112 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 112 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 112 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 112 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 112 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 112 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 112 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 112 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 112 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 112 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 112 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 113 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 113 1 dws SO: the, Input: [d]
1 2 4 5 113 2 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 3 ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 4 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 5 ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 6 ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 7 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 9 ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 10ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 11ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 12ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 13ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 14ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 15ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 16ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 17ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 18ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 19ism SO: {{book,{book,{book,n!case}}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 20ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 21ism SO: {{book,{book,n!case}},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 22ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 23ism SO: {{book,n!case},{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 24ism SO: {book,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 25ism SO: {n!case,{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 113 26ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 113 27ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 113 28ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 113 29ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 113 30ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 113 31ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 113 32ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 113 33ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 113 34ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 113 35ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 113 36ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 113 37ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 113 38ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 113 39ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 113 40ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 113 41ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 113 42ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 113 43ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 113 44ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 113 45ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 113 46ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 113 47ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 113 48ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 113 49ipm SO: <{{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 114 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 114 1 dws SO: the, Input: [d]
1 2 4 5 114 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 5 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 7 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 12ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 114 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 114 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 114 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 114 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 114 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 114 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 114 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 114 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 114 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 114 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 114 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 114 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 114 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 114 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 114 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 114 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 115 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 115 1 dws SO: the, Input: [d]
1 2 4 5 115 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 9 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 11ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 115 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 115 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 115 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 115 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 115 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 115 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 115 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 115 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 115 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 115 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 115 26ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 115 27ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 115 28ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 115 29ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 116 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 116 1 dws SO: the, Input: [d]
1 2 4 5 116 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 12ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 116 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 116 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 116 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 116 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 116 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 116 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 116 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 116 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 116 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 116 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 116 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 116 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 116 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 116 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 117 1 dws SO: the, Input: [d]
1 2 4 5 117 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 9 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 11ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 13ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 14ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 20ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 21ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 117 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 117 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 117 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 117 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 117 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 117 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 117 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 117 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 117 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 117 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 117 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 117 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 117 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 117 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 117 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 117 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 117 38ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 117 39ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 117 40ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 117 41ipm SO: <{{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 118 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 118 1 dws SO: the, Input: [d]
1 2 4 5 118 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 3 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 5 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 9 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 11ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 12ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 118 16ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 118 17ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 118 18ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 118 19ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 118 20ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 118 21ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 118 22ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 118 23ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 118 24ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 118 25ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 118 26ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 118 27ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 118 28ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 118 29ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 119 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 119 1 dws SO: the, Input: [d]
1 2 4 5 119 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 7 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 9 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 10ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 14ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 119 20ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 119 21ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 119 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 119 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 119 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 119 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 119 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 119 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 119 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 119 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 119 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 119 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 119 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 119 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 119 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 119 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 119 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 119 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 1110ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 11101 dws SO: the, Input: [d]
1 2 4 5 11102 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11103 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11104 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11105 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11107 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11108 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11109 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111010ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111011ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111012ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111013ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111014ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111015ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111016ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111017ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 111018ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 111019ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 111020ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 111021ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111022ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 111023ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 111024ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111025ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 111026ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111027ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 111028ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111029ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 1111ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 11111 dws SO: the, Input: [d]
1 2 4 5 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11115 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11117 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111112ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111114ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 111119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 111121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 111122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 111123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 111124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 111125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 111127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 111128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 111130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 111132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 1112ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 11121 dws SO: the, Input: [d]
1 2 4 5 11122 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11123 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11124 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11125 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11127 ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11128 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11129 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111210ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111211ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111212ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111214ism SO: {book,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111215ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111216ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111217ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 111218ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 111219ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 111220ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 111221ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111222ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 111223ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 111224ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111225ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 111226ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111227ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 111228ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111229ipm SO: <{book,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 1113ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 5 11131 dws SO: the, Input: [d]
1 2 4 5 11132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11133 ism SO: {{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11135 ism SO: {{{book,n!case},{book,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11137 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 11139 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111310ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111311ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111312ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111314ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 5 111316ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 111317ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 5 111318ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 111319ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 111320ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 111321ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111322ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 111323ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 111324ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111325ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 111326ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111327ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 111328ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 5 111329ipm SO: <{n!case,{n!case,{{book,n!case},{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 5 1114ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 11141 dws SO: the, Input: [d]
1 2 4 5 1115ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 5 11151 dws SO: the, Input: [d]
1 2 4 5 11152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 11153 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 11154 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 11155 ism SO: {{book,{book,{book,n!case}}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 11156 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 11157 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 11158 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 11159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 111510ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 111511ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 5 111512ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 111513ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 111514ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 111515ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 111516ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 111517ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 111518ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 111519ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 111520ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 5 111521ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 5 1116ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 11161 dws SO: the, Input: [d]
1 2 4 5 11162 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 11163 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 11164 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 11165 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 1117ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 11171 dws SO: the, Input: [d]
1 2 4 5 1118ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 11181 dws SO: the, Input: [d]
1 2 4 5 1119ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 11191 dws SO: the, Input: [d]
1 2 4 5 11192 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 11193 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 11194 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 11195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 11196 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 11197 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 11198 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 11199 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 111910ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 111911ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 111912ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 111913ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 1120ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 11201 dws SO: the, Input: [d]
1 2 4 5 1121ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 11211 dws SO: the, Input: [d]
1 2 4 5 11212 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 11213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 11214 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 11215 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 11216 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 11217 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 11218 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 11219 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 1122ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 11221 dws SO: the, Input: [d]
1 2 4 5 1123ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 11231 dws SO: the, Input: [d]
1 2 4 5 11232 ism SO: {book,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 11233 ism SO: {n!case,<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 11234 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 11235 ipm SO: <<{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 1124ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 5 11241 dws SO: the, Input: [d]
1 2 4 5 1125ipm SO: <{n!case,{{book,n!case},{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 5 11251 dws SO: the, Input: [d]
1 2 4 5 12ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 121 dws SO: the, Input: [d]
1 2 4 5 121 1 esm SO: {the,d}, Input: []
1 2 4 5 121 2 epm SO: <the,d>, Input: []
1 2 4 5 121 3 epm SO: <d,the>, Input: []
1 2 4 5 122 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 122 1 dws SO: the, Input: [d]
1 2 4 5 122 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 122 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 122 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 122 5 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 122 6 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 5 122 7 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 5 122 8 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 5 122 9 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 5 123 ism SO: {n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 123 1 dws SO: the, Input: [d]
1 2 4 5 123 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 123 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 123 4 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 123 5 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 123 6 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 5 123 7 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 5 123 8 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 5 123 9 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 5 124 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 124 1 dws SO: the, Input: [d]
1 2 4 5 125 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 125 1 dws SO: the, Input: [d]
1 2 4 5 13ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 5 131 dws SO: the, Input: [d]
1 2 4 5 131 1 esm SO: {the,d}, Input: []
1 2 4 5 131 2 epm SO: <the,d>, Input: []
1 2 4 5 131 3 epm SO: <d,the>, Input: []
1 2 4 5 14ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 4 5 141 dws SO: the, Input: [d]
1 2 4 5 141 1 esm SO: {the,d}, Input: []
1 2 4 5 141 2 epm SO: <the,d>, Input: []
1 2 4 5 141 3 epm SO: <d,the>, Input: []
1 2 4 5 15ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 5 151 dws SO: the, Input: [d]
1 2 4 5 151 1 esm SO: {the,d}, Input: []
1 2 4 5 151 2 epm SO: <the,d>, Input: []
1 2 4 5 151 3 epm SO: <d,the>, Input: []
1 2 4 5 152 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 152 1 dws SO: the, Input: [d]
1 2 4 5 152 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 152 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 152 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 152 5 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 152 6 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 152 7 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 152 8 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 152 9 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 152 10ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 152 11ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 5 152 12ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 152 13ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 152 14ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 152 15ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 152 16ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 152 17ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 5 153 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 153 1 dws SO: the, Input: [d]
1 2 4 5 153 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 3 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 5 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 6 ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 7 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 8 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 10ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 11ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 12ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 13ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 153 14ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 153 15ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 153 16ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 153 17ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 153 18ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 5 153 19ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 5 153 20ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 153 21ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 153 22ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 153 23ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 153 24ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 153 25ipm SO: <{{book,{book,n!case}},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 5 154 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 154 1 dws SO: the, Input: [d]
1 2 4 5 154 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 154 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 154 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 154 5 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 154 6 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 154 7 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 154 8 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 154 9 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 154 10ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 154 11ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 5 154 12ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 154 13ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 154 14ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 154 15ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 154 16ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 154 17ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 5 155 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 155 1 dws SO: the, Input: [d]
1 2 4 5 155 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 155 3 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 155 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 155 5 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 155 6 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 155 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 155 8 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 155 9 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 155 10ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 155 11ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 155 12ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 155 13ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 155 14ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 5 155 15ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 5 155 16ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 155 17ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 155 18ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 155 19ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 155 20ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 155 21ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 5 156 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 156 1 dws SO: the, Input: [d]
1 2 4 5 156 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 156 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 156 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 156 5 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 156 6 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 156 7 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 156 8 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 156 9 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 156 10ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 156 11ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 5 156 12ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 156 13ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 156 14ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 156 15ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 156 16ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 156 17ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 5 157 ism SO: {n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 5 157 1 dws SO: the, Input: [d]
1 2 4 5 157 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 157 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 157 4 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 157 5 ism SO: {{book,{book,n!case}},{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 157 6 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 157 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 157 8 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 157 9 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 5 157 10ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 5 157 11ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 5 157 12ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 157 13ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 157 14ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 157 15ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 157 16ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 5 157 17ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 5 158 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 158 1 dws SO: the, Input: [d]
1 2 4 5 159 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 159 1 dws SO: the, Input: [d]
1 2 4 5 159 2 ism SO: {book,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 159 3 ism SO: {{book,n!case},<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 159 4 ism SO: {book,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 159 5 ism SO: {n!case,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 159 6 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 159 7 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 159 8 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 159 9 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 1510ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 15101 dws SO: the, Input: [d]
1 2 4 5 1511ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 15111 dws SO: the, Input: [d]
1 2 4 5 15112 ism SO: {book,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 5 15113 ism SO: {n!case,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 5 15114 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 15115 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 1512ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 5 15121 dws SO: the, Input: [d]
1 2 4 5 1513ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 5 15131 dws SO: the, Input: [d]
1 2 4 5 16ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 5 161 dws SO: the, Input: [d]
1 2 4 5 161 1 esm SO: {the,d}, Input: []
1 2 4 5 161 2 epm SO: <the,d>, Input: []
1 2 4 5 161 3 epm SO: <d,the>, Input: []
1 2 4 5 17ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 5 171 dws SO: the, Input: [d]
1 2 4 5 171 1 esm SO: {the,d}, Input: []
1 2 4 5 171 2 epm SO: <the,d>, Input: []
1 2 4 5 171 3 epm SO: <d,the>, Input: []
1 2 4 5 172 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 172 1 dws SO: the, Input: [d]
1 2 4 5 172 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 172 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 172 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 172 5 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 172 6 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 172 7 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 172 8 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 5 172 9 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 5 172 10ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 5 172 11ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 172 12ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 5 172 13ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 5 173 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 173 1 dws SO: the, Input: [d]
1 2 4 5 173 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 173 3 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 173 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 173 5 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 173 6 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 173 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 173 8 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 173 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 173 10ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 173 11ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 5 173 12ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 5 173 13ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 5 173 14ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 5 173 15ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 173 16ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 5 173 17ipm SO: <{{book,n!case},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 5 174 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 174 1 dws SO: the, Input: [d]
1 2 4 5 174 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 174 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 174 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 174 5 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 174 6 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 174 7 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 174 8 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 5 174 9 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 5 174 10ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 5 174 11ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 174 12ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 5 174 13ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 5 175 ism SO: {n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 5 175 1 dws SO: the, Input: [d]
1 2 4 5 175 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 175 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 175 4 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 175 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 175 6 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 175 7 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 5 175 8 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 5 175 9 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 5 175 10ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 5 175 11ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 5 175 12ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 5 175 13ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 5 176 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 176 1 dws SO: the, Input: [d]
1 2 4 5 177 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 5 177 1 dws SO: the, Input: [d]
1 2 4 5 177 2 ism SO: {book,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 5 177 3 ism SO: {n!case,<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 5 177 4 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 177 5 ipm SO: <<<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 178 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 5 178 1 dws SO: the, Input: [d]
1 2 4 5 179 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 5 179 1 dws SO: the, Input: [d]
1 2 4 5 18ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 5 181 dws SO: the, Input: [d]
1 2 4 5 181 1 esm SO: {the,d}, Input: []
1 2 4 5 181 2 epm SO: <the,d>, Input: []
1 2 4 5 181 3 epm SO: <d,the>, Input: []
1 2 4 5 19ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 5 191 dws SO: the, Input: [d]
1 2 4 5 191 1 esm SO: {the,d}, Input: []
1 2 4 5 191 2 epm SO: <the,d>, Input: []
1 2 4 5 191 3 epm SO: <d,the>, Input: []
1 2 4 5 192 ism SO: {book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 192 1 dws SO: the, Input: [d]
1 2 4 5 192 2 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 192 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 192 4 ism SO: {book,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 192 5 ism SO: {n!case,{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 192 6 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 5 192 7 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 5 192 8 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 5 192 9 ipm SO: <{book,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 5 193 ism SO: {n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 5 193 1 dws SO: the, Input: [d]
1 2 4 5 193 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 193 3 ism SO: {<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 193 4 ism SO: {book,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 193 5 ism SO: {n!case,{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 5 193 6 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 5 193 7 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 5 193 8 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 5 193 9 ipm SO: <{n!case,<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 5 194 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 5 194 1 dws SO: the, Input: [d]
1 2 4 5 195 ipm SO: <<{{book,n!case},{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 5 195 1 dws SO: the, Input: [d]
1 2 4 5 20ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 5 201 dws SO: the, Input: [d]
1 2 4 5 201 1 esm SO: {the,d}, Input: []
1 2 4 5 201 2 epm SO: <the,d>, Input: []
1 2 4 5 201 3 epm SO: <d,the>, Input: []
1 2 4 5 21ipm SO: <{{book,n!case},{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 4 5 211 dws SO: the, Input: [d]
1 2 4 5 211 1 esm SO: {the,d}, Input: []
1 2 4 5 211 2 epm SO: <the,d>, Input: []
1 2 4 5 211 3 epm SO: <d,the>, Input: []
1 2 4 6 ism SO: {book,{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 4 6 1 dws SO: the, Input: [d]
1 2 4 6 1 1 esm SO: {the,d}, Input: []
1 2 4 6 1 1 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 6 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 6 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 6 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 6 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 6 1 2 epm SO: <the,d>, Input: []
1 2 4 6 1 2 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 6 1 3 epm SO: <d,the>, Input: []
1 2 4 6 1 3 1 uws SO: {book,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 6 2 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 6 2 1 dws SO: the, Input: [d]
1 2 4 6 2 1 1 esm SO: {the,d}, Input: []
1 2 4 6 2 1 2 epm SO: <the,d>, Input: []
1 2 4 6 2 1 3 epm SO: <d,the>, Input: []
1 2 4 6 2 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 1 dws SO: the, Input: [d]
1 2 4 6 2 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 2 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 1 dws SO: the, Input: [d]
1 2 4 6 2 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 2 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 1 dws SO: the, Input: [d]
1 2 4 6 2 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 2 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 1 dws SO: the, Input: [d]
1 2 4 6 2 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 2 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 1 dws SO: the, Input: [d]
1 2 4 6 2 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 2 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 1 dws SO: the, Input: [d]
1 2 4 6 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 2 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 1 dws SO: the, Input: [d]
1 2 4 6 2 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 2 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 1 dws SO: the, Input: [d]
1 2 4 6 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 2 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 2 101 dws SO: the, Input: [d]
1 2 4 6 2 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 2 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 2 111 dws SO: the, Input: [d]
1 2 4 6 2 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 2 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 2 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 2 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 2 121 dws SO: the, Input: [d]
1 2 4 6 2 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 2 131 dws SO: the, Input: [d]
1 2 4 6 2 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 2 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 2 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 2 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 2 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 2 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 2 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 2 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 2 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 2 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 2 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 2 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 2 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 6 2 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 2 141 dws SO: the, Input: [d]
1 2 4 6 2 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 2 151 dws SO: the, Input: [d]
1 2 4 6 2 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 2 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 2 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 2 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 2 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 2 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 2 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 2 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 2 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 2 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 6 2 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 2 161 dws SO: the, Input: [d]
1 2 4 6 2 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 2 171 dws SO: the, Input: [d]
1 2 4 6 2 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 2 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 2 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 2 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 2 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 2 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 2 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 2 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 2 181 dws SO: the, Input: [d]
1 2 4 6 2 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 2 191 dws SO: the, Input: [d]
1 2 4 6 2 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 2 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 2 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 2 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 2 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 2 201 dws SO: the, Input: [d]
1 2 4 6 2 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 2 211 dws SO: the, Input: [d]
1 2 4 6 3 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 6 3 1 dws SO: the, Input: [d]
1 2 4 6 3 1 1 esm SO: {the,d}, Input: []
1 2 4 6 3 1 2 epm SO: <the,d>, Input: []
1 2 4 6 3 1 3 epm SO: <d,the>, Input: []
1 2 4 6 3 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 1 dws SO: the, Input: [d]
1 2 4 6 3 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 9 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 21ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 23ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 25ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 2 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 2 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 2 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 2 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 1 dws SO: the, Input: [d]
1 2 4 6 3 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 3 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 3 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 3 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 3 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 1 dws SO: the, Input: [d]
1 2 4 6 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 7 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 16ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 18ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 20ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 4 24ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 4 25ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 4 26ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 4 27ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 1 dws SO: the, Input: [d]
1 2 4 6 3 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 5 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 5 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 5 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 5 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 1 dws SO: the, Input: [d]
1 2 4 6 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 5 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 14ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 16ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 18ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 21ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 6 22ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 6 23ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 6 24ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 6 25ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 1 dws SO: the, Input: [d]
1 2 4 6 3 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 11ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 12ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 7 20ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 7 21ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 7 22ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 7 23ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 1 dws SO: the, Input: [d]
1 2 4 6 3 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 3 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 11ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 12ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 14ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 16ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 17ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 19ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 8 20ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 8 21ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 8 22ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 8 23ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 1 dws SO: the, Input: [d]
1 2 4 6 3 9 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 11ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 12ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 14ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 16ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 17ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 18ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 19ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 21ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 23ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 25ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 26ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 27ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 9 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 9 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 9 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 9 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 9 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 9 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 9 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 9 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 9 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 9 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 9 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 9 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 9 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 9 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 9 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 9 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 9 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 9 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 9 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 9 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 9 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 9 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 9 50ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 9 51ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 9 52ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 9 53ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 101 dws SO: the, Input: [d]
1 2 4 6 3 102 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 103 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 104 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 105 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 106 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 107 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 108 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 109 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1010ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1011ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1012ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1013ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1014ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1015ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1016ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1017ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1018ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1019ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1020ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1021ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 1022ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1023ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1024ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1025ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1026ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1027ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1028ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1029ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 1030ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1031ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1032ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1033ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1034ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1035ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1036ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1037ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 111 dws SO: the, Input: [d]
1 2 4 6 3 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 119 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1110ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1112ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1113ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1114ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1115ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1116ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1117ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1118ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 121 dws SO: the, Input: [d]
1 2 4 6 3 122 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 123 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 124 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 125 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 126 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 127 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 128 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 129 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1210ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1211ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1212ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1214ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1215ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1216ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1217ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1218ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1219ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1220ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1221ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 1222ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1223ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1224ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1225ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1226ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1227ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1228ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1229ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 1230ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1231ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1232ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1233ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1234ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1235ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1236ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1237ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 13ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 131 dws SO: the, Input: [d]
1 2 4 6 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 137 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 138 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1313ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1314ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1315ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1316ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1318ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1324ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1325ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1326ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1327ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1328ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1329ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 1330ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1331ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1332ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1333ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1334ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1335ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1336ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1337ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 1338ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1339ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1340ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1341ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1342ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1343ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1344ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1345ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 141 dws SO: the, Input: [d]
1 2 4 6 3 142 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 143 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 144 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 145 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 146 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 147 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 148 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 149 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1410ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1411ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1412ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1414ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1416ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1417ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1418ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1419ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1420ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1421ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 1422ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1423ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1424ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1425ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1426ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1427ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1428ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1429ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 1430ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1431ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1432ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1433ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1434ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1435ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1436ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1437ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 15ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 151 dws SO: the, Input: [d]
1 2 4 6 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 153 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 154 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 155 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 156 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 157 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 159 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1511ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1512ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1513ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1514ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1516ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1518ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1520ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1521ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1522ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1523ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1524ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1525ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 1526ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1527ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1528ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1529ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1530ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1531ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1532ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1533ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 1534ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1535ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1536ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1537ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1538ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1539ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1540ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1541ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 161 dws SO: the, Input: [d]
1 2 4 6 3 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 163 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1611ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1612ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1614ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1616ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1617ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1619ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1620ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1621ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 1622ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1623ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 17ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 3 171 dws SO: the, Input: [d]
1 2 4 6 3 172 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 173 ism SO: {{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 174 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 175 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 176 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 177 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 178 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 179 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1710ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1711ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1712ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1714ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1716ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1717ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1718ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1719ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 3 1720ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1721ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 3 1722ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1723ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1724ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1725ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1726ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1727ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1728ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 1729ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 1730ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1731ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 1732ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1733ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1734ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1735ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1736ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 3 1737ipm SO: <{n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 18ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 181 dws SO: the, Input: [d]
1 2 4 6 3 182 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 183 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 184 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 185 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 186 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 187 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 188 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 3 189 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 1810ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 3 1811ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 1812ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 3 1813ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 6 3 19ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 3 191 dws SO: the, Input: [d]
1 2 4 6 3 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 201 dws SO: the, Input: [d]
1 2 4 6 3 202 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 3 203 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 3 204 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 3 205 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 3 206 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 3 207 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 208 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 3 209 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 3 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 3 211 dws SO: the, Input: [d]
1 2 4 6 3 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 221 dws SO: the, Input: [d]
1 2 4 6 3 222 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 3 223 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 3 224 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 3 225 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 3 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 3 231 dws SO: the, Input: [d]
1 2 4 6 3 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 241 dws SO: the, Input: [d]
1 2 4 6 3 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 3 251 dws SO: the, Input: [d]
1 2 4 6 3 252 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 3 253 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 3 254 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 3 255 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 3 256 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 3 257 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 3 258 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 3 259 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 3 2510ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 3 2511ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 2512ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 3 2513ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 2514ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 3 2515ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 2516ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 3 2517ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 6 3 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 3 261 dws SO: the, Input: [d]
1 2 4 6 3 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 3 271 dws SO: the, Input: [d]
1 2 4 6 3 272 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 273 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 274 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 275 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 276 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 277 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 3 278 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 3 279 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 2710ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 3 2711ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 2712ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 3 2713ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 6 3 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 3 281 dws SO: the, Input: [d]
1 2 4 6 3 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 3 291 dws SO: the, Input: [d]
1 2 4 6 3 292 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 3 293 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 3 294 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 3 295 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 3 296 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 3 297 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 298 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 3 299 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 3 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 3 301 dws SO: the, Input: [d]
1 2 4 6 3 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 3 311 dws SO: the, Input: [d]
1 2 4 6 3 312 ism SO: {book,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 3 313 ism SO: {n!case,<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 3 314 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 3 315 ipm SO: <<{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 3 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 3 321 dws SO: the, Input: [d]
1 2 4 6 3 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 3 331 dws SO: the, Input: [d]
1 2 4 6 4 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 6 4 1 dws SO: the, Input: [d]
1 2 4 6 4 1 1 esm SO: {the,d}, Input: []
1 2 4 6 4 1 2 epm SO: <the,d>, Input: []
1 2 4 6 4 1 3 epm SO: <d,the>, Input: []
1 2 4 6 4 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 1 dws SO: the, Input: [d]
1 2 4 6 4 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 4 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 1 dws SO: the, Input: [d]
1 2 4 6 4 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 4 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 1 dws SO: the, Input: [d]
1 2 4 6 4 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 4 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 1 dws SO: the, Input: [d]
1 2 4 6 4 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 4 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 1 dws SO: the, Input: [d]
1 2 4 6 4 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 4 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 1 dws SO: the, Input: [d]
1 2 4 6 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 4 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 1 dws SO: the, Input: [d]
1 2 4 6 4 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 4 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 1 dws SO: the, Input: [d]
1 2 4 6 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 4 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 4 101 dws SO: the, Input: [d]
1 2 4 6 4 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 4 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 4 111 dws SO: the, Input: [d]
1 2 4 6 4 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 4 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 4 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 4 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 4 121 dws SO: the, Input: [d]
1 2 4 6 4 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 4 131 dws SO: the, Input: [d]
1 2 4 6 4 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 4 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 4 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 4 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 4 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 4 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 4 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 4 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 4 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 4 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 4 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 4 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 4 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 6 4 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 4 141 dws SO: the, Input: [d]
1 2 4 6 4 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 4 151 dws SO: the, Input: [d]
1 2 4 6 4 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 4 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 4 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 4 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 4 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 4 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 4 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 4 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 4 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 4 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 6 4 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 4 161 dws SO: the, Input: [d]
1 2 4 6 4 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 4 171 dws SO: the, Input: [d]
1 2 4 6 4 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 4 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 4 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 4 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 4 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 4 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 4 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 4 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 4 181 dws SO: the, Input: [d]
1 2 4 6 4 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 4 191 dws SO: the, Input: [d]
1 2 4 6 4 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 4 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 4 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 4 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 4 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 4 201 dws SO: the, Input: [d]
1 2 4 6 4 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 4 211 dws SO: the, Input: [d]
1 2 4 6 5 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 6 5 1 dws SO: the, Input: [d]
1 2 4 6 5 1 1 esm SO: {the,d}, Input: []
1 2 4 6 5 1 2 epm SO: <the,d>, Input: []
1 2 4 6 5 1 3 epm SO: <d,the>, Input: []
1 2 4 6 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 1 dws SO: the, Input: [d]
1 2 4 6 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 7 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 1 dws SO: the, Input: [d]
1 2 4 6 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 3 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 3 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 3 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 3 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 3 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 3 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 1 dws SO: the, Input: [d]
1 2 4 6 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 5 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 14ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 1 dws SO: the, Input: [d]
1 2 4 6 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 5 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 5 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 5 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 5 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 5 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 5 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 1 dws SO: the, Input: [d]
1 2 4 6 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 9 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 12ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 1 dws SO: the, Input: [d]
1 2 4 6 5 7 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 11ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 12ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 14ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 15ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 16ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 17ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 21ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 23ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 24ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 25ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 7 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 7 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 7 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 7 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 7 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 7 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 7 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 7 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 7 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 7 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 7 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 7 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 7 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 7 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 7 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 7 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 7 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 7 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 7 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 7 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 7 46ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 7 47ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 7 48ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 7 49ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 1 dws SO: the, Input: [d]
1 2 4 6 5 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 3 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 9 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 12ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 14ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 16ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 8 18ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 8 19ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 8 30ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 8 31ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 8 32ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 8 33ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 9 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 1 dws SO: the, Input: [d]
1 2 4 6 5 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 9 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 10ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 101 dws SO: the, Input: [d]
1 2 4 6 5 102 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 103 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 104 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 105 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 106 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 107 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 108 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 109 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1010ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1012ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1013ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1014ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1015ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1016ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1017ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1018ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1019ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 1020ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1021ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1022ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1023ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1024ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 1025ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 1026ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1027ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 1028ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1029ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1030ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1031ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1032ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1033ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 111 dws SO: the, Input: [d]
1 2 4 6 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 117 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1113ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1114ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1116ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 121 dws SO: the, Input: [d]
1 2 4 6 5 122 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 123 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 125 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 127 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 129 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1210ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1212ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1214ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1216ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1218ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1219ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 1220ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1221ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1222ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1223ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1224ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 1225ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 1226ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1227ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 1228ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1229ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1230ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1231ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1232ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1233ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 131 dws SO: the, Input: [d]
1 2 4 6 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 135 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1311ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1312ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1314ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 141 dws SO: the, Input: [d]
1 2 4 6 5 142 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 143 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 145 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 147 ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 149 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1410ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1412ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1414ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1416ism SO: {book,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1418ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1419ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 1420ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1421ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1422ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1423ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1424ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 1425ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 1426ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1427ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 1428ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1429ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1430ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1431ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1432ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1433ipm SO: <{book,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 15ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 5 151 dws SO: the, Input: [d]
1 2 4 6 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 153 ism SO: {{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 159 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1510ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1512ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 16ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 161 dws SO: the, Input: [d]
1 2 4 6 5 162 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 5 164 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 5 165 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 5 166 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 5 167 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 168 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 5 169 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 5 17ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 5 171 dws SO: the, Input: [d]
1 2 4 6 5 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 181 dws SO: the, Input: [d]
1 2 4 6 5 182 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 5 183 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 5 184 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 5 185 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 5 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 5 191 dws SO: the, Input: [d]
1 2 4 6 5 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 201 dws SO: the, Input: [d]
1 2 4 6 5 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 5 211 dws SO: the, Input: [d]
1 2 4 6 5 212 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 5 213 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 5 214 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 5 216 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 5 218 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 5 219 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 5 2110ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 5 2111ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 2112ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 5 2113ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 2114ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 5 2115ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 2116ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 5 2117ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 6 5 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 5 221 dws SO: the, Input: [d]
1 2 4 6 5 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 5 231 dws SO: the, Input: [d]
1 2 4 6 5 232 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 5 234 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 5 236 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 5 237 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 5 238 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 5 239 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 2310ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 5 2311ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 2312ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 5 2313ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 6 5 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 5 241 dws SO: the, Input: [d]
1 2 4 6 5 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 5 251 dws SO: the, Input: [d]
1 2 4 6 5 252 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 5 254 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 5 255 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 5 256 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 5 257 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 258 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 5 259 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 5 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 5 261 dws SO: the, Input: [d]
1 2 4 6 5 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 5 271 dws SO: the, Input: [d]
1 2 4 6 5 272 ism SO: {book,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 5 273 ism SO: {n!case,<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 5 274 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 5 275 ipm SO: <<{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 5 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 5 281 dws SO: the, Input: [d]
1 2 4 6 5 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 5 291 dws SO: the, Input: [d]
1 2 4 6 6 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 6 6 1 dws SO: the, Input: [d]
1 2 4 6 6 1 1 esm SO: {the,d}, Input: []
1 2 4 6 6 1 2 epm SO: <the,d>, Input: []
1 2 4 6 6 1 3 epm SO: <d,the>, Input: []
1 2 4 6 6 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 1 dws SO: the, Input: [d]
1 2 4 6 6 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 6 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 1 dws SO: the, Input: [d]
1 2 4 6 6 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 6 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 1 dws SO: the, Input: [d]
1 2 4 6 6 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 6 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 1 dws SO: the, Input: [d]
1 2 4 6 6 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 6 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 1 dws SO: the, Input: [d]
1 2 4 6 6 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 6 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 1 dws SO: the, Input: [d]
1 2 4 6 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 6 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 1 dws SO: the, Input: [d]
1 2 4 6 6 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 6 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 1 dws SO: the, Input: [d]
1 2 4 6 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 6 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 6 101 dws SO: the, Input: [d]
1 2 4 6 6 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 6 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 6 111 dws SO: the, Input: [d]
1 2 4 6 6 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 6 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 6 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 6 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 6 121 dws SO: the, Input: [d]
1 2 4 6 6 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 6 131 dws SO: the, Input: [d]
1 2 4 6 6 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 6 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 6 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 6 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 6 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 6 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 6 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 6 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 6 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 6 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 6 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 6 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 6 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 6 6 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 6 141 dws SO: the, Input: [d]
1 2 4 6 6 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 6 151 dws SO: the, Input: [d]
1 2 4 6 6 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 6 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 6 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 6 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 6 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 6 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 6 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 6 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 6 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 6 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 6 6 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 6 161 dws SO: the, Input: [d]
1 2 4 6 6 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 6 171 dws SO: the, Input: [d]
1 2 4 6 6 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 6 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 6 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 6 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 6 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 6 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 6 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 6 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 6 181 dws SO: the, Input: [d]
1 2 4 6 6 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 6 191 dws SO: the, Input: [d]
1 2 4 6 6 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 6 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 6 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 6 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 6 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 6 201 dws SO: the, Input: [d]
1 2 4 6 6 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 6 211 dws SO: the, Input: [d]
1 2 4 6 7 ism SO: {{book,n!case},{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 6 7 1 dws SO: the, Input: [d]
1 2 4 6 7 1 1 esm SO: {the,d}, Input: []
1 2 4 6 7 1 2 epm SO: <the,d>, Input: []
1 2 4 6 7 1 3 epm SO: <d,the>, Input: []
1 2 4 6 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 1 dws SO: the, Input: [d]
1 2 4 6 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 5 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 1 dws SO: the, Input: [d]
1 2 4 6 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 3 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 3 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 3 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 3 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 3 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 3 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 3 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 3 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 3 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 3 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 3 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 3 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 3 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 3 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 1 dws SO: the, Input: [d]
1 2 4 6 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 7 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 10ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 12ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 5 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 1 dws SO: the, Input: [d]
1 2 4 6 7 5 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 11ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 12ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 13ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 14ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 15ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 19ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 21ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 22ism SO: {book,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 23ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 5 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 5 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 5 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 5 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 5 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 5 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 5 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 5 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 5 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 5 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 5 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 5 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 5 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 5 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 5 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 5 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 5 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 5 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 5 42ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 5 43ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 5 44ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 5 45ipm SO: <{{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 1 dws SO: the, Input: [d]
1 2 4 6 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 6 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 6 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 6 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 6 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 6 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 6 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 6 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 6 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 6 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 6 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 6 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 6 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 6 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 6 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 7 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 1 dws SO: the, Input: [d]
1 2 4 6 7 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 9 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 14ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 7 22ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 7 23ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 7 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 7 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 7 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 7 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 7 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 7 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 7 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 7 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 7 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 7 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 7 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 7 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 7 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 7 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 7 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 7 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 7 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 7 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 1 dws SO: the, Input: [d]
1 2 4 6 7 8 2 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 3 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 5 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 7 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 8 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 10ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 12ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 14ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 8 16ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 8 17ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 8 18ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 8 19ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 8 20ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 8 21ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 8 22ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 8 23ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 8 24ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 8 25ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 8 26ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 8 27ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 8 28ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 8 29ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 1 dws SO: the, Input: [d]
1 2 4 6 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 7 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 12ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 101 dws SO: the, Input: [d]
1 2 4 6 7 102 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 103 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 105 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 106 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 107 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 108 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 109 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1010ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1012ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1014ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1015ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1016ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1017ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 1018ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 1019ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1020ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 1021ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 1022ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1023ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 1024ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1025ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 1026ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1027ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 1028ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1029ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 11ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 111 dws SO: the, Input: [d]
1 2 4 6 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 115 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 119 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 121 dws SO: the, Input: [d]
1 2 4 6 7 122 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 123 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 125 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 127 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 128 ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 129 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1210ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1212ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1214ism SO: {book,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1216ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1217ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 1218ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 1219ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1220ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 1221ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 1222ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1223ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 1224ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1225ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 1226ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1227ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 1228ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1229ipm SO: <{book,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 13ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 7 131 dws SO: the, Input: [d]
1 2 4 6 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 133 ism SO: {{{book,n!case},{book,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 137 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1310ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1312ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 7 1316ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 1317ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{{book,n!case},{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 7 1318ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 1319ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1320ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 1321ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 1322ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1323ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 1324ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1325ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 1326ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1327ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 1328ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 7 1329ipm SO: <{n!case,{{book,n!case},{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 14ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 141 dws SO: the, Input: [d]
1 2 4 6 7 142 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 7 143 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 7 144 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 7 145 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 7 15ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 7 151 dws SO: the, Input: [d]
1 2 4 6 7 16ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 161 dws SO: the, Input: [d]
1 2 4 6 7 17ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 7 171 dws SO: the, Input: [d]
1 2 4 6 7 172 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 7 173 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 7 174 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 7 176 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 7 178 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 7 179 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 7 1710ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 7 1711ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 1712ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 7 1713ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 1714ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 7 1715ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 1716ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 7 1717ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 6 7 18ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 7 181 dws SO: the, Input: [d]
1 2 4 6 7 19ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 7 191 dws SO: the, Input: [d]
1 2 4 6 7 192 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 7 194 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 7 196 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 7 197 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 7 198 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 7 199 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 1910ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 7 1911ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 1912ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 7 1913ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 6 7 20ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 7 201 dws SO: the, Input: [d]
1 2 4 6 7 21ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 7 211 dws SO: the, Input: [d]
1 2 4 6 7 212 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 7 214 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 7 215 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 7 216 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 7 217 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 218 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 7 219 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 7 22ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 7 221 dws SO: the, Input: [d]
1 2 4 6 7 23ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 7 231 dws SO: the, Input: [d]
1 2 4 6 7 232 ism SO: {book,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 7 233 ism SO: {n!case,<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 7 234 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 7 235 ipm SO: <<{{book,n!case},{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 7 24ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 7 241 dws SO: the, Input: [d]
1 2 4 6 7 25ipm SO: <{{book,n!case},{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 7 251 dws SO: the, Input: [d]
1 2 4 6 8 ism SO: {book,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 6 8 1 dws SO: the, Input: [d]
1 2 4 6 8 1 1 esm SO: {the,d}, Input: []
1 2 4 6 8 1 2 epm SO: <the,d>, Input: []
1 2 4 6 8 1 3 epm SO: <d,the>, Input: []
1 2 4 6 8 2 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 1 dws SO: the, Input: [d]
1 2 4 6 8 2 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 2 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 2 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 8 2 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 2 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 2 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 2 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 2 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 2 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 2 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 2 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 2 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 2 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 3 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 1 dws SO: the, Input: [d]
1 2 4 6 8 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 11ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 12ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 8 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 4 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 1 dws SO: the, Input: [d]
1 2 4 6 8 4 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 4 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 4 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 8 4 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 4 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 4 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 4 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 4 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 4 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 4 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 4 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 4 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 4 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 5 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 1 dws SO: the, Input: [d]
1 2 4 6 8 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 9 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 12ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 8 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 6 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 1 dws SO: the, Input: [d]
1 2 4 6 8 6 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 6 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 6 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 8 6 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 6 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 6 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 6 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 6 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 6 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 6 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 6 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 6 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 6 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 7 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 1 dws SO: the, Input: [d]
1 2 4 6 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 7 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 12ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 8 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 8 ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 1 dws SO: the, Input: [d]
1 2 4 6 8 8 2 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 3 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 4 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 6 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 8 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 10ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 11ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 12ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 13ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 8 14ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 8 15ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 8 8 16ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 8 17ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 8 18ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 8 19ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 8 20ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 8 21ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 8 22ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 8 23ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 8 24ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 8 25ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 9 ism SO: {{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 1 dws SO: the, Input: [d]
1 2 4 6 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 5 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 12ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 9 16ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 9 17ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 9 18ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 9 19ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 8 9 20ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 9 21ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 9 22ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 9 23ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 9 24ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 9 25ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 9 26ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 9 27ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 9 28ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 9 29ipm SO: <{{book,n!case},{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 10ism SO: {book,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 8 101 dws SO: the, Input: [d]
1 2 4 6 8 102 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 103 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 104 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 106 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 108 ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 1010ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 1011ism SO: {{book,n!case},{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 1012ism SO: {book,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 1013ism SO: {n!case,{book,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 1014ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 1015ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 8 1016ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 1017ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 1018ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 1019ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 1020ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 1021ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 1022ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 1023ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 1024ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 1025ipm SO: <{book,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 11ism SO: {n!case,{book,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 8 111 dws SO: the, Input: [d]
1 2 4 6 8 112 ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 113 ism SO: {{book,{book,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 114 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 116 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 118 ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 1110ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 1112ism SO: {book,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 1113ism SO: {n!case,{n!case,{book,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 8 1114ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 1115ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 8 1116ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 1117ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 1118ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 1119ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 1120ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 1121ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 1122ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 1123ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 1124ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 8 1125ipm SO: <{n!case,{book,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 12ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 8 121 dws SO: the, Input: [d]
1 2 4 6 8 13ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 8 131 dws SO: the, Input: [d]
1 2 4 6 8 132 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 8 133 ism SO: {{book,{book,{book,n!case}}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 8 134 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 8 135 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 8 136 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 8 137 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 8 138 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 8 139 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 8 1310ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 8 1311ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 1312ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 8 1313ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 1314ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 8 1315ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 1316ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 8 1317ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 6 8 14ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 8 141 dws SO: the, Input: [d]
1 2 4 6 8 15ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 8 151 dws SO: the, Input: [d]
1 2 4 6 8 152 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 8 153 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 8 154 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 8 155 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 8 156 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 8 157 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 8 158 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 8 159 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 1510ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 8 1511ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 1512ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 8 1513ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 6 8 16ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 8 161 dws SO: the, Input: [d]
1 2 4 6 8 17ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 8 171 dws SO: the, Input: [d]
1 2 4 6 8 172 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 8 173 ism SO: {{book,n!case},<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 8 174 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 8 175 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 8 176 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 8 177 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 178 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 8 179 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 8 18ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 8 181 dws SO: the, Input: [d]
1 2 4 6 8 19ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 8 191 dws SO: the, Input: [d]
1 2 4 6 8 192 ism SO: {book,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 8 193 ism SO: {n!case,<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 8 194 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 8 195 ipm SO: <<{book,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 8 20ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 8 201 dws SO: the, Input: [d]
1 2 4 6 8 21ipm SO: <{book,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 8 211 dws SO: the, Input: [d]
1 2 4 6 9 ism SO: {n!case,{book,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 6 9 1 dws SO: the, Input: [d]
1 2 4 6 9 1 1 esm SO: {the,d}, Input: []
1 2 4 6 9 1 2 epm SO: <the,d>, Input: []
1 2 4 6 9 1 3 epm SO: <d,the>, Input: []
1 2 4 6 9 2 ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 1 dws SO: the, Input: [d]
1 2 4 6 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 5 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 10ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 12ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 2 14ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 2 15ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 9 2 16ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 2 17ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 2 18ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 2 19ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 2 20ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 2 21ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 2 22ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 2 23ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 2 24ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 2 25ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 3 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 1 dws SO: the, Input: [d]
1 2 4 6 9 3 2 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 3 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 4 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 5 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 6 ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 7 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 8 ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 9 ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 10ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 11ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 12ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 13ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 14ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 16ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 17ism SO: {{book,{book,n!case}},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 18ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 19ism SO: {{book,n!case},{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 20ism SO: {book,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 21ism SO: {n!case,{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 3 22ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 3 23ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 3 24ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 3 25ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 3 26ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 3 27ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 3 28ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 3 29ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 3 30ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 3 31ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 9 3 32ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 3 33ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 3 34ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 3 35ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 3 36ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 3 37ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 3 38ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 3 39ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 3 40ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 3 41ipm SO: <{{book,{book,{book,{book,n!case}}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 4 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 1 dws SO: the, Input: [d]
1 2 4 6 9 4 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 4 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 4 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 9 4 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 4 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 4 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 4 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 4 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 4 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 4 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 4 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 4 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 4 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 5 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 1 dws SO: the, Input: [d]
1 2 4 6 9 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 9 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 11ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 12ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 5 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 5 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 5 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 5 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 5 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 5 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 5 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 5 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 9 5 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 5 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 5 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 5 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 5 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 5 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 5 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 5 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 5 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 5 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 6 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 1 dws SO: the, Input: [d]
1 2 4 6 9 6 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 6 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 6 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 9 6 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 6 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 6 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 6 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 6 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 6 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 6 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 6 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 6 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 6 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 7 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 1 dws SO: the, Input: [d]
1 2 4 6 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 7 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 9 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 12ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 8 ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 1 dws SO: the, Input: [d]
1 2 4 6 9 8 2 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 3 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 5 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 6 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 8 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 10ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 12ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 13ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 8 14ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 8 15ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 9 8 16ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 8 17ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 8 18ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 8 19ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 8 20ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 8 21ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 8 22ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 8 23ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 8 24ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 8 25ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 9 ism SO: {{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 1 dws SO: the, Input: [d]
1 2 4 6 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 5 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 7 ism SO: {{book,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 12ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 10ism SO: {book,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 9 101 dws SO: the, Input: [d]
1 2 4 6 9 102 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 103 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 104 ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 105 ism SO: {{book,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 106 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 107 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 108 ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 1010ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 1012ism SO: {book,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 1013ism SO: {n!case,{book,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 1014ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 1015ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 9 1016ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 1017ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 1018ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 1019ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 1020ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 1021ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 1022ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 1023ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 1024ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 1025ipm SO: <{book,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 11ism SO: {n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 6 9 111 dws SO: the, Input: [d]
1 2 4 6 9 112 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 113 ism SO: {{n!case,{book,{book,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 114 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 115 ism SO: {{book,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 116 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 118 ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 1110ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 1112ism SO: {book,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 1113ism SO: {n!case,{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 6 9 1114ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 1115ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 6 9 1116ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 1117ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 1118ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 1119ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 1120ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 1121ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 1122ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 1123ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 1124ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 6 9 1125ipm SO: <{n!case,{n!case,{book,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 12ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 121 dws SO: the, Input: [d]
1 2 4 6 9 13ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 6 9 131 dws SO: the, Input: [d]
1 2 4 6 9 132 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 9 133 ism SO: {{book,{book,{book,n!case}}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 9 134 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 9 135 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 9 136 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 9 137 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 9 138 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 9 139 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 6 9 1310ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 9 1311ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 1312ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 9 1313ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 1314ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 9 1315ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 1316ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 6 9 1317ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 6 9 14ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 9 141 dws SO: the, Input: [d]
1 2 4 6 9 15ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 9 151 dws SO: the, Input: [d]
1 2 4 6 9 152 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 9 153 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 9 154 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 9 155 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 9 156 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 9 157 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 9 158 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 9 159 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 1510ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 9 1511ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 1512ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 9 1513ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 6 9 16ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 9 161 dws SO: the, Input: [d]
1 2 4 6 9 17ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 9 171 dws SO: the, Input: [d]
1 2 4 6 9 172 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 9 173 ism SO: {{book,n!case},<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 9 174 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 9 175 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 9 176 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 9 177 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 178 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 9 179 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 9 18ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 9 181 dws SO: the, Input: [d]
1 2 4 6 9 19ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 9 191 dws SO: the, Input: [d]
1 2 4 6 9 192 ism SO: {book,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 9 193 ism SO: {n!case,<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 9 194 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 9 195 ipm SO: <<{n!case,{book,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 9 20ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 6 9 201 dws SO: the, Input: [d]
1 2 4 6 9 21ipm SO: <{n!case,{book,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 6 9 211 dws SO: the, Input: [d]
1 2 4 6 10ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 6 101 dws SO: the, Input: [d]
1 2 4 6 101 1 esm SO: {the,d}, Input: []
1 2 4 6 101 2 epm SO: <the,d>, Input: []
1 2 4 6 101 3 epm SO: <d,the>, Input: []
1 2 4 6 11ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 6 111 dws SO: the, Input: [d]
1 2 4 6 111 1 esm SO: {the,d}, Input: []
1 2 4 6 111 2 epm SO: <the,d>, Input: []
1 2 4 6 111 3 epm SO: <d,the>, Input: []
1 2 4 6 112 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 112 1 dws SO: the, Input: [d]
1 2 4 6 112 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 112 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 112 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 112 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 112 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 112 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 112 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 112 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 112 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 112 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 6 112 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 112 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 112 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 112 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 112 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 112 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 6 113 ism SO: {{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 113 1 dws SO: the, Input: [d]
1 2 4 6 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 3 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 5 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 6 ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 7 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 8 ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 10ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 12ism SO: {book,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 13ism SO: {n!case,{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 113 14ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 113 15ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 113 16ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 113 17ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 113 18ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 6 113 19ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 6 113 20ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 113 21ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 113 22ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 113 23ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 113 24ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 113 25ipm SO: <{{book,{book,n!case}},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 6 114 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 114 1 dws SO: the, Input: [d]
1 2 4 6 114 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 114 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 114 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 114 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 114 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 114 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 114 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 114 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 114 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 114 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 6 114 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 114 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 114 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 114 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 114 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 114 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 6 115 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 115 1 dws SO: the, Input: [d]
1 2 4 6 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 115 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 115 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 115 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 115 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 115 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 115 10ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 115 11ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 115 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 115 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 115 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 6 115 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 6 115 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 115 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 115 18ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 115 19ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 115 20ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 115 21ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 6 116 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 116 1 dws SO: the, Input: [d]
1 2 4 6 116 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 116 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 116 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 116 5 ism SO: {{book,{book,n!case}},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 116 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 116 7 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 116 8 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 116 9 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 116 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 116 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 6 116 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 116 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 116 14ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 116 15ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 116 16ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 116 17ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 6 117 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 6 117 1 dws SO: the, Input: [d]
1 2 4 6 117 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 117 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 117 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 117 5 ism SO: {{book,{book,n!case}},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 117 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 117 7 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 117 8 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 117 9 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 6 117 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 6 117 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 6 117 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 117 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 117 14ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 117 15ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 117 16ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 6 117 17ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 6 118 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 118 1 dws SO: the, Input: [d]
1 2 4 6 119 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 119 1 dws SO: the, Input: [d]
1 2 4 6 119 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 119 3 ism SO: {{book,n!case},<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 119 4 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 119 5 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 119 6 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 119 7 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 119 8 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 119 9 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 1110ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 11101 dws SO: the, Input: [d]
1 2 4 6 1111ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 11111 dws SO: the, Input: [d]
1 2 4 6 11112 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 6 11113 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 6 11114 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 11115 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 1112ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 6 11121 dws SO: the, Input: [d]
1 2 4 6 1113ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 6 11131 dws SO: the, Input: [d]
1 2 4 6 12ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 6 121 dws SO: the, Input: [d]
1 2 4 6 121 1 esm SO: {the,d}, Input: []
1 2 4 6 121 2 epm SO: <the,d>, Input: []
1 2 4 6 121 3 epm SO: <d,the>, Input: []
1 2 4 6 13ipm SO: <{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 6 131 dws SO: the, Input: [d]
1 2 4 6 131 1 esm SO: {the,d}, Input: []
1 2 4 6 131 2 epm SO: <the,d>, Input: []
1 2 4 6 131 3 epm SO: <d,the>, Input: []
1 2 4 6 132 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 132 1 dws SO: the, Input: [d]
1 2 4 6 132 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 132 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 132 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 132 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 132 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 132 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 132 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 6 132 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 6 132 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 6 132 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 132 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 6 132 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 6 133 ism SO: {{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 133 1 dws SO: the, Input: [d]
1 2 4 6 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 133 3 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 133 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 133 5 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 133 6 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 133 8 ism SO: {book,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 133 9 ism SO: {n!case,{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 133 10ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 133 11ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 6 133 12ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 6 133 13ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 6 133 14ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 6 133 15ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 133 16ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 6 133 17ipm SO: <{{book,n!case},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 6 134 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 134 1 dws SO: the, Input: [d]
1 2 4 6 134 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 134 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 134 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 134 5 ism SO: {{book,n!case},{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 134 6 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 134 7 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 134 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 6 134 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 6 134 10ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 6 134 11ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 134 12ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 6 134 13ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 6 135 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 6 135 1 dws SO: the, Input: [d]
1 2 4 6 135 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 135 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 135 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 135 5 ism SO: {{book,n!case},{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 135 6 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 135 7 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 6 135 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 6 135 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 6 135 10ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 6 135 11ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 6 135 12ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 6 135 13ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 6 136 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 136 1 dws SO: the, Input: [d]
1 2 4 6 137 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 6 137 1 dws SO: the, Input: [d]
1 2 4 6 137 2 ism SO: {book,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 6 137 3 ism SO: {n!case,<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 6 137 4 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 137 5 ipm SO: <<<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 138 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 6 138 1 dws SO: the, Input: [d]
1 2 4 6 139 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 6 139 1 dws SO: the, Input: [d]
1 2 4 6 14ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 6 141 dws SO: the, Input: [d]
1 2 4 6 141 1 esm SO: {the,d}, Input: []
1 2 4 6 141 2 epm SO: <the,d>, Input: []
1 2 4 6 141 3 epm SO: <d,the>, Input: []
1 2 4 6 15ipm SO: <{book,{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 6 151 dws SO: the, Input: [d]
1 2 4 6 151 1 esm SO: {the,d}, Input: []
1 2 4 6 151 2 epm SO: <the,d>, Input: []
1 2 4 6 151 3 epm SO: <d,the>, Input: []
1 2 4 6 152 ism SO: {book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 152 1 dws SO: the, Input: [d]
1 2 4 6 152 2 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 6 152 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 6 152 4 ism SO: {book,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 6 152 5 ism SO: {n!case,{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 6 152 6 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 6 152 7 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 6 152 8 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 6 152 9 ipm SO: <{book,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 6 153 ism SO: {n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 6 153 1 dws SO: the, Input: [d]
1 2 4 6 153 2 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 6 153 3 ism SO: {<{book,{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 6 153 4 ism SO: {book,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 6 153 5 ism SO: {n!case,{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 6 153 6 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 6 153 7 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},<{book,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 6 153 8 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 6 153 9 ipm SO: <{n!case,<{book,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 6 154 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 6 154 1 dws SO: the, Input: [d]
1 2 4 6 155 ipm SO: <<{book,{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 6 155 1 dws SO: the, Input: [d]
1 2 4 6 16ipm SO: <{book,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 6 161 dws SO: the, Input: [d]
1 2 4 6 161 1 esm SO: {the,d}, Input: []
1 2 4 6 161 2 epm SO: <the,d>, Input: []
1 2 4 6 161 3 epm SO: <d,the>, Input: []
1 2 4 6 17ipm SO: <{book,{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 4 6 171 dws SO: the, Input: [d]
1 2 4 6 171 1 esm SO: {the,d}, Input: []
1 2 4 6 171 2 epm SO: <the,d>, Input: []
1 2 4 6 171 3 epm SO: <d,the>, Input: []
1 2 4 7 ism SO: {n!case,{book,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 4 7 1 dws SO: the, Input: [d]
1 2 4 7 1 1 esm SO: {the,d}, Input: []
1 2 4 7 1 1 1 uws SO: {n!case,{book,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 4 7 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 7 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 7 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 7 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 7 1 2 epm SO: <the,d>, Input: []
1 2 4 7 1 2 1 uws SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 4 7 1 3 epm SO: <d,the>, Input: []
1 2 4 7 1 3 1 uws SO: {n!case,{book,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 4 7 2 ism SO: {n!case,{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 7 2 1 dws SO: the, Input: [d]
1 2 4 7 2 1 1 esm SO: {the,d}, Input: []
1 2 4 7 2 1 2 epm SO: <the,d>, Input: []
1 2 4 7 2 1 3 epm SO: <d,the>, Input: []
1 2 4 7 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 1 dws SO: the, Input: [d]
1 2 4 7 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 2 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 2 22ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 2 23ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 2 24ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 2 25ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 3 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 1 dws SO: the, Input: [d]
1 2 4 7 2 3 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 11ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 12ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 15ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 16ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 19ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 21ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 3 22ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 3 23ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 3 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 3 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 3 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 3 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 3 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 3 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 3 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 3 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 2 3 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 3 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 3 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 3 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 3 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 3 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 3 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 3 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 3 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 3 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 1 dws SO: the, Input: [d]
1 2 4 7 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 2 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 4 22ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 4 23ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 4 24ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 4 25ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 5 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 1 dws SO: the, Input: [d]
1 2 4 7 2 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 9 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 5 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 5 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 5 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 5 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 5 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 5 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 5 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 5 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 2 5 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 5 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 5 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 5 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 5 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 5 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 5 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 5 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 5 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 5 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 1 dws SO: the, Input: [d]
1 2 4 7 2 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 10ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 12ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 13ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 6 14ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 6 15ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 2 6 16ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 6 17ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 6 18ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 6 19ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 6 20ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 6 21ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 6 22ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 6 23ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 6 24ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 6 25ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 7 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 1 dws SO: the, Input: [d]
1 2 4 7 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 7 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 12ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 7 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 7 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 7 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 7 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 7 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 7 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 2 7 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 7 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 7 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 7 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 7 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 7 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 7 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 7 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 7 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 7 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 1 dws SO: the, Input: [d]
1 2 4 7 2 8 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 10ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 12ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 13ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 8 14ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 8 15ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 2 8 16ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 8 17ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 8 18ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 8 19ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 8 20ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 8 21ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 8 22ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 8 23ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 8 24ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 8 25ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 9 ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 1 dws SO: the, Input: [d]
1 2 4 7 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 5 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 12ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 10ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 2 101 dws SO: the, Input: [d]
1 2 4 7 2 102 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 103 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 104 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 105 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 106 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 107 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 108 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 109 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 1010ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 1012ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 1013ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 1014ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 1015ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 2 1016ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 1017ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 1018ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 1019ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 1020ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 1021ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 1022ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 1023ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 1024ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 1025ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 11ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 2 111 dws SO: the, Input: [d]
1 2 4 7 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 113 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 115 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 118 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 1110ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 1112ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 2 1114ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 1115ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 2 1116ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 1117ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 1118ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 1119ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 1120ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 1121ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 1122ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 1123ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 1124ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 2 1125ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 12ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 121 dws SO: the, Input: [d]
1 2 4 7 2 13ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 2 131 dws SO: the, Input: [d]
1 2 4 7 2 132 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 2 133 ism SO: {{book,{book,{book,n!case}}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 2 134 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 2 135 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 2 136 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 2 138 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 2 139 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 2 1310ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 2 1311ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 1312ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 2 1313ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 1314ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 2 1315ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 1316ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 2 1317ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 2 14ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 141 dws SO: the, Input: [d]
1 2 4 7 2 15ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 2 151 dws SO: the, Input: [d]
1 2 4 7 2 152 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 2 153 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 2 154 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 2 156 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 2 157 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 2 158 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 2 159 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 1510ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 2 1511ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 1512ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 2 1513ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 7 2 16ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 2 161 dws SO: the, Input: [d]
1 2 4 7 2 17ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 2 171 dws SO: the, Input: [d]
1 2 4 7 2 172 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 2 174 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 2 175 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 2 176 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 2 177 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 178 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 2 179 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 2 18ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 2 181 dws SO: the, Input: [d]
1 2 4 7 2 19ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 2 191 dws SO: the, Input: [d]
1 2 4 7 2 192 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 2 193 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 2 194 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 2 195 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 2 20ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 2 201 dws SO: the, Input: [d]
1 2 4 7 2 21ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 2 211 dws SO: the, Input: [d]
1 2 4 7 3 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 7 3 1 dws SO: the, Input: [d]
1 2 4 7 3 1 1 esm SO: {the,d}, Input: []
1 2 4 7 3 1 2 epm SO: <the,d>, Input: []
1 2 4 7 3 1 3 epm SO: <d,the>, Input: []
1 2 4 7 3 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 1 dws SO: the, Input: [d]
1 2 4 7 3 2 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 9 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 10ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 12ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 14ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 15ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 17ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 18ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 19ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 21ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 23ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 24ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 25ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 2 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 2 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 2 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 2 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 2 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 2 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 2 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 2 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 2 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 2 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 2 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 2 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 2 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 2 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 2 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 2 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 2 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 2 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 2 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 2 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 2 46ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 2 47ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 2 48ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 2 49ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 1 dws SO: the, Input: [d]
1 2 4 7 3 3 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 3 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 12ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 3 20ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 3 21ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 3 22ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 3 23ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 3 24ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 3 25ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 3 26ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 3 27ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 3 28ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 3 29ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 3 30ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 3 31ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 3 32ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 3 33ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 3 34ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 3 35ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 3 36ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 3 37ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 1 dws SO: the, Input: [d]
1 2 4 7 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 7 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 8 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 11ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 13ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 15ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 18ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 20ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 22ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 4 24ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 4 25ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 4 26ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 4 27ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 4 28ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 4 29ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 4 30ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 4 31ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 4 32ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 4 33ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 4 34ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 4 35ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 4 36ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 4 37ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 4 38ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 4 39ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 4 40ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 4 41ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 4 42ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 4 43ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 4 44ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 4 45ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 1 dws SO: the, Input: [d]
1 2 4 7 3 5 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 3 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 12ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 5 20ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 5 21ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 5 22ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 5 23ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 5 24ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 5 25ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 5 26ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 5 27ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 5 28ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 5 29ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 5 30ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 5 31ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 5 32ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 5 33ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 5 34ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 5 35ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 5 36ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 5 37ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 1 dws SO: the, Input: [d]
1 2 4 7 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 3 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 5 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 6 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 7 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 9 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 11ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 12ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 14ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 15ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 16ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 18ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 20ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 21ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 6 22ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 6 23ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 6 24ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 6 25ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 6 26ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 6 27ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 6 28ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 6 29ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 6 30ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 6 31ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 6 32ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 6 33ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 6 34ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 6 35ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 6 36ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 6 37ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 6 38ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 6 39ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 6 40ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 6 41ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 1 dws SO: the, Input: [d]
1 2 4 7 3 7 2 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 3 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 4 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 5 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 6 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 7 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 8 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 9 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 10ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 12ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 13ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 14ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 15ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 16ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 17ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 18ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 19ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 7 20ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 7 21ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 7 22ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 7 23ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 7 24ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 7 25ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 7 26ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 7 27ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 7 28ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 7 29ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 7 30ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 7 31ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 7 32ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 7 33ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 7 34ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 7 35ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 7 36ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 7 37ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 1 dws SO: the, Input: [d]
1 2 4 7 3 8 2 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 3 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 4 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 5 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 7 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 9 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 10ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 12ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 13ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 14ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 16ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 17ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 18ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 19ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 8 20ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 8 21ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 8 22ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 8 23ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 8 24ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 8 25ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 8 26ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 8 27ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 8 28ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 8 29ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 8 30ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 8 31ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 8 32ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 8 33ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 8 34ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 8 35ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 8 36ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 8 37ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 1 dws SO: the, Input: [d]
1 2 4 7 3 9 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 11ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 12ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 13ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 14ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 15ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 16ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 17ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 18ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 19ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 20ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 21ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 22ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 23ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 24ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 25ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 26ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 27ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 9 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 9 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 9 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 9 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 9 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 9 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 9 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 9 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 9 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 9 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 9 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 9 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 9 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 9 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 9 42ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 9 43ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 9 44ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 9 45ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 9 46ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 9 47ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 9 48ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 9 49ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 9 50ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 9 51ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 9 52ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 9 53ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 101 dws SO: the, Input: [d]
1 2 4 7 3 102 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 103 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 104 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 105 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 106 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 107 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 108 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 109 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1010ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1011ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1012ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1013ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1014ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1015ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1016ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1017ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1018ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1019ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1020ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1021ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 1022ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1023ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1024ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1025ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1026ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1027ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1028ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1029ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 1030ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1031ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1032ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1033ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1034ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1035ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1036ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1037ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 111 dws SO: the, Input: [d]
1 2 4 7 3 112 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 113 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 114 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 115 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 116 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 117 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 118 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 119 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1110ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1111ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1112ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1113ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1114ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1115ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1116ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1117ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1118ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1119ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1120ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1121ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1122ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1123ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1124ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1125ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1126ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1127ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1128ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1129ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1130ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1131ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1132ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1133ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 1134ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1135ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1136ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1137ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1138ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1139ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1140ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1141ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 1142ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1143ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1144ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1145ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1146ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1147ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1148ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1149ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 12ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 121 dws SO: the, Input: [d]
1 2 4 7 3 122 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 123 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 124 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 125 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 126 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 127 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 128 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 129 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1210ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1211ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1212ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1213ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1214ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1215ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1216ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1217ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1218ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1219ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1220ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1221ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 1222ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1223ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1224ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1225ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1226ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1227ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1228ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1229ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 1230ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1231ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1232ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1233ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1234ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1235ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1236ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1237ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 13ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 131 dws SO: the, Input: [d]
1 2 4 7 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 137 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 138 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1313ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1314ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1315ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1316ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1317ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1318ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1324ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1325ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1326ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1327ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1328ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1329ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 1330ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1331ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1332ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1333ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1334ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1335ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1336ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1337ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 1338ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1339ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1340ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1341ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1342ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1343ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1344ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1345ipm SO: <{{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 141 dws SO: the, Input: [d]
1 2 4 7 3 142 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 143 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 144 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 145 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 146 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 147 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 148 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 149 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1410ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1411ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1412ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1413ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1414ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1416ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1417ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1418ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1419ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1420ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1421ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 1422ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1423ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1424ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1425ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1426ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1427ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1428ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1429ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 1430ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1431ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1432ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1433ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1434ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1435ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1436ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1437ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 15ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 151 dws SO: the, Input: [d]
1 2 4 7 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 153 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 154 ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 155 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 156 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 157 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 159 ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1511ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1512ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1513ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1514ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1515ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1516ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1518ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1520ism SO: {book,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1521ism SO: {n!case,{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1522ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1523ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1524ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1525ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 1526ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1527ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1528ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1529ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1530ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1531ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1532ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1533ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 1534ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1535ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1536ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1537ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1538ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1539ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1540ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1541ipm SO: <{{book,n!case},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 161 dws SO: the, Input: [d]
1 2 4 7 3 162 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 163 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 164 ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 165 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 166 ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 167 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 168 ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 169 ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1610ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1611ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1612ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1613ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1614ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1616ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1617ism SO: {{book,n!case},{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1618ism SO: {book,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1619ism SO: {n!case,{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1620ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1621ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 1622ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1623ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1624ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1625ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1626ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1627ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1628ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1629ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 1630ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1631ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1632ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1633ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1634ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1635ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1636ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1637ipm SO: <{book,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 17ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 3 171 dws SO: the, Input: [d]
1 2 4 7 3 172 ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 173 ism SO: {{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 174 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 175 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 176 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 177 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 178 ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 179 ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1710ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1711ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1712ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1713ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1714ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1716ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1717ism SO: {{book,n!case},{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1718ism SO: {book,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1719ism SO: {n!case,{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 3 1720ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1721ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 3 1722ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1723ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1724ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1725ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1726ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1727ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1728ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1729ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 1730ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 1731ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 1732ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1733ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1734ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1735ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1736ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 3 1737ipm SO: <{n!case,{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 18ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 181 dws SO: the, Input: [d]
1 2 4 7 3 182 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 183 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 184 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 185 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 186 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 187 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 188 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 3 189 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 1810ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 3 1811ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 1812ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 3 1813ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 7 3 19ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 3 191 dws SO: the, Input: [d]
1 2 4 7 3 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 201 dws SO: the, Input: [d]
1 2 4 7 3 202 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 3 203 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 3 204 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 3 205 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 3 206 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 3 207 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 208 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 3 209 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 3 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 3 211 dws SO: the, Input: [d]
1 2 4 7 3 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 221 dws SO: the, Input: [d]
1 2 4 7 3 222 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 3 223 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 3 224 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 3 225 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 3 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 3 231 dws SO: the, Input: [d]
1 2 4 7 3 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 241 dws SO: the, Input: [d]
1 2 4 7 3 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 3 251 dws SO: the, Input: [d]
1 2 4 7 3 252 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 3 253 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 3 254 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 3 255 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 3 256 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 3 257 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 3 258 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 3 259 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 3 2510ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 3 2511ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 2512ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 3 2513ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 2514ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 3 2515ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 2516ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 3 2517ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 3 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 261 dws SO: the, Input: [d]
1 2 4 7 3 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 3 271 dws SO: the, Input: [d]
1 2 4 7 3 272 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 273 ism SO: {{book,{book,n!case}},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 274 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 275 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 276 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 277 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 3 278 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 3 279 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 2710ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 3 2711ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 2712ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 3 2713ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 7 3 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 3 281 dws SO: the, Input: [d]
1 2 4 7 3 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 3 291 dws SO: the, Input: [d]
1 2 4 7 3 292 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 3 293 ism SO: {{book,n!case},<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 3 294 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 3 295 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 3 296 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 3 297 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 298 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 3 299 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 3 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 3 301 dws SO: the, Input: [d]
1 2 4 7 3 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 3 311 dws SO: the, Input: [d]
1 2 4 7 3 312 ism SO: {book,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 3 313 ism SO: {n!case,<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 3 314 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 3 315 ipm SO: <<{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 3 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 3 321 dws SO: the, Input: [d]
1 2 4 7 3 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 3 331 dws SO: the, Input: [d]
1 2 4 7 4 ism SO: {book,{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 7 4 1 dws SO: the, Input: [d]
1 2 4 7 4 1 1 esm SO: {the,d}, Input: []
1 2 4 7 4 1 2 epm SO: <the,d>, Input: []
1 2 4 7 4 1 3 epm SO: <d,the>, Input: []
1 2 4 7 4 2 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 1 dws SO: the, Input: [d]
1 2 4 7 4 2 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 2 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 2 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 4 2 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 2 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 2 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 2 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 2 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 2 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 2 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 2 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 2 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 2 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 3 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 1 dws SO: the, Input: [d]
1 2 4 7 4 3 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 11ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 12ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 15ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 16ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 19ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 21ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 3 22ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 3 23ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 3 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 3 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 3 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 3 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 3 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 3 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 3 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 3 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 4 3 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 3 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 3 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 3 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 3 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 3 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 3 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 3 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 3 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 3 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 1 dws SO: the, Input: [d]
1 2 4 7 4 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 10ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 12ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 13ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 4 14ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 4 15ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 4 4 16ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 4 17ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 4 18ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 4 19ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 4 20ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 4 21ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 4 22ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 4 23ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 4 24ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 4 25ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 5 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 1 dws SO: the, Input: [d]
1 2 4 7 4 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 9 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 4 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 6 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 1 dws SO: the, Input: [d]
1 2 4 7 4 6 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 6 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 6 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 4 6 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 6 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 6 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 6 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 6 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 6 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 6 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 6 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 6 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 6 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 7 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 1 dws SO: the, Input: [d]
1 2 4 7 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 7 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 12ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 7 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 7 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 7 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 7 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 7 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 7 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 4 7 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 7 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 7 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 7 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 7 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 7 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 7 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 7 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 7 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 7 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 8 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 1 dws SO: the, Input: [d]
1 2 4 7 4 8 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 8 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 8 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 4 8 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 8 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 8 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 8 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 8 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 8 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 8 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 8 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 8 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 8 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 9 ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 1 dws SO: the, Input: [d]
1 2 4 7 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 5 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 12ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 14ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 9 16ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 9 17ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 9 18ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 9 19ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 4 9 20ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 9 21ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 9 22ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 9 23ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 9 24ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 9 25ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 9 26ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 9 27ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 9 28ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 9 29ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 10ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 4 101 dws SO: the, Input: [d]
1 2 4 7 4 102 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 103 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 104 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 105 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 106 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 108 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 109 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 1010ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 1011ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 1012ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 1013ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 1014ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 1015ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 4 1016ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 1017ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 1018ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 1019ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 1020ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 1021ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 1022ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 1023ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 1024ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 1025ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 11ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 4 111 dws SO: the, Input: [d]
1 2 4 7 4 112 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 113 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 114 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 115 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 116 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 118 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 119 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 1110ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 1112ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 1113ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 4 1114ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 1115ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 4 1116ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 1117ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 1118ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 1119ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 1120ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 1121ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 1122ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 1123ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 1124ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 4 1125ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 12ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 4 121 dws SO: the, Input: [d]
1 2 4 7 4 13ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 4 131 dws SO: the, Input: [d]
1 2 4 7 4 132 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 4 133 ism SO: {{book,{book,{book,n!case}}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 4 134 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 4 135 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 4 136 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 4 137 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 4 138 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 4 139 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 4 1310ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 4 1311ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 1312ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 4 1313ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 1314ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 4 1315ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 1316ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 4 1317ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 4 14ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 141 dws SO: the, Input: [d]
1 2 4 7 4 15ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 4 151 dws SO: the, Input: [d]
1 2 4 7 4 152 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 4 153 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 4 154 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 4 155 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 4 156 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 4 157 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 4 158 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 4 159 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 1510ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 4 1511ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 1512ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 4 1513ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 7 4 16ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 4 161 dws SO: the, Input: [d]
1 2 4 7 4 17ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 4 171 dws SO: the, Input: [d]
1 2 4 7 4 172 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 4 173 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 4 174 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 4 175 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 4 176 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 4 177 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 178 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 4 179 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 4 18ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 4 181 dws SO: the, Input: [d]
1 2 4 7 4 19ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 4 191 dws SO: the, Input: [d]
1 2 4 7 4 192 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 4 193 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 4 194 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 4 195 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 4 20ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 4 201 dws SO: the, Input: [d]
1 2 4 7 4 21ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 4 211 dws SO: the, Input: [d]
1 2 4 7 5 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 7 5 1 dws SO: the, Input: [d]
1 2 4 7 5 1 1 esm SO: {the,d}, Input: []
1 2 4 7 5 1 2 epm SO: <the,d>, Input: []
1 2 4 7 5 1 3 epm SO: <d,the>, Input: []
1 2 4 7 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 1 dws SO: the, Input: [d]
1 2 4 7 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 1 dws SO: the, Input: [d]
1 2 4 7 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 12ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 3 18ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 3 19ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 3 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 3 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 3 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 3 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 3 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 3 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 3 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 3 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 3 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 3 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 3 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 3 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 3 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 3 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 1 dws SO: the, Input: [d]
1 2 4 7 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 12ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 13ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 14ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 1 dws SO: the, Input: [d]
1 2 4 7 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 11ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 12ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 5 18ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 5 19ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 5 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 5 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 5 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 5 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 5 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 5 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 5 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 5 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 5 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 5 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 5 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 5 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 5 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 5 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 1 dws SO: the, Input: [d]
1 2 4 7 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 12ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 1 dws SO: the, Input: [d]
1 2 4 7 5 7 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 13ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 14ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 15ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 16ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 17ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 18ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 19ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 21ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 22ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 23ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 24ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 25ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 7 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 7 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 7 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 7 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 7 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 7 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 7 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 7 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 7 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 7 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 7 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 7 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 7 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 7 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 7 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 7 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 7 42ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 7 43ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 7 44ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 7 45ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 7 46ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 7 47ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 7 48ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 7 49ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 1 dws SO: the, Input: [d]
1 2 4 7 5 8 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 11ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 12ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 14ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 8 18ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 8 19ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 8 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 8 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 8 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 8 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 8 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 8 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 8 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 8 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 8 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 8 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 8 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 8 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 8 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 8 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 9 ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 1 dws SO: the, Input: [d]
1 2 4 7 5 9 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 10ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 12ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 13ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 15ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 16ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 17ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 19ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 21ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 22ism SO: {book,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 23ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 9 24ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 9 25ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 9 26ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 9 27ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 9 28ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 9 29ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 9 30ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 9 31ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 9 32ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 9 33ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 9 34ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 9 35ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 9 36ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 9 37ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 9 38ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 9 39ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 9 40ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 9 41ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 9 42ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 9 43ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 9 44ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 9 45ipm SO: <{{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 101 dws SO: the, Input: [d]
1 2 4 7 5 102 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 103 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 104 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 105 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 106 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 107 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 108 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 109 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1010ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1011ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1012ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1013ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1014ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1015ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1016ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1017ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1018ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1019ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 1020ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1021ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1022ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1023ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1024ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1025ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 1026ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1027ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 1028ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1029ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1030ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1031ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1032ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1033ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 111 dws SO: the, Input: [d]
1 2 4 7 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 117 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1113ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1114ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1115ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1116ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 12ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 121 dws SO: the, Input: [d]
1 2 4 7 5 122 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 123 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 125 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 127 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 129 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1210ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1211ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1212ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1214ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1216ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1218ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1219ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 1220ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1221ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1222ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1223ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1224ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1225ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 1226ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1227ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 1228ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1229ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1230ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1231ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1232ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1233ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 131 dws SO: the, Input: [d]
1 2 4 7 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 135 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1311ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1312ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1313ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1314ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 141 dws SO: the, Input: [d]
1 2 4 7 5 142 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 143 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 145 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 147 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 149 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1410ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1411ism SO: {{book,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1412ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1414ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1416ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1418ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1419ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 1420ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1421ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1422ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1423ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1424ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1425ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 1426ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1427ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 1428ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1429ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1430ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1431ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1432ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1433ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 15ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 5 151 dws SO: the, Input: [d]
1 2 4 7 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 153 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 159 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1510ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1511ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1512ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 16ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 161 dws SO: the, Input: [d]
1 2 4 7 5 162 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 5 164 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 5 165 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 5 166 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 5 167 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 168 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 5 169 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 5 17ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 5 171 dws SO: the, Input: [d]
1 2 4 7 5 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 181 dws SO: the, Input: [d]
1 2 4 7 5 182 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 5 183 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 5 184 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 5 185 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 5 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 5 191 dws SO: the, Input: [d]
1 2 4 7 5 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 201 dws SO: the, Input: [d]
1 2 4 7 5 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 5 211 dws SO: the, Input: [d]
1 2 4 7 5 212 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 5 213 ism SO: {{book,{book,{book,n!case}}},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 5 214 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 5 216 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 5 218 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 5 219 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 5 2110ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 5 2111ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 2112ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 5 2113ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 2114ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 5 2115ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 2116ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 5 2117ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 5 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 221 dws SO: the, Input: [d]
1 2 4 7 5 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 5 231 dws SO: the, Input: [d]
1 2 4 7 5 232 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 5 234 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 5 236 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 5 237 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 5 238 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 5 239 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 2310ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 5 2311ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 2312ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 5 2313ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 7 5 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 5 241 dws SO: the, Input: [d]
1 2 4 7 5 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 5 251 dws SO: the, Input: [d]
1 2 4 7 5 252 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 5 254 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 5 255 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 5 256 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 5 257 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 258 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 5 259 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 5 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 5 261 dws SO: the, Input: [d]
1 2 4 7 5 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 5 271 dws SO: the, Input: [d]
1 2 4 7 5 272 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 5 273 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 5 274 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 5 275 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 5 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 5 281 dws SO: the, Input: [d]
1 2 4 7 5 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 5 291 dws SO: the, Input: [d]
1 2 4 7 6 ism SO: {book,{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 7 6 1 dws SO: the, Input: [d]
1 2 4 7 6 1 1 esm SO: {the,d}, Input: []
1 2 4 7 6 1 2 epm SO: <the,d>, Input: []
1 2 4 7 6 1 3 epm SO: <d,the>, Input: []
1 2 4 7 6 2 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 1 dws SO: the, Input: [d]
1 2 4 7 6 2 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 2 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 2 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 6 2 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 2 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 2 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 2 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 2 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 2 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 2 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 2 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 2 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 2 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 3 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 1 dws SO: the, Input: [d]
1 2 4 7 6 3 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 11ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 12ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 15ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 16ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 19ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 21ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 3 22ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 3 23ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 3 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 3 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 3 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 3 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 3 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 3 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 3 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 3 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 6 3 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 3 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 3 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 3 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 3 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 3 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 3 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 3 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 3 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 3 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 1 dws SO: the, Input: [d]
1 2 4 7 6 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 10ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 12ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 13ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 4 14ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 4 15ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 6 4 16ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 4 17ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 4 18ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 4 19ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 4 20ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 4 21ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 4 22ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 4 23ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 4 24ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 4 25ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 5 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 1 dws SO: the, Input: [d]
1 2 4 7 6 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 9 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 6 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 6 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 1 dws SO: the, Input: [d]
1 2 4 7 6 6 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 6 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 6 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 6 6 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 6 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 6 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 6 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 6 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 6 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 6 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 6 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 6 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 6 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 7 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 1 dws SO: the, Input: [d]
1 2 4 7 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 7 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 12ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 7 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 7 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 7 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 7 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 7 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 7 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 6 7 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 7 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 7 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 7 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 7 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 7 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 7 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 7 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 7 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 7 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 8 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 1 dws SO: the, Input: [d]
1 2 4 7 6 8 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 8 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 8 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 6 8 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 8 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 8 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 8 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 8 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 8 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 8 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 8 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 8 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 8 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 9 ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 1 dws SO: the, Input: [d]
1 2 4 7 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 5 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 12ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 14ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 9 16ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 9 17ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 9 18ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 9 19ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 6 9 20ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 9 21ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 9 22ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 9 23ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 9 24ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 9 25ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 9 26ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 9 27ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 9 28ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 9 29ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 10ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 6 101 dws SO: the, Input: [d]
1 2 4 7 6 102 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 103 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 104 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 105 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 106 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 108 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 109 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 1010ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 1011ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 1012ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 1013ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 1014ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 1015ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 6 1016ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 1017ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 1018ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 1019ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 1020ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 1021ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 1022ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 1023ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 1024ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 1025ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 11ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 6 111 dws SO: the, Input: [d]
1 2 4 7 6 112 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 113 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 114 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 115 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 116 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 118 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 1110ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 1112ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 1113ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 6 1114ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 1115ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 6 1116ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 1117ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 1118ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 1119ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 1120ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 1121ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 1122ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 1123ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 1124ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 6 1125ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 12ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 6 121 dws SO: the, Input: [d]
1 2 4 7 6 13ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 6 131 dws SO: the, Input: [d]
1 2 4 7 6 132 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 6 133 ism SO: {{book,{book,{book,n!case}}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 6 134 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 6 135 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 6 136 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 6 137 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 6 138 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 6 139 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 6 1310ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 6 1311ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 1312ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 6 1313ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 1314ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 6 1315ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 1316ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 6 1317ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 6 14ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 141 dws SO: the, Input: [d]
1 2 4 7 6 15ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 6 151 dws SO: the, Input: [d]
1 2 4 7 6 152 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 6 153 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 6 154 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 6 155 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 6 156 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 6 157 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 6 158 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 6 159 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 1510ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 6 1511ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 1512ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 6 1513ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 7 6 16ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 6 161 dws SO: the, Input: [d]
1 2 4 7 6 17ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 6 171 dws SO: the, Input: [d]
1 2 4 7 6 172 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 6 173 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 6 174 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 6 175 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 6 176 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 6 177 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 178 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 6 179 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 6 18ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 6 181 dws SO: the, Input: [d]
1 2 4 7 6 19ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 6 191 dws SO: the, Input: [d]
1 2 4 7 6 192 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 6 193 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 6 194 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 6 195 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 6 20ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 6 201 dws SO: the, Input: [d]
1 2 4 7 6 21ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 6 211 dws SO: the, Input: [d]
1 2 4 7 7 ism SO: {{book,n!case},{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 7 7 1 dws SO: the, Input: [d]
1 2 4 7 7 1 1 esm SO: {the,d}, Input: []
1 2 4 7 7 1 2 epm SO: <the,d>, Input: []
1 2 4 7 7 1 3 epm SO: <d,the>, Input: []
1 2 4 7 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 1 dws SO: the, Input: [d]
1 2 4 7 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 5 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 11ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 1 dws SO: the, Input: [d]
1 2 4 7 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 3 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 10ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 12ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 1 dws SO: the, Input: [d]
1 2 4 7 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 3 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 12ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 1 dws SO: the, Input: [d]
1 2 4 7 7 5 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 11ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 12ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 13ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 15ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 16ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 17ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 21ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 22ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 23ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 5 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 5 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 5 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 5 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 5 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 5 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 5 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 5 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 5 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 5 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 5 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 5 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 5 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 5 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 5 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 5 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 5 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 5 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 5 42ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 5 43ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 5 44ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 5 45ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 1 dws SO: the, Input: [d]
1 2 4 7 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 3 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 9 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 12ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 7 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 1 dws SO: the, Input: [d]
1 2 4 7 7 7 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 3 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 5 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 7 ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 9 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 10ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 11ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 12ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 14ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 15ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 16ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 17ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 18ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 19ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 20ism SO: {book,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 21ism SO: {n!case,{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 7 22ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 7 23ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 7 24ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 7 25ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 7 26ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 7 27ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 7 28ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 7 29ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 7 30ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 7 31ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 7 32ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 7 33ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 7 34ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 7 35ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 7 36ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 7 37ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 7 38ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 7 39ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 7 40ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 7 41ipm SO: <{{book,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 1 dws SO: the, Input: [d]
1 2 4 7 7 8 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 3 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 9 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 10ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 12ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 14ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 15ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 8 16ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 8 17ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 8 18ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 8 19ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 8 20ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 8 21ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 8 22ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 8 23ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 8 24ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 8 25ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 8 26ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 8 27ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 8 28ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 8 29ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 1 dws SO: the, Input: [d]
1 2 4 7 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 7 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 12ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 101 dws SO: the, Input: [d]
1 2 4 7 7 102 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 103 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 105 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 106 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 107 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 108 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 109 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1010ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1012ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1014ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1015ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1016ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1017ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 1018ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 1019ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1020ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 1021ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 1022ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 1023ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 1024ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1025ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 1026ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1027ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 1028ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1029ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 111 dws SO: the, Input: [d]
1 2 4 7 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 115 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 119 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1111ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 12ism SO: {book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 121 dws SO: the, Input: [d]
1 2 4 7 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 123 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 127 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 129 ism SO: {{book,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1210ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1212ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1216ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1217ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 1218ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 1219ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1220ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 1221ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 1222ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 1223ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 1224ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1225ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 1226ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1227ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 1228ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1229ipm SO: <{book,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 13ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 7 131 dws SO: the, Input: [d]
1 2 4 7 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 133 ism SO: {{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 137 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 139 ism SO: {{book,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1310ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1312ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 14ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 141 dws SO: the, Input: [d]
1 2 4 7 7 142 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 7 144 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 7 145 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 7 15ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 7 151 dws SO: the, Input: [d]
1 2 4 7 7 16ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 161 dws SO: the, Input: [d]
1 2 4 7 7 17ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 7 171 dws SO: the, Input: [d]
1 2 4 7 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 7 173 ism SO: {{book,{book,{book,n!case}}},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 7 174 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 7 176 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 7 178 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 7 1710ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 7 1711ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 1712ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 7 1713ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 1714ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 7 1715ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 1716ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 7 1717ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 7 18ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 181 dws SO: the, Input: [d]
1 2 4 7 7 19ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 7 191 dws SO: the, Input: [d]
1 2 4 7 7 192 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 7 194 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 7 196 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 7 198 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 7 199 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 1910ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 7 1911ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 1912ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 7 1913ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 7 7 20ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 7 201 dws SO: the, Input: [d]
1 2 4 7 7 21ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 7 211 dws SO: the, Input: [d]
1 2 4 7 7 212 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 7 214 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 7 216 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 7 217 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 218 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 7 219 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 7 22ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 7 221 dws SO: the, Input: [d]
1 2 4 7 7 23ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 7 231 dws SO: the, Input: [d]
1 2 4 7 7 232 ism SO: {book,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 7 234 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 7 235 ipm SO: <<{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 7 24ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 7 241 dws SO: the, Input: [d]
1 2 4 7 7 25ipm SO: <{{book,n!case},{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 7 251 dws SO: the, Input: [d]
1 2 4 7 8 ism SO: {book,{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 7 8 1 dws SO: the, Input: [d]
1 2 4 7 8 1 1 esm SO: {the,d}, Input: []
1 2 4 7 8 1 2 epm SO: <the,d>, Input: []
1 2 4 7 8 1 3 epm SO: <d,the>, Input: []
1 2 4 7 8 2 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 1 dws SO: the, Input: [d]
1 2 4 7 8 2 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 2 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 2 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 8 2 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 2 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 2 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 2 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 2 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 2 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 2 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 2 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 2 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 2 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 3 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 1 dws SO: the, Input: [d]
1 2 4 7 8 3 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 11ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 12ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 15ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 16ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 19ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 21ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 3 22ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 3 23ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 3 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 3 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 3 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 3 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 3 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 3 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 3 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 3 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 8 3 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 3 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 3 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 3 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 3 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 3 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 3 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 3 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 3 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 3 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 4 ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 1 dws SO: the, Input: [d]
1 2 4 7 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 10ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 12ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 4 14ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 4 15ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 8 4 16ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 4 17ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 4 18ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 4 19ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 4 20ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 4 21ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 4 22ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 4 23ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 4 24ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 4 25ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 5 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 1 dws SO: the, Input: [d]
1 2 4 7 8 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 9 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 10ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 14ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 16ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 18ism SO: {book,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 5 20ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 5 21ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 5 22ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 5 23ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 5 24ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 5 25ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 5 26ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 5 27ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 8 5 28ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 5 29ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 5 30ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 5 31ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 5 32ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 5 33ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 5 34ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 5 35ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 5 36ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 5 37ipm SO: <{{book,{book,{book,n!case}}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 6 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 1 dws SO: the, Input: [d]
1 2 4 7 8 6 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 6 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 6 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 8 6 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 6 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 6 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 6 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 6 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 6 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 6 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 6 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 6 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 6 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 7 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 1 dws SO: the, Input: [d]
1 2 4 7 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 7 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 12ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 7 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 7 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 7 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 7 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 7 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 7 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 8 7 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 7 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 7 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 7 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 7 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 7 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 7 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 7 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 7 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 7 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 8 ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 1 dws SO: the, Input: [d]
1 2 4 7 8 8 2 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 3 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 4 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 8 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 10ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 12ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 13ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 8 14ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 8 15ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 8 8 16ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 8 17ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 8 18ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 8 19ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 8 20ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 8 21ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 8 22ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 8 23ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 8 24ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 8 25ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 9 ism SO: {{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 1 dws SO: the, Input: [d]
1 2 4 7 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 5 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 12ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 10ism SO: {book,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 8 101 dws SO: the, Input: [d]
1 2 4 7 8 102 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 103 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 104 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 105 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 106 ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 107 ism SO: {{book,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 108 ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 109 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 1010ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 1012ism SO: {book,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 1013ism SO: {n!case,{book,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 1014ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 1015ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 8 1016ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 1017ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 1018ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 1019ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 1020ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 1021ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 1022ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 1023ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 1024ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 1025ipm SO: <{book,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 11ism SO: {n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 8 111 dws SO: the, Input: [d]
1 2 4 7 8 112 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 113 ism SO: {{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 114 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 115 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 116 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 118 ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 1110ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 1112ism SO: {book,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 1113ism SO: {n!case,{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 8 1114ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 1115ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 8 1116ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 1117ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 1118ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 1119ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 1120ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 1121ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 1122ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 1123ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 1124ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 8 1125ipm SO: <{n!case,{book,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 12ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 8 121 dws SO: the, Input: [d]
1 2 4 7 8 13ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 8 131 dws SO: the, Input: [d]
1 2 4 7 8 132 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 8 133 ism SO: {{book,{book,{book,n!case}}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 8 134 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 8 135 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 8 136 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 8 137 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 8 138 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 8 139 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 8 1310ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 8 1311ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 1312ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 8 1313ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 1314ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 8 1315ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 1316ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 8 1317ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 8 14ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 141 dws SO: the, Input: [d]
1 2 4 7 8 15ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 8 151 dws SO: the, Input: [d]
1 2 4 7 8 152 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 8 153 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 8 154 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 8 155 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 8 156 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 8 157 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 8 158 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 8 159 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 1510ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 8 1511ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 1512ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 8 1513ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 7 8 16ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 8 161 dws SO: the, Input: [d]
1 2 4 7 8 17ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 8 171 dws SO: the, Input: [d]
1 2 4 7 8 172 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 8 173 ism SO: {{book,n!case},<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 8 174 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 8 175 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 8 176 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 8 177 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 178 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 8 179 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 8 18ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 8 181 dws SO: the, Input: [d]
1 2 4 7 8 19ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 8 191 dws SO: the, Input: [d]
1 2 4 7 8 192 ism SO: {book,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 8 193 ism SO: {n!case,<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 8 194 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 8 195 ipm SO: <<{book,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 8 20ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 8 201 dws SO: the, Input: [d]
1 2 4 7 8 21ipm SO: <{book,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 8 211 dws SO: the, Input: [d]
1 2 4 7 9 ism SO: {n!case,{n!case,{book,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 4 7 9 1 dws SO: the, Input: [d]
1 2 4 7 9 1 1 esm SO: {the,d}, Input: []
1 2 4 7 9 1 2 epm SO: <the,d>, Input: []
1 2 4 7 9 1 3 epm SO: <d,the>, Input: []
1 2 4 7 9 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 1 dws SO: the, Input: [d]
1 2 4 7 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 9 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 2 22ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 2 23ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 2 24ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 2 25ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 3 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 1 dws SO: the, Input: [d]
1 2 4 7 9 3 2 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 3 ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 4 ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 5 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 6 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 7 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 8 ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 9 ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 10ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 11ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 12ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 13ism SO: {{n!case,{book,{book,{book,n!case}}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 14ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 15ism SO: {{book,{book,{book,n!case}}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 16ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 18ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 19ism SO: {{book,n!case},{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 20ism SO: {book,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 21ism SO: {n!case,{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 3 22ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 3 23ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 3 24ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 3 25ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 3 26ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 3 27ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 3 28ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 3 29ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 3 30ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 3 31ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 9 3 32ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 3 33ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 3 34ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 3 35ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 3 36ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 3 37ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 3 38ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 3 39ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 3 40ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 3 41ipm SO: <{{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 1 dws SO: the, Input: [d]
1 2 4 7 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 7 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 9 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 4 22ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 4 23ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 4 24ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 4 25ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 5 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 1 dws SO: the, Input: [d]
1 2 4 7 9 5 2 ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 3 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 4 ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 5 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 6 ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 7 ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 8 ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 9 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 10ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 11ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 12ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 13ism SO: {{book,{book,{book,n!case}}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 14ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 15ism SO: {{book,{book,n!case}},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 16ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 17ism SO: {{book,n!case},{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 18ism SO: {book,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 19ism SO: {n!case,{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 5 20ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 5 21ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 5 22ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 5 23ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 5 24ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 5 25ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 5 26ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 5 27ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 9 5 28ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 5 29ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 5 30ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 5 31ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 5 32ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 5 33ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 5 34ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 5 35ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 5 36ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 5 37ipm SO: <{{book,{book,{book,n!case}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 6 ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 1 dws SO: the, Input: [d]
1 2 4 7 9 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 10ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 12ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 13ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 6 14ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 6 15ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 9 6 16ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 6 17ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 6 18ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 6 19ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 6 20ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 6 21ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 6 22ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 6 23ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 6 24ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 6 25ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 7 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 1 dws SO: the, Input: [d]
1 2 4 7 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 7 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 9 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 11ism SO: {{book,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 12ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 8 ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 1 dws SO: the, Input: [d]
1 2 4 7 9 8 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 3 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 5 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 7 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 10ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 12ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 13ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 8 14ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 8 15ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 9 8 16ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 8 17ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 8 18ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 8 19ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 8 20ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 8 21ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 8 22ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 8 23ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 8 24ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 8 25ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 9 ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 1 dws SO: the, Input: [d]
1 2 4 7 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 5 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 7 ism SO: {{n!case,{book,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 9 ism SO: {{book,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 12ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 10ism SO: {book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 9 101 dws SO: the, Input: [d]
1 2 4 7 9 102 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 103 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 104 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 105 ism SO: {{n!case,{book,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 106 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 107 ism SO: {{book,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 108 ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 1010ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 1012ism SO: {book,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 1013ism SO: {n!case,{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 1014ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 1015ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 9 1016ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 1017ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 1018ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 1019ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 1020ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 1021ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 1022ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 1023ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 1024ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 1025ipm SO: <{book,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 11ism SO: {n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 4 7 9 111 dws SO: the, Input: [d]
1 2 4 7 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 113 ism SO: {{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 115 ism SO: {{n!case,{book,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 117 ism SO: {{book,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 118 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 1110ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 1112ism SO: {book,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 4 7 9 1114ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 1115ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 4 7 9 1116ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 1117ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 1118ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 1119ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 1120ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 1121ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 1122ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 1123ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 1124ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 4 7 9 1125ipm SO: <{n!case,{n!case,{n!case,{book,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 12ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 121 dws SO: the, Input: [d]
1 2 4 7 9 13ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 4 7 9 131 dws SO: the, Input: [d]
1 2 4 7 9 132 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 9 133 ism SO: {{book,{book,{book,n!case}}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 9 134 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 9 135 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 9 136 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 9 138 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 9 139 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 4 7 9 1310ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 9 1311ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 1312ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 9 1313ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 1314ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 9 1315ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 1316ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 4 7 9 1317ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{n!case,{book,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 4 7 9 14ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 141 dws SO: the, Input: [d]
1 2 4 7 9 15ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 9 151 dws SO: the, Input: [d]
1 2 4 7 9 152 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 9 153 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 9 154 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 9 156 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 9 157 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 9 158 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 9 159 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 1510ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 9 1511ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 1512ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 9 1513ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 7 9 16ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 9 161 dws SO: the, Input: [d]
1 2 4 7 9 17ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 9 171 dws SO: the, Input: [d]
1 2 4 7 9 172 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 9 174 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 9 175 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 9 176 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 9 177 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 178 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 9 179 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 9 18ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 9 181 dws SO: the, Input: [d]
1 2 4 7 9 19ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 9 191 dws SO: the, Input: [d]
1 2 4 7 9 192 ism SO: {book,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 9 193 ism SO: {n!case,<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 9 194 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 9 195 ipm SO: <<{n!case,{n!case,{book,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 9 20ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 4 7 9 201 dws SO: the, Input: [d]
1 2 4 7 9 21ipm SO: <{n!case,{n!case,{book,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 4 7 9 211 dws SO: the, Input: [d]
1 2 4 7 10ipm SO: <{n!case,{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 4 7 101 dws SO: the, Input: [d]
1 2 4 7 101 1 esm SO: {the,d}, Input: []
1 2 4 7 101 2 epm SO: <the,d>, Input: []
1 2 4 7 101 3 epm SO: <d,the>, Input: []
1 2 4 7 11ipm SO: <{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 4 7 111 dws SO: the, Input: [d]
1 2 4 7 111 1 esm SO: {the,d}, Input: []
1 2 4 7 111 2 epm SO: <the,d>, Input: []
1 2 4 7 111 3 epm SO: <d,the>, Input: []
1 2 4 7 112 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 112 1 dws SO: the, Input: [d]
1 2 4 7 112 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 112 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 112 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 112 5 ism SO: {{book,{book,n!case}},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 112 6 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 112 7 ism SO: {{book,n!case},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 112 8 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 112 9 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 112 10ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 112 11ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 7 112 12ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 112 13ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 112 14ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 112 15ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 112 16ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 112 17ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 7 113 ism SO: {{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 113 1 dws SO: the, Input: [d]
1 2 4 7 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 3 ism SO: {book,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 5 ism SO: {book,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 6 ism SO: {n!case,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 7 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 8 ism SO: {book,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 10ism SO: {book,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 12ism SO: {book,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 13ism SO: {n!case,{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 113 14ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 113 15ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 113 16ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 113 17ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 113 18ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 7 113 19ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 7 113 20ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 113 21ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 113 22ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 113 23ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 113 24ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 113 25ipm SO: <{{book,{book,n!case}},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 7 114 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 114 1 dws SO: the, Input: [d]
1 2 4 7 114 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 114 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 114 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 114 5 ism SO: {{book,{book,n!case}},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 114 6 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 114 7 ism SO: {{book,n!case},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 114 8 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 114 9 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 114 10ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 114 11ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 7 114 12ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 114 13ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 114 14ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 114 15ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 114 16ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 114 17ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 7 115 ism SO: {{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 115 1 dws SO: the, Input: [d]
1 2 4 7 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 115 3 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 115 5 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 115 6 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 115 8 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 115 10ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 115 11ism SO: {n!case,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 115 12ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 115 13ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 115 14ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 7 115 15ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 7 115 16ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 115 17ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 115 18ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 115 19ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 115 20ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 115 21ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 7 116 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 116 1 dws SO: the, Input: [d]
1 2 4 7 116 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 116 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 116 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 116 5 ism SO: {{book,{book,n!case}},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 116 6 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 116 7 ism SO: {{book,n!case},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 116 8 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 116 9 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 116 10ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 116 11ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 7 116 12ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 116 13ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 116 14ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 116 15ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 116 16ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 116 17ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 7 117 ism SO: {n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 4 7 117 1 dws SO: the, Input: [d]
1 2 4 7 117 2 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 117 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 117 4 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 117 5 ism SO: {{book,{book,n!case}},{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 117 6 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 117 8 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 117 9 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 4 7 117 10ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 7 117 11ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 4 7 117 12ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 117 13ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 117 14ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 117 15ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 117 16ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 4 7 117 17ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 4 7 118 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 118 1 dws SO: the, Input: [d]
1 2 4 7 119 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 119 1 dws SO: the, Input: [d]
1 2 4 7 119 2 ism SO: {book,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 119 3 ism SO: {{book,n!case},<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 119 4 ism SO: {book,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 119 5 ism SO: {n!case,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 119 6 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 119 7 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 119 8 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 119 9 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 1110ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 11101 dws SO: the, Input: [d]
1 2 4 7 1111ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 11111 dws SO: the, Input: [d]
1 2 4 7 11112 ism SO: {book,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 7 11113 ism SO: {n!case,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 7 11114 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 11115 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 1112ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 4 7 11121 dws SO: the, Input: [d]
1 2 4 7 1113ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 4 7 11131 dws SO: the, Input: [d]
1 2 4 7 12ipm SO: <{n!case,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 7 121 dws SO: the, Input: [d]
1 2 4 7 121 1 esm SO: {the,d}, Input: []
1 2 4 7 121 2 epm SO: <the,d>, Input: []
1 2 4 7 121 3 epm SO: <d,the>, Input: []
1 2 4 7 13ipm SO: <{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 7 131 dws SO: the, Input: [d]
1 2 4 7 131 1 esm SO: {the,d}, Input: []
1 2 4 7 131 2 epm SO: <the,d>, Input: []
1 2 4 7 131 3 epm SO: <d,the>, Input: []
1 2 4 7 132 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 132 1 dws SO: the, Input: [d]
1 2 4 7 132 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 132 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 132 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 132 5 ism SO: {{book,n!case},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 132 6 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 132 7 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 132 8 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 7 132 9 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 7 132 10ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 7 132 11ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 132 12ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 7 132 13ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 7 133 ism SO: {{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 133 1 dws SO: the, Input: [d]
1 2 4 7 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 133 3 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 133 5 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 133 6 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 133 8 ism SO: {book,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 133 10ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 133 11ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 7 133 12ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 7 133 13ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 7 133 14ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 7 133 15ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 133 16ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 7 133 17ipm SO: <{{book,n!case},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 7 134 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 134 1 dws SO: the, Input: [d]
1 2 4 7 134 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 134 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 134 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 134 5 ism SO: {{book,n!case},{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 134 6 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 134 7 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 134 8 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 7 134 9 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 7 134 10ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 7 134 11ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 134 12ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 7 134 13ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 7 135 ism SO: {n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 7 135 1 dws SO: the, Input: [d]
1 2 4 7 135 2 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 135 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 135 4 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 135 6 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 135 7 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 7 135 8 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 7 135 9 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 7 135 10ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 7 135 11ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 7 135 12ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 7 135 13ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 7 136 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 136 1 dws SO: the, Input: [d]
1 2 4 7 137 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 7 137 1 dws SO: the, Input: [d]
1 2 4 7 137 2 ism SO: {book,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 7 137 3 ism SO: {n!case,<<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 7 137 4 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 137 5 ipm SO: <<<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 138 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 7 138 1 dws SO: the, Input: [d]
1 2 4 7 139 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 7 139 1 dws SO: the, Input: [d]
1 2 4 7 14ipm SO: <{n!case,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 7 141 dws SO: the, Input: [d]
1 2 4 7 141 1 esm SO: {the,d}, Input: []
1 2 4 7 141 2 epm SO: <the,d>, Input: []
1 2 4 7 141 3 epm SO: <d,the>, Input: []
1 2 4 7 15ipm SO: <{n!case,{book,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 4 7 151 dws SO: the, Input: [d]
1 2 4 7 151 1 esm SO: {the,d}, Input: []
1 2 4 7 151 2 epm SO: <the,d>, Input: []
1 2 4 7 151 3 epm SO: <d,the>, Input: []
1 2 4 7 152 ism SO: {book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 152 1 dws SO: the, Input: [d]
1 2 4 7 152 2 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 7 152 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 7 152 4 ism SO: {book,{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 7 152 5 ism SO: {n!case,{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 7 152 6 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 7 152 7 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 7 152 8 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 7 152 9 ipm SO: <{book,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 7 153 ism SO: {n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 7 153 1 dws SO: the, Input: [d]
1 2 4 7 153 2 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 7 153 3 ism SO: {<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 7 153 4 ism SO: {book,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 7 153 5 ism SO: {n!case,{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 7 153 6 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 7 153 7 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 7 153 8 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 7 153 9 ipm SO: <{n!case,<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 7 154 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 7 154 1 dws SO: the, Input: [d]
1 2 4 7 155 ipm SO: <<{n!case,{book,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 7 155 1 dws SO: the, Input: [d]
1 2 4 7 16ipm SO: <{n!case,{book,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 4 7 161 dws SO: the, Input: [d]
1 2 4 7 161 1 esm SO: {the,d}, Input: []
1 2 4 7 161 2 epm SO: <the,d>, Input: []
1 2 4 7 161 3 epm SO: <d,the>, Input: []
1 2 4 7 17ipm SO: <{n!case,{book,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 4 7 171 dws SO: the, Input: [d]
1 2 4 7 171 1 esm SO: {the,d}, Input: []
1 2 4 7 171 2 epm SO: <the,d>, Input: []
1 2 4 7 171 3 epm SO: <d,the>, Input: []
1 2 4 8 ipm SO: <{book,{book,{book,n!case}}},book>, Input: [[the,d]]
1 2 4 8 1 dws SO: the, Input: [d]
1 2 4 8 1 1 esm SO: {the,d}, Input: []
1 2 4 8 1 1 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 4 8 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 8 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 8 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 8 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 8 1 2 epm SO: <the,d>, Input: []
1 2 4 8 1 2 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 4 8 1 3 epm SO: <d,the>, Input: []
1 2 4 8 1 3 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 4 9 ipm SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 4 9 1 dws SO: the, Input: [d]
1 2 4 9 1 1 esm SO: {the,d}, Input: []
1 2 4 9 1 1 1 uws SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 4 9 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 9 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 9 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 9 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 9 1 2 epm SO: <the,d>, Input: []
1 2 4 9 1 2 1 uws SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 4 9 1 3 epm SO: <d,the>, Input: []
1 2 4 9 1 3 1 uws SO: <{book,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 4 9 2 ism SO: {book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 9 2 1 dws SO: the, Input: [d]
1 2 4 9 2 1 1 esm SO: {the,d}, Input: []
1 2 4 9 2 1 2 epm SO: <the,d>, Input: []
1 2 4 9 2 1 3 epm SO: <d,the>, Input: []
1 2 4 9 2 2 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 2 2 1 dws SO: the, Input: [d]
1 2 4 9 2 2 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 2 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 2 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 2 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 2 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 2 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 2 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 2 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 2 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 2 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 2 2 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 2 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 2 2 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 2 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 2 2 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 2 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 2 3 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 2 3 1 dws SO: the, Input: [d]
1 2 4 9 2 3 2 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 4 ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 5 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 6 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 7 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 8 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 9 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 10ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 11ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 12ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 13ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 3 14ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 2 3 15ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 3 16ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 2 3 17ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 3 18ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 2 3 19ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 2 3 20ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 3 21ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 2 3 22ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 3 23ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 2 3 24ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 3 25ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 2 4 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 2 4 1 dws SO: the, Input: [d]
1 2 4 9 2 4 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 4 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 4 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 4 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 4 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 4 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 4 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 4 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 4 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 4 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 2 4 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 4 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 2 4 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 4 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 2 4 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 4 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 2 5 ism SO: {{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 2 5 1 dws SO: the, Input: [d]
1 2 4 9 2 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 5 3 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 5 4 ism SO: {n!case,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 5 5 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 5 6 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 5 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 5 8 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 5 10ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 5 11ism SO: {n!case,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 5 12ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 2 5 13ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 5 14ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 2 5 15ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 2 5 16ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 5 17ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 2 5 18ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 5 19ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 2 5 20ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 5 21ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 2 6 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 2 6 1 dws SO: the, Input: [d]
1 2 4 9 2 6 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 6 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 6 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 6 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 6 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 6 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 6 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 6 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 6 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 6 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 2 6 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 6 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 2 6 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 6 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 2 6 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 6 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 2 7 ism SO: {n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 2 7 1 dws SO: the, Input: [d]
1 2 4 9 2 7 2 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 7 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 7 4 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 7 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 7 6 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 7 7 ism SO: {{book,n!case},{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 7 8 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 7 9 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 2 7 10ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 2 7 11ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 2 7 12ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 7 13ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 2 7 14ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 7 15ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 2 7 16ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 2 7 17ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 2 8 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 9 2 8 1 dws SO: the, Input: [d]
1 2 4 9 2 9 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 2 9 1 dws SO: the, Input: [d]
1 2 4 9 2 9 2 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 2 9 3 ism SO: {{book,n!case},<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 2 9 4 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 2 9 5 ism SO: {n!case,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 2 9 6 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 4 9 2 9 7 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 4 9 2 9 8 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 4 9 2 9 9 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 4 9 2 10ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 9 2 101 dws SO: the, Input: [d]
1 2 4 9 2 11ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 9 2 111 dws SO: the, Input: [d]
1 2 4 9 2 112 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 4 9 2 113 ism SO: {n!case,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 4 9 2 114 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 9 2 115 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 9 2 12ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 9 2 121 dws SO: the, Input: [d]
1 2 4 9 2 13ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 9 2 131 dws SO: the, Input: [d]
1 2 4 9 3 ism SO: {{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 9 3 1 dws SO: the, Input: [d]
1 2 4 9 3 1 1 esm SO: {the,d}, Input: []
1 2 4 9 3 1 2 epm SO: <the,d>, Input: []
1 2 4 9 3 1 3 epm SO: <d,the>, Input: []
1 2 4 9 3 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 3 2 1 dws SO: the, Input: [d]
1 2 4 9 3 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 3 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 5 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 7 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 9 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 10ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 12ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 2 14ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 2 15ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 2 16ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 2 17ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 3 2 18ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 2 19ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 2 20ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 2 21ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 3 2 22ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 2 23ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 2 24ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 2 25ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 3 ism SO: {book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 3 3 1 dws SO: the, Input: [d]
1 2 4 9 3 3 2 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 3 3 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 3 4 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 3 5 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 3 6 ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 3 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 3 8 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 3 9 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 3 10ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 3 11ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 3 12ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 3 13ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 3 3 14ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 3 15ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 3 16ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 3 17ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 3 3 18ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 3 19ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 3 20ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 3 21ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 4 ism SO: {n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 3 4 1 dws SO: the, Input: [d]
1 2 4 9 3 4 2 ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 4 3 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 4 5 ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 4 6 ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 4 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 4 8 ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 4 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 4 10ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 4 11ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 4 12ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 4 13ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 3 4 14ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 4 15ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 4 16ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 4 17ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 3 4 18ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 4 19ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 4 20ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 4 21ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 3 5 1 dws SO: the, Input: [d]
1 2 4 9 3 5 2 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 4 ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 5 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 6 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 7 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 8 ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 9 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 10ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 11ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 12ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 13ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 14ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 15ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 5 16ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 3 5 17ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 5 18ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 5 19ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 5 20ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 5 21ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 3 5 22ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 5 23ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 5 24ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 5 25ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 3 5 26ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 5 27ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 5 28ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 5 29ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 6 ism SO: {book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 3 6 1 dws SO: the, Input: [d]
1 2 4 9 3 6 2 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 6 3 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 6 4 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 6 5 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 6 6 ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 6 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 6 8 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 6 9 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 6 10ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 6 11ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 6 12ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 6 13ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 3 6 14ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 6 15ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 6 16ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 6 17ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 3 6 18ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 6 19ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 6 20ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 6 21ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 7 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 3 7 1 dws SO: the, Input: [d]
1 2 4 9 3 7 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 3 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 5 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 7 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 9 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 10ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 12ism SO: {book,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 7 14ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 7 15ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 7 16ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 7 17ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 3 7 18ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 7 19ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 7 20ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 7 21ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 3 7 22ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 7 23ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 7 24ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 7 25ipm SO: <{{book,n!case},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 8 ism SO: {book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 3 8 1 dws SO: the, Input: [d]
1 2 4 9 3 8 2 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 8 3 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 8 4 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 8 5 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 8 6 ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 8 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 8 8 ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 8 9 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 8 10ism SO: {book,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 8 11ism SO: {n!case,{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 8 12ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 8 13ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 3 8 14ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 8 15ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 8 16ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 8 17ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 3 8 18ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 8 19ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 8 20ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 8 21ipm SO: <{book,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 9 ism SO: {n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 3 9 1 dws SO: the, Input: [d]
1 2 4 9 3 9 2 ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 9 3 ism SO: {{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 9 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 9 5 ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 9 6 ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 9 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 9 8 ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 9 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 9 10ism SO: {book,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 9 11ism SO: {n!case,{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 3 9 12ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 9 13ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 3 9 14ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 9 15ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 9 16ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 9 17ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 3 9 18ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 9 19ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 9 20ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 3 9 21ipm SO: <{n!case,{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 3 10ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 101 dws SO: the, Input: [d]
1 2 4 9 3 102 ism SO: {book,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 4 9 3 103 ism SO: {n!case,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 4 9 3 104 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 9 3 105 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 9 3 11ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 9 3 111 dws SO: the, Input: [d]
1 2 4 9 3 12ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 9 3 121 dws SO: the, Input: [d]
1 2 4 9 3 13ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 3 131 dws SO: the, Input: [d]
1 2 4 9 3 132 ism SO: {book,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 3 133 ism SO: {{book,n!case},<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 3 134 ism SO: {book,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 3 135 ism SO: {n!case,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 3 136 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 4 9 3 137 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 138 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 4 9 3 139 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 4 9 3 14ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 9 3 141 dws SO: the, Input: [d]
1 2 4 9 3 15ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 9 3 151 dws SO: the, Input: [d]
1 2 4 9 3 152 ism SO: {book,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 4 9 3 153 ism SO: {n!case,<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 4 9 3 154 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 9 3 155 ipm SO: <<{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 9 3 16ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 9 3 161 dws SO: the, Input: [d]
1 2 4 9 3 17ipm SO: <{{book,n!case},<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 9 3 171 dws SO: the, Input: [d]
1 2 4 9 4 ism SO: {book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 9 4 1 dws SO: the, Input: [d]
1 2 4 9 4 1 1 esm SO: {the,d}, Input: []
1 2 4 9 4 1 2 epm SO: <the,d>, Input: []
1 2 4 9 4 1 3 epm SO: <d,the>, Input: []
1 2 4 9 4 2 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 4 2 1 dws SO: the, Input: [d]
1 2 4 9 4 2 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 2 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 2 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 2 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 2 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 2 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 2 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 2 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 2 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 2 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 4 2 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 2 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 4 2 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 2 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 4 2 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 2 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 4 3 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 4 3 1 dws SO: the, Input: [d]
1 2 4 9 4 3 2 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 4 ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 5 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 6 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 7 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 8 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 9 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 10ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 11ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 12ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 13ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 3 14ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 4 3 15ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 3 16ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 4 3 17ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 3 18ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 4 3 19ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 4 3 20ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 3 21ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 4 3 22ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 3 23ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 4 3 24ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 3 25ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 4 4 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 4 4 1 dws SO: the, Input: [d]
1 2 4 9 4 4 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 4 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 4 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 4 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 4 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 4 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 4 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 4 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 4 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 4 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 4 4 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 4 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 4 4 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 4 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 4 4 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 4 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 4 5 ism SO: {{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 4 5 1 dws SO: the, Input: [d]
1 2 4 9 4 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 5 3 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 5 4 ism SO: {n!case,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 5 5 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 5 6 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 5 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 5 8 ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 5 10ism SO: {book,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 5 11ism SO: {n!case,{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 5 12ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 4 5 13ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 5 14ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 4 5 15ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 4 5 16ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 5 17ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 4 5 18ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 5 19ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 4 5 20ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 5 21ipm SO: <{{book,n!case},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 4 6 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 4 6 1 dws SO: the, Input: [d]
1 2 4 9 4 6 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 6 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 6 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 6 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 6 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 6 7 ism SO: {{book,n!case},{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 6 8 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 6 9 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 6 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 6 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 4 6 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 6 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 4 6 14ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 6 15ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 4 6 16ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 6 17ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 4 7 ism SO: {n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 4 7 1 dws SO: the, Input: [d]
1 2 4 9 4 7 2 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 7 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 7 4 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 7 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 7 6 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 7 7 ism SO: {{book,n!case},{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 7 8 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 7 9 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 4 7 10ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 4 7 11ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 4 7 12ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 7 13ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 4 7 14ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 7 15ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 4 7 16ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 4 7 17ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 4 8 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 9 4 8 1 dws SO: the, Input: [d]
1 2 4 9 4 9 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 4 9 1 dws SO: the, Input: [d]
1 2 4 9 4 9 2 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 4 9 3 ism SO: {{book,n!case},<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 4 9 4 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 4 9 5 ism SO: {n!case,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 4 9 6 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 4 9 4 9 7 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 4 9 4 9 8 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 4 9 4 9 9 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 4 9 4 10ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 9 4 101 dws SO: the, Input: [d]
1 2 4 9 4 11ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 9 4 111 dws SO: the, Input: [d]
1 2 4 9 4 112 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 4 9 4 113 ism SO: {n!case,<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 4 9 4 114 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 9 4 115 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 9 4 12ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 9 4 121 dws SO: the, Input: [d]
1 2 4 9 4 13ipm SO: <{book,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 9 4 131 dws SO: the, Input: [d]
1 2 4 9 5 ism SO: {n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 4 9 5 1 dws SO: the, Input: [d]
1 2 4 9 5 1 1 esm SO: {the,d}, Input: []
1 2 4 9 5 1 2 epm SO: <the,d>, Input: []
1 2 4 9 5 1 3 epm SO: <d,the>, Input: []
1 2 4 9 5 2 ism SO: {n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 5 2 1 dws SO: the, Input: [d]
1 2 4 9 5 2 2 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 2 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 2 4 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 2 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 2 6 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 2 8 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 2 9 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 2 10ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 2 11ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 5 2 12ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 2 13ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 5 2 14ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 2 15ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 5 2 16ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 2 17ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 3 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 5 3 1 dws SO: the, Input: [d]
1 2 4 9 5 3 2 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 4 ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 5 ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 6 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 7 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 8 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 9 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 10ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 11ism SO: {{book,n!case},{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 12ism SO: {book,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 13ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 3 14ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 5 3 15ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 3 16ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 5 3 17ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 3 18ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 3 19ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 5 3 20ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 3 21ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 5 3 22ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 3 23ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 5 3 24ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 3 25ipm SO: <{<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 4 ism SO: {book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 5 4 1 dws SO: the, Input: [d]
1 2 4 9 5 4 2 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 4 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 4 4 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 4 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 4 6 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 4 7 ism SO: {{book,n!case},{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 4 8 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 4 9 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 4 10ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 4 11ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 5 4 12ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 4 13ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 5 4 14ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 4 15ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 5 4 16ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 4 17ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 5 ism SO: {{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 5 5 1 dws SO: the, Input: [d]
1 2 4 9 5 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 5 3 ism SO: {book,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 5 5 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 5 7 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 5 8 ism SO: {book,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 5 10ism SO: {book,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 5 11ism SO: {n!case,{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 5 12ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 5 5 13ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 5 14ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 5 15ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 5 5 16ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 5 17ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 5 5 18ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 5 19ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 5 5 20ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 5 21ipm SO: <{{book,n!case},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 6 ism SO: {book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 5 6 1 dws SO: the, Input: [d]
1 2 4 9 5 6 2 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 6 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 6 4 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 6 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 6 6 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 6 7 ism SO: {{book,n!case},{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 6 8 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 6 9 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 6 10ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 6 11ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 5 6 12ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 6 13ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 5 6 14ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 6 15ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 5 6 16ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 6 17ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 7 ism SO: {n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 4 9 5 7 1 dws SO: the, Input: [d]
1 2 4 9 5 7 2 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 7 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 7 4 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 7 5 ism SO: {<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 7 6 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 7 8 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 7 9 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 4 9 5 7 10ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 7 11ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 4 9 5 7 12ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 7 13ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 5 7 14ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 7 15ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 4 9 5 7 16ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 4 9 5 7 17ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 4 9 5 8 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 9 5 8 1 dws SO: the, Input: [d]
1 2 4 9 5 9 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 4 9 5 9 1 dws SO: the, Input: [d]
1 2 4 9 5 9 2 ism SO: {book,<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 5 9 3 ism SO: {{book,n!case},<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 5 9 4 ism SO: {book,<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 5 9 5 ism SO: {n!case,<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 4 9 5 9 6 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 4 9 5 9 7 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 4 9 5 9 8 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 4 9 5 9 9 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},<{book,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 4 9 5 10ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 9 5 101 dws SO: the, Input: [d]
1 2 4 9 5 11ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 4 9 5 111 dws SO: the, Input: [d]
1 2 4 9 5 112 ism SO: {book,<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 4 9 5 113 ism SO: {n!case,<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 4 9 5 114 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 9 5 115 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 9 5 12ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 4 9 5 121 dws SO: the, Input: [d]
1 2 4 9 5 13ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 4 9 5 131 dws SO: the, Input: [d]
1 2 4 9 6 ipm SO: <<{book,{book,{book,n!case}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 9 6 1 dws SO: the, Input: [d]
1 2 4 9 6 1 1 esm SO: {the,d}, Input: []
1 2 4 9 6 1 2 epm SO: <the,d>, Input: []
1 2 4 9 6 1 3 epm SO: <d,the>, Input: []
1 2 4 9 7 ipm SO: <<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 4 9 7 1 dws SO: the, Input: [d]
1 2 4 9 7 1 1 esm SO: {the,d}, Input: []
1 2 4 9 7 1 2 epm SO: <the,d>, Input: []
1 2 4 9 7 1 3 epm SO: <d,the>, Input: []
1 2 4 9 7 2 ism SO: {book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 9 7 2 1 dws SO: the, Input: [d]
1 2 4 9 7 2 2 ism SO: {book,{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 4 9 7 2 3 ism SO: {<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 4 9 7 2 4 ism SO: {book,{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 4 9 7 2 5 ism SO: {n!case,{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 4 9 7 2 6 ipm SO: <{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 4 9 7 2 7 ipm SO: <{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 2 4 9 7 2 8 ipm SO: <{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 4 9 7 2 9 ipm SO: <{book,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 9 7 3 ism SO: {n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 4 9 7 3 1 dws SO: the, Input: [d]
1 2 4 9 7 3 2 ism SO: {n!case,{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 4 9 7 3 3 ism SO: {<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 4 9 7 3 4 ism SO: {book,{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 4 9 7 3 5 ism SO: {n!case,{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 4 9 7 3 6 ipm SO: <{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 9 7 3 7 ipm SO: <{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 2 4 9 7 3 8 ipm SO: <{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 4 9 7 3 9 ipm SO: <{n!case,<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 9 7 4 ipm SO: <<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 4 9 7 4 1 dws SO: the, Input: [d]
1 2 4 9 7 5 ipm SO: <<<{book,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 9 7 5 1 dws SO: the, Input: [d]
1 2 4 9 8 ipm SO: <<{book,{book,{book,n!case}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 4 9 8 1 dws SO: the, Input: [d]
1 2 4 9 8 1 1 esm SO: {the,d}, Input: []
1 2 4 9 8 1 2 epm SO: <the,d>, Input: []
1 2 4 9 8 1 3 epm SO: <d,the>, Input: []
1 2 4 9 9 ipm SO: <<{book,{book,{book,n!case}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 4 9 9 1 dws SO: the, Input: [d]
1 2 4 9 9 1 1 esm SO: {the,d}, Input: []
1 2 4 9 9 1 2 epm SO: <the,d>, Input: []
1 2 4 9 9 1 3 epm SO: <d,the>, Input: []
1 2 4 10ipm SO: <{book,{book,{book,n!case}}},book>, Input: [[the,d]]
1 2 4 101 dws SO: the, Input: [d]
1 2 4 101 1 esm SO: {the,d}, Input: []
1 2 4 101 1 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 4 101 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 101 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 101 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 101 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 101 2 epm SO: <the,d>, Input: []
1 2 4 101 2 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 4 101 3 epm SO: <d,the>, Input: []
1 2 4 101 3 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 4 11ipm SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [[the,d]]
1 2 4 111 dws SO: the, Input: [d]
1 2 4 111 1 esm SO: {the,d}, Input: []
1 2 4 111 1 1 uws SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 4 111 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 111 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 111 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 111 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 111 2 epm SO: <the,d>, Input: []
1 2 4 111 2 1 uws SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 4 111 3 epm SO: <d,the>, Input: []
1 2 4 111 3 1 uws SO: <{book,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 4 112 ism SO: {book,<{book,{book,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 112 1 dws SO: the, Input: [d]
1 2 4 112 1 1 esm SO: {the,d}, Input: []
1 2 4 112 1 2 epm SO: <the,d>, Input: []
1 2 4 112 1 3 epm SO: <d,the>, Input: []
1 2 4 112 2 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 112 2 1 dws SO: the, Input: [d]
1 2 4 112 2 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 2 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,n!case}>},{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 2 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 2 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 2 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 2 7 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 2 8 ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 112 2 9 ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},{book,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 4 112 2 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 112 2 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 112 2 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 112 2 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 112 3 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 112 3 1 dws SO: the, Input: [d]
1 2 4 112 3 2 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 3 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 3 4 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 3 5 ism SO: {{book,<{book,{book,{book,n!case}}},{book,n!case}>},{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 3 6 ism SO: {book,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 3 7 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 3 8 ism SO: {book,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 3 9 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 3 10ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 112 3 11ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 112 3 12ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 112 3 13ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},{book,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 4 112 3 14ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 112 3 15ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 112 3 16ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 112 3 17ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 112 4 ism SO: {book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 112 4 1 dws SO: the, Input: [d]
1 2 4 112 4 2 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 4 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,n!case}>},{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 4 4 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 4 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 4 6 ism SO: {book,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 4 7 ism SO: {n!case,{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 4 8 ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 112 4 9 ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},{book,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 4 112 4 10ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 112 4 11ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 112 4 12ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 112 4 13ipm SO: <{book,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 112 5 ism SO: {n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 112 5 1 dws SO: the, Input: [d]
1 2 4 112 5 2 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 5 3 ism SO: {{book,<{book,{book,{book,n!case}}},{book,n!case}>},{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 5 4 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 5 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 5 6 ism SO: {book,{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 5 7 ism SO: {n!case,{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 112 5 8 ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 112 5 9 ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},{book,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 4 112 5 10ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 112 5 11ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 112 5 12ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 112 5 13ipm SO: <{n!case,{book,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 112 6 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 112 6 1 dws SO: the, Input: [d]
1 2 4 112 7 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 112 7 1 dws SO: the, Input: [d]
1 2 4 112 7 2 ism SO: {book,<{book,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 4 112 7 3 ism SO: {n!case,<{book,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 4 112 7 4 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 4 112 7 5 ipm SO: <<{book,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 4 112 8 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 112 8 1 dws SO: the, Input: [d]
1 2 4 112 9 ipm SO: <{book,<{book,{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 112 9 1 dws SO: the, Input: [d]
1 2 4 113 ism SO: {n!case,<{book,{book,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 2 4 113 1 dws SO: the, Input: [d]
1 2 4 113 1 1 esm SO: {the,d}, Input: []
1 2 4 113 1 2 epm SO: <the,d>, Input: []
1 2 4 113 1 3 epm SO: <d,the>, Input: []
1 2 4 113 2 ism SO: {n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 113 2 1 dws SO: the, Input: [d]
1 2 4 113 2 2 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 2 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 2 4 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 2 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 2 6 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 2 7 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 2 8 ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 113 2 9 ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 4 113 2 10ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 113 2 11ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 113 2 12ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 113 2 13ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 113 3 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 113 3 1 dws SO: the, Input: [d]
1 2 4 113 3 2 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 3 3 ism SO: {book,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 3 4 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 3 5 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 3 6 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 3 7 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 3 8 ism SO: {book,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 3 9 ism SO: {n!case,{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 3 10ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 113 3 11ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 113 3 12ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 113 3 13ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 4 113 3 14ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 113 3 15ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 113 3 16ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 113 3 17ipm SO: <{<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 113 4 ism SO: {book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 113 4 1 dws SO: the, Input: [d]
1 2 4 113 4 2 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 4 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 4 4 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 4 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 4 6 ism SO: {book,{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 4 7 ism SO: {n!case,{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 4 8 ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 113 4 9 ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 4 113 4 10ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 113 4 11ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 113 4 12ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 113 4 13ipm SO: <{book,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 113 5 ism SO: {n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 4 113 5 1 dws SO: the, Input: [d]
1 2 4 113 5 2 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 5 3 ism SO: {{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 5 4 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 5 5 ism SO: {<{book,{book,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 5 6 ism SO: {book,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 5 7 ism SO: {n!case,{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 4 113 5 8 ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 113 5 9 ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 4 113 5 10ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 113 5 11ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 113 5 12ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 4 113 5 13ipm SO: <{n!case,{n!case,<{book,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 4 113 6 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 113 6 1 dws SO: the, Input: [d]
1 2 4 113 7 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 4 113 7 1 dws SO: the, Input: [d]
1 2 4 113 7 2 ism SO: {book,<{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 4 113 7 3 ism SO: {n!case,<{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 4 113 7 4 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 4 113 7 5 ipm SO: <<{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},<{book,{book,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 4 113 8 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 4 113 8 1 dws SO: the, Input: [d]
1 2 4 113 9 ipm SO: <{n!case,<{book,{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 4 113 9 1 dws SO: the, Input: [d]
1 2 4 114 ipm SO: <<{book,{book,{book,n!case}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 4 114 1 dws SO: the, Input: [d]
1 2 4 114 1 1 esm SO: {the,d}, Input: []
1 2 4 114 1 2 epm SO: <the,d>, Input: []
1 2 4 114 1 3 epm SO: <d,the>, Input: []
1 2 4 115 ipm SO: <<{book,{book,{book,n!case}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 4 115 1 dws SO: the, Input: [d]
1 2 4 115 1 1 esm SO: {the,d}, Input: []
1 2 4 115 1 2 epm SO: <the,d>, Input: []
1 2 4 115 1 3 epm SO: <d,the>, Input: []
1 2 4 12ipm SO: <{book,{book,{book,n!case}}},book>, Input: [[the,d]]
1 2 4 121 dws SO: the, Input: [d]
1 2 4 121 1 esm SO: {the,d}, Input: []
1 2 4 121 1 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 4 121 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 121 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 121 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 121 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 121 2 epm SO: <the,d>, Input: []
1 2 4 121 2 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 4 121 3 epm SO: <d,the>, Input: []
1 2 4 121 3 1 uws SO: <{book,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 4 13ipm SO: <{book,{book,{book,n!case}}},n!case>, Input: [[the,d]]
1 2 4 131 dws SO: the, Input: [d]
1 2 4 131 1 esm SO: {the,d}, Input: []
1 2 4 131 1 1 uws SO: <{book,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 4 131 1 2 ism SO: {the,{the,d}}, Input: []
1 2 4 131 1 3 ism SO: {d,{the,d}}, Input: []
1 2 4 131 1 4 ipm SO: <{the,d},the>, Input: []
1 2 4 131 1 5 ipm SO: <{the,d},d>, Input: []
1 2 4 131 2 epm SO: <the,d>, Input: []
1 2 4 131 2 1 uws SO: <{book,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 4 131 3 epm SO: <d,the>, Input: []
1 2 4 131 3 1 uws SO: <{book,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 5 ism SO: {n!case,{book,{book,n!case}}}, Input: [[the,d]]
1 2 5 1 dws SO: the, Input: [d]
1 2 5 1 1 esm SO: {the,d}, Input: []
1 2 5 1 1 1 uws SO: {n!case,{book,{book,n!case}}}, Input: [{the,d}]
1 2 5 1 1 1 1 esm SO: {{n!case,{book,{book,n!case}}},{the,d}}, Input: []
1 2 5 1 1 1 2 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 1 1 1 3 ism SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 1 1 1 4 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 1 1 1 5 ism SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 1 1 1 6 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 1 1 1 7 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 1 1 1 8 epm SO: <{n!case,{book,{book,n!case}}},{the,d}>, Input: []
1 2 5 1 1 1 9 epm SO: <{the,d},{n!case,{book,{book,n!case}}}>, Input: []
1 2 5 1 1 1 10ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 5 1 1 1 11ipm SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 5 1 1 1 12ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 5 1 1 1 13ipm SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 5 1 1 1 14ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 5 1 1 1 15ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 1 1 2 1 uws SO: {n!case,{book,{book,n!case}}}, Input: [{the,{the,d}}]
1 2 5 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 2 5 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 2 5 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 2 5 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 2 5 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 2 5 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 2 5 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 2 5 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 2 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 1 1 3 1 uws SO: {n!case,{book,{book,n!case}}}, Input: [{d,{the,d}}]
1 2 5 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 2 5 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 2 5 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 2 5 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 2 5 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 2 5 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 2 5 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 2 5 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 2 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 1 1 4 1 uws SO: {n!case,{book,{book,n!case}}}, Input: [<{the,d},the>]
1 2 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 1 1 5 1 uws SO: {n!case,{book,{book,n!case}}}, Input: [<{the,d},d>]
1 2 5 1 2 epm SO: <the,d>, Input: []
1 2 5 1 2 1 uws SO: {n!case,{book,{book,n!case}}}, Input: [<the,d>]
1 2 5 1 2 1 1 esm SO: {{n!case,{book,{book,n!case}}},<the,d>}, Input: []
1 2 5 1 2 1 2 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 1 2 1 3 ism SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 1 2 1 4 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 1 2 1 5 ism SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 1 2 1 6 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 1 2 1 7 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 1 2 1 8 epm SO: <{n!case,{book,{book,n!case}}},<the,d>>, Input: []
1 2 5 1 2 1 9 epm SO: <<the,d>,{n!case,{book,{book,n!case}}}>, Input: []
1 2 5 1 2 1 10ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 5 1 2 1 11ipm SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 5 1 2 1 12ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 5 1 2 1 13ipm SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 5 1 2 1 14ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 5 1 2 1 15ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 5 1 3 epm SO: <d,the>, Input: []
1 2 5 1 3 1 uws SO: {n!case,{book,{book,n!case}}}, Input: [<d,the>]
1 2 5 1 3 1 1 esm SO: {{n!case,{book,{book,n!case}}},<d,the>}, Input: []
1 2 5 1 3 1 2 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 1 3 1 3 ism SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 1 3 1 4 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 1 3 1 5 ism SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 1 3 1 6 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 1 3 1 7 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 1 3 1 8 epm SO: <{n!case,{book,{book,n!case}}},<d,the>>, Input: []
1 2 5 1 3 1 9 epm SO: <<d,the>,{n!case,{book,{book,n!case}}}>, Input: []
1 2 5 1 3 1 10ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 5 1 3 1 11ipm SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 5 1 3 1 12ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 5 1 3 1 13ipm SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 5 1 3 1 14ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 5 1 3 1 15ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 5 2 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 5 2 1 dws SO: the, Input: [d]
1 2 5 2 1 1 esm SO: {the,d}, Input: []
1 2 5 2 1 1 1 uws SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 2 1 2 epm SO: <the,d>, Input: []
1 2 5 2 1 2 1 uws SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 2 1 3 epm SO: <d,the>, Input: []
1 2 5 2 1 3 1 uws SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 2 2 1 dws SO: the, Input: [d]
1 2 5 2 2 1 1 esm SO: {the,d}, Input: []
1 2 5 2 2 1 2 epm SO: <the,d>, Input: []
1 2 5 2 2 1 3 epm SO: <d,the>, Input: []
1 2 5 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 1 dws SO: the, Input: [d]
1 2 5 2 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 2 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 3 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 1 dws SO: the, Input: [d]
1 2 5 2 2 3 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 11ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 12ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 17ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 18ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 19ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 21ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 3 22ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 3 23ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 3 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 3 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 3 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 3 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 3 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 3 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 3 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 3 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 2 3 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 3 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 3 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 3 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 3 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 3 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 3 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 3 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 3 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 3 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 1 dws SO: the, Input: [d]
1 2 5 2 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 2 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 5 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 1 dws SO: the, Input: [d]
1 2 5 2 2 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 9 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 2 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 1 dws SO: the, Input: [d]
1 2 5 2 2 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 2 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 7 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 1 dws SO: the, Input: [d]
1 2 5 2 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 7 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 7 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 7 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 7 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 7 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 7 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 7 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 2 7 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 7 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 7 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 7 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 7 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 7 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 7 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 7 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 7 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 7 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 1 dws SO: the, Input: [d]
1 2 5 2 2 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 11ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 12ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 13ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 2 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 8 22ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 8 23ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 8 24ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 8 25ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 1 dws SO: the, Input: [d]
1 2 5 2 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 5 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 2 101 dws SO: the, Input: [d]
1 2 5 2 2 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 103 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 105 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 109 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 1010ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 1014ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 1015ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 2 1016ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 1017ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 1018ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 1019ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 1020ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 1021ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 1022ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 1023ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 1024ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 1025ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 11ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 2 111 dws SO: the, Input: [d]
1 2 5 2 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 113 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 115 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 1110ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 2 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 2 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 2 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 12ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 121 dws SO: the, Input: [d]
1 2 5 2 2 13ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 2 131 dws SO: the, Input: [d]
1 2 5 2 2 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 2 133 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 2 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 2 135 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 2 136 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 2 138 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 2 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 2 1310ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 2 1311ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 1312ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 2 1313ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 1314ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 2 1315ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 1316ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 2 1317ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 141 dws SO: the, Input: [d]
1 2 5 2 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 2 151 dws SO: the, Input: [d]
1 2 5 2 2 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 2 153 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 2 154 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 2 156 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 2 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 2 158 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 2 159 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 1510ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 2 1511ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 1512ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 2 1513ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 161 dws SO: the, Input: [d]
1 2 5 2 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 2 171 dws SO: the, Input: [d]
1 2 5 2 2 172 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 2 174 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 2 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 2 176 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 2 177 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 178 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 2 179 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 2 181 dws SO: the, Input: [d]
1 2 5 2 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 2 191 dws SO: the, Input: [d]
1 2 5 2 2 192 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 2 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 2 194 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 2 195 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 2 201 dws SO: the, Input: [d]
1 2 5 2 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 2 211 dws SO: the, Input: [d]
1 2 5 2 3 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 2 3 1 dws SO: the, Input: [d]
1 2 5 2 3 1 1 esm SO: {the,d}, Input: []
1 2 5 2 3 1 2 epm SO: <the,d>, Input: []
1 2 5 2 3 1 3 epm SO: <d,the>, Input: []
1 2 5 2 3 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 1 dws SO: the, Input: [d]
1 2 5 2 3 2 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 9 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 10ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 11ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 13ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 15ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 17ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 19ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 20ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 21ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 22ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 23ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 24ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 25ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 2 26ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 2 27ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 2 28ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 2 29ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 2 30ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 2 31ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 2 32ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 2 33ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 2 34ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 2 35ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 2 36ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 2 37ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 2 38ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 2 39ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 2 40ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 2 41ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 2 42ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 2 43ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 2 44ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 2 45ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 2 46ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 2 47ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 2 48ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 2 49ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 1 dws SO: the, Input: [d]
1 2 5 2 3 3 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 3 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 12ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 13ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 14ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 15ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 16ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 18ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 19ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 3 20ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 3 21ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 3 22ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 3 23ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 3 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 3 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 3 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 3 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 3 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 3 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 3 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 3 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 3 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 3 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 3 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 3 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 3 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 3 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 1 dws SO: the, Input: [d]
1 2 5 2 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 3 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 5 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 7 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 8 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 9 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 11ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 13ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 15ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 16ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 17ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 18ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 20ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 22ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 4 24ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 4 25ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 4 26ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 4 27ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 4 28ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 4 29ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 4 30ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 4 31ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 4 32ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 4 33ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 4 34ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 4 35ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 4 36ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 4 37ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 4 38ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 4 39ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 4 40ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 4 41ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 4 42ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 4 43ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 4 44ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 4 45ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 1 dws SO: the, Input: [d]
1 2 5 2 3 5 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 3 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 12ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 14ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 15ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 16ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 17ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 18ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 19ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 5 20ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 5 21ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 5 22ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 5 23ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 5 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 5 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 5 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 5 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 5 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 5 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 5 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 5 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 5 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 5 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 5 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 5 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 5 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 5 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 1 dws SO: the, Input: [d]
1 2 5 2 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 5 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 6 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 9 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 11ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 14ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 15ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 18ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 20ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 6 22ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 6 23ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 6 24ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 6 25ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 6 26ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 6 27ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 6 28ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 6 29ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 6 30ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 6 31ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 6 32ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 6 33ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 6 34ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 6 35ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 6 36ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 6 37ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 6 38ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 6 39ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 6 40ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 6 41ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 1 dws SO: the, Input: [d]
1 2 5 2 3 7 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 3 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 12ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 14ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 15ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 16ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 17ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 18ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 19ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 7 20ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 7 21ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 7 22ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 7 23ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 7 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 7 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 7 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 7 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 7 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 7 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 7 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 7 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 7 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 7 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 7 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 7 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 7 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 7 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 1 dws SO: the, Input: [d]
1 2 5 2 3 8 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 3 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 12ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 13ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 14ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 16ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 18ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 19ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 8 20ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 8 21ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 8 22ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 8 23ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 8 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 8 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 8 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 8 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 8 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 8 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 8 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 8 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 8 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 8 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 8 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 8 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 8 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 8 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 1 dws SO: the, Input: [d]
1 2 5 2 3 9 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 11ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 12ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 13ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 14ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 15ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 16ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 17ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 18ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 19ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 20ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 21ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 22ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 23ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 24ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 25ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 26ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 27ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 9 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 9 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 9 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 9 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 9 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 9 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 9 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 9 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 9 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 9 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 9 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 9 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 9 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 9 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 9 42ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 9 43ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 9 44ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 9 45ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 9 46ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 9 47ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 9 48ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 9 49ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 9 50ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 9 51ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 9 52ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 9 53ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 101 dws SO: the, Input: [d]
1 2 5 2 3 102 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 103 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 104 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 105 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 106 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 107 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 108 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 109 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1010ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1011ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1012ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1013ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1014ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1015ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1016ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1017ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1018ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1019ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1020ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1021ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 1022ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1023ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1024ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1025ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1026ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1027ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1028ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1029ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 1030ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1031ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1032ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1033ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1034ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1035ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1036ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1037ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 11ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 111 dws SO: the, Input: [d]
1 2 5 2 3 112 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 113 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 114 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 115 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 116 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 117 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 118 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 119 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1110ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1111ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1112ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1113ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1114ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1115ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1116ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1117ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1118ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1119ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1120ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1121ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1122ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1123ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1124ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1125ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1126ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1127ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1128ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1129ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1130ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1131ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1132ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1133ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 1134ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1135ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1136ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1137ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1138ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1139ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1140ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1141ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 1142ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1143ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1144ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1145ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1146ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1147ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1148ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1149ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 121 dws SO: the, Input: [d]
1 2 5 2 3 122 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 123 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 124 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 125 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 126 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 127 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 129 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1210ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1211ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1212ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1213ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1214ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1215ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1216ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1218ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1219ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1220ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1221ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 1222ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1223ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1224ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1225ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1226ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1227ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1228ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1229ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 1230ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1231ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1232ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1233ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1234ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1235ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1236ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1237ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 13ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 131 dws SO: the, Input: [d]
1 2 5 2 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 133 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 135 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 136 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 137 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 138 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 139 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1311ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1313ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1314ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1315ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1316ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1317ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1318ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1320ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1322ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1323ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1324ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1325ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1326ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1327ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1328ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1329ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 1330ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1331ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1332ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1333ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1334ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1335ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1336ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1337ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 1338ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1339ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1340ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1341ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1342ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1343ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1344ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1345ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 14ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 141 dws SO: the, Input: [d]
1 2 5 2 3 142 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 143 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 144 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 145 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 146 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 147 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 148 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 149 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1410ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1411ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1412ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1413ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1414ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1415ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1416ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1417ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1418ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1419ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1420ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1421ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 1422ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1423ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1424ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1425ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1426ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1427ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1428ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1429ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 1430ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1431ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1432ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1433ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1434ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1435ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1436ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1437ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 15ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 151 dws SO: the, Input: [d]
1 2 5 2 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 153 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 155 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 156 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 159 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1511ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1513ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1514ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1515ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1518ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1520ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1522ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1523ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1524ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1525ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 1526ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1527ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1528ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1529ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1530ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1531ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1532ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1533ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 1534ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1535ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1536ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1537ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1538ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1539ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1540ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1541ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 161 dws SO: the, Input: [d]
1 2 5 2 3 162 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 163 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 164 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 165 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 166 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 167 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 168 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 169 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1610ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1611ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1612ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1613ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1614ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1615ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1616ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1617ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1618ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1619ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1620ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1621ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 1622ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1623ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1624ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1625ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1626ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1627ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1628ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1629ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 1630ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1631ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1632ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1633ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1634ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1635ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1636ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1637ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 17ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 3 171 dws SO: the, Input: [d]
1 2 5 2 3 172 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 173 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 174 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 175 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 176 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 177 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 179 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1710ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1711ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1712ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1713ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1714ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1715ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1716ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1718ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1719ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 3 1720ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1721ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 3 1722ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1723ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1724ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1725ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1726ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1727ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1728ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1729ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 1730ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1731ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 1732ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 1733ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1734ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1735ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1736ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 3 1737ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 18ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 181 dws SO: the, Input: [d]
1 2 5 2 3 182 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 183 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 184 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 185 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 186 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 187 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 188 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 3 189 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 1810ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 3 1811ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 1812ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 3 1813ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 3 19ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 191 dws SO: the, Input: [d]
1 2 5 2 3 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 201 dws SO: the, Input: [d]
1 2 5 2 3 202 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 3 203 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 3 204 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 3 205 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 3 206 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 3 207 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 208 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 3 209 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 3 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 3 211 dws SO: the, Input: [d]
1 2 5 2 3 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 221 dws SO: the, Input: [d]
1 2 5 2 3 222 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 3 223 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 3 224 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 3 225 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 3 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 3 231 dws SO: the, Input: [d]
1 2 5 2 3 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 241 dws SO: the, Input: [d]
1 2 5 2 3 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 3 251 dws SO: the, Input: [d]
1 2 5 2 3 252 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 3 253 ism SO: {{n!case,{book,{book,n!case}}},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 3 254 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 3 255 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 3 256 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 3 257 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 3 258 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 3 259 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 3 2510ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 3 2511ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 2512ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 3 2513ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 2514ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 3 2515ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 2516ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 3 2517ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 3 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 261 dws SO: the, Input: [d]
1 2 5 2 3 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 3 271 dws SO: the, Input: [d]
1 2 5 2 3 272 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 273 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 274 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 275 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 276 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 277 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 3 278 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 3 279 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 2710ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 3 2711ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 2712ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 3 2713ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 3 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 281 dws SO: the, Input: [d]
1 2 5 2 3 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 3 291 dws SO: the, Input: [d]
1 2 5 2 3 292 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 3 293 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 3 294 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 3 295 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 3 296 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 3 297 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 298 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 3 299 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 3 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 3 301 dws SO: the, Input: [d]
1 2 5 2 3 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 3 311 dws SO: the, Input: [d]
1 2 5 2 3 312 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 3 313 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 3 314 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 3 315 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 3 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 3 321 dws SO: the, Input: [d]
1 2 5 2 3 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 3 331 dws SO: the, Input: [d]
1 2 5 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 2 4 1 dws SO: the, Input: [d]
1 2 5 2 4 1 1 esm SO: {the,d}, Input: []
1 2 5 2 4 1 2 epm SO: <the,d>, Input: []
1 2 5 2 4 1 3 epm SO: <d,the>, Input: []
1 2 5 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 1 dws SO: the, Input: [d]
1 2 5 2 4 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 4 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 3 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 1 dws SO: the, Input: [d]
1 2 5 2 4 3 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 11ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 12ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 17ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 18ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 19ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 21ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 3 22ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 3 23ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 3 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 3 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 3 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 3 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 3 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 3 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 3 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 3 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 4 3 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 3 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 3 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 3 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 3 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 3 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 3 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 3 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 3 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 3 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 1 dws SO: the, Input: [d]
1 2 5 2 4 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 4 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 5 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 1 dws SO: the, Input: [d]
1 2 5 2 4 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 9 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 4 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 1 dws SO: the, Input: [d]
1 2 5 2 4 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 4 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 7 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 1 dws SO: the, Input: [d]
1 2 5 2 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 7 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 7 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 7 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 7 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 7 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 7 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 7 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 4 7 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 7 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 7 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 7 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 7 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 7 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 7 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 7 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 7 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 7 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 1 dws SO: the, Input: [d]
1 2 5 2 4 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 11ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 12ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 13ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 4 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 8 22ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 8 23ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 8 24ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 8 25ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 1 dws SO: the, Input: [d]
1 2 5 2 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 5 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 4 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 4 101 dws SO: the, Input: [d]
1 2 5 2 4 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 103 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 105 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 109 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 1010ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 1014ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 1015ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 4 1016ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 1017ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 1018ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 1019ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 1020ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 1021ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 1022ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 1023ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 1024ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 1025ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 11ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 4 111 dws SO: the, Input: [d]
1 2 5 2 4 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 113 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 115 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 1110ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 4 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 4 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 4 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 12ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 121 dws SO: the, Input: [d]
1 2 5 2 4 13ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 4 131 dws SO: the, Input: [d]
1 2 5 2 4 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 4 133 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 4 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 4 135 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 4 136 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 4 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 4 138 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 4 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 4 1310ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 4 1311ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 1312ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 4 1313ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 1314ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 4 1315ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 1316ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 4 1317ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 141 dws SO: the, Input: [d]
1 2 5 2 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 4 151 dws SO: the, Input: [d]
1 2 5 2 4 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 4 153 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 4 154 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 4 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 4 156 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 4 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 4 158 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 4 159 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 1510ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 4 1511ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 1512ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 4 1513ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 161 dws SO: the, Input: [d]
1 2 5 2 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 4 171 dws SO: the, Input: [d]
1 2 5 2 4 172 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 4 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 4 174 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 4 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 4 176 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 4 177 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 178 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 4 179 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 4 181 dws SO: the, Input: [d]
1 2 5 2 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 4 191 dws SO: the, Input: [d]
1 2 5 2 4 192 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 4 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 4 194 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 4 195 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 4 201 dws SO: the, Input: [d]
1 2 5 2 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 4 211 dws SO: the, Input: [d]
1 2 5 2 5 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 2 5 1 dws SO: the, Input: [d]
1 2 5 2 5 1 1 esm SO: {the,d}, Input: []
1 2 5 2 5 1 2 epm SO: <the,d>, Input: []
1 2 5 2 5 1 3 epm SO: <d,the>, Input: []
1 2 5 2 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 1 dws SO: the, Input: [d]
1 2 5 2 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 7 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 1 dws SO: the, Input: [d]
1 2 5 2 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 3 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 12ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 3 18ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 3 19ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 3 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 3 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 3 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 3 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 3 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 3 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 3 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 3 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 3 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 3 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 3 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 3 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 3 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 3 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 1 dws SO: the, Input: [d]
1 2 5 2 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 5 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 12ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 1 dws SO: the, Input: [d]
1 2 5 2 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 3 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 12ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 5 18ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 5 19ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 5 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 5 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 5 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 5 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 5 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 5 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 5 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 5 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 5 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 5 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 5 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 5 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 5 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 5 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 1 dws SO: the, Input: [d]
1 2 5 2 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 3 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 1 dws SO: the, Input: [d]
1 2 5 2 5 7 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 11ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 12ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 13ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 14ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 15ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 17ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 18ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 19ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 20ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 21ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 22ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 23ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 24ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 25ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 7 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 7 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 7 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 7 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 7 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 7 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 7 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 7 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 7 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 7 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 7 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 7 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 7 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 7 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 7 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 7 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 7 42ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 7 43ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 7 44ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 7 45ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 7 46ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 7 47ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 7 48ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 7 49ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 1 dws SO: the, Input: [d]
1 2 5 2 5 8 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 3 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 14ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 8 18ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 8 19ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 8 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 8 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 8 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 8 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 8 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 8 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 8 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 8 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 8 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 8 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 8 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 8 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 8 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 8 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 1 dws SO: the, Input: [d]
1 2 5 2 5 9 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 9 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 10ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 12ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 13ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 15ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 20ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 22ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 9 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 9 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 9 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 9 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 9 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 9 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 9 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 9 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 9 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 9 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 9 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 9 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 9 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 9 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 9 38ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 9 39ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 9 40ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 9 41ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 9 42ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 9 43ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 9 44ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 9 45ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 101 dws SO: the, Input: [d]
1 2 5 2 5 102 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 103 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 104 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 105 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 106 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 107 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 108 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 109 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1010ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1012ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1013ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1014ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1015ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1016ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1017ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1018ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1019ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 1020ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1021ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1022ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1023ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1024ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1025ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 1026ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1027ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 1028ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1029ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1030ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1031ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1032ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1033ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 111 dws SO: the, Input: [d]
1 2 5 2 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 117 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1113ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1114ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1116ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 12ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 121 dws SO: the, Input: [d]
1 2 5 2 5 122 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 123 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 125 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 127 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 129 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1210ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1211ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1212ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1214ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1216ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1218ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1219ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 1220ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1221ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1222ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1223ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1224ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1225ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 1226ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1227ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 1228ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1229ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1230ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1231ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1232ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1233ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 131 dws SO: the, Input: [d]
1 2 5 2 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 135 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1311ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1312ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1314ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 141 dws SO: the, Input: [d]
1 2 5 2 5 142 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 143 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 145 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 147 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 149 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1410ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1411ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1412ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1414ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1416ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1418ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1419ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 1420ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1421ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1422ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1423ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1424ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1425ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 1426ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1427ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 1428ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1429ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1430ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1431ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1432ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1433ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 15ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 5 151 dws SO: the, Input: [d]
1 2 5 2 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 153 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 159 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1510ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1512ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 16ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 161 dws SO: the, Input: [d]
1 2 5 2 5 162 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 5 164 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 5 165 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 5 166 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 5 167 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 168 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 5 169 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 5 17ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 5 171 dws SO: the, Input: [d]
1 2 5 2 5 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 181 dws SO: the, Input: [d]
1 2 5 2 5 182 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 5 183 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 5 184 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 5 185 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 5 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 5 191 dws SO: the, Input: [d]
1 2 5 2 5 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 201 dws SO: the, Input: [d]
1 2 5 2 5 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 5 211 dws SO: the, Input: [d]
1 2 5 2 5 212 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 5 213 ism SO: {{n!case,{book,{book,n!case}}},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 5 214 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 5 216 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 5 218 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 5 219 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 5 2110ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 5 2111ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 2112ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 5 2113ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 2114ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 5 2115ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 2116ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 5 2117ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 5 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 221 dws SO: the, Input: [d]
1 2 5 2 5 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 5 231 dws SO: the, Input: [d]
1 2 5 2 5 232 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 5 234 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 5 236 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 5 237 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 5 238 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 5 239 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 2310ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 5 2311ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 2312ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 5 2313ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 5 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 241 dws SO: the, Input: [d]
1 2 5 2 5 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 5 251 dws SO: the, Input: [d]
1 2 5 2 5 252 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 5 254 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 5 255 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 5 256 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 5 257 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 258 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 5 259 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 5 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 5 261 dws SO: the, Input: [d]
1 2 5 2 5 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 5 271 dws SO: the, Input: [d]
1 2 5 2 5 272 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 5 273 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 5 274 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 5 275 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 5 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 5 281 dws SO: the, Input: [d]
1 2 5 2 5 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 5 291 dws SO: the, Input: [d]
1 2 5 2 6 ism SO: {book,{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 2 6 1 dws SO: the, Input: [d]
1 2 5 2 6 1 1 esm SO: {the,d}, Input: []
1 2 5 2 6 1 2 epm SO: <the,d>, Input: []
1 2 5 2 6 1 3 epm SO: <d,the>, Input: []
1 2 5 2 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 1 dws SO: the, Input: [d]
1 2 5 2 6 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 10ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 12ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 13ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 2 14ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 2 15ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 6 2 16ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 2 17ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 2 18ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 2 19ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 2 20ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 2 21ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 2 22ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 2 23ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 2 24ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 2 25ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 3 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 1 dws SO: the, Input: [d]
1 2 5 2 6 3 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 11ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 12ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 17ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 18ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 19ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 21ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 3 22ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 3 23ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 3 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 3 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 3 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 3 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 3 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 3 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 3 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 3 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 6 3 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 3 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 3 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 3 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 3 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 3 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 3 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 3 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 3 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 3 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 1 dws SO: the, Input: [d]
1 2 5 2 6 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 12ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 6 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 4 22ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 4 23ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 4 24ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 4 25ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 5 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 1 dws SO: the, Input: [d]
1 2 5 2 6 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 9 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 6 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 1 dws SO: the, Input: [d]
1 2 5 2 6 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 12ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 6 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 6 22ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 6 23ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 6 24ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 6 25ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 7 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 1 dws SO: the, Input: [d]
1 2 5 2 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 7 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 7 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 7 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 7 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 7 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 7 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 7 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 6 7 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 7 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 7 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 7 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 7 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 7 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 7 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 7 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 7 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 7 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 1 dws SO: the, Input: [d]
1 2 5 2 6 8 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 10ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 12ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 13ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 8 14ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 8 15ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 6 8 16ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 8 17ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 8 18ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 8 19ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 8 20ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 8 21ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 8 22ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 8 23ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 8 24ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 8 25ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 9 ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 1 dws SO: the, Input: [d]
1 2 5 2 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 5 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 12ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 14ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 9 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 9 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 9 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 9 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 6 9 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 9 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 9 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 9 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 9 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 9 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 9 26ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 9 27ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 9 28ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 9 29ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 10ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 6 101 dws SO: the, Input: [d]
1 2 5 2 6 102 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 103 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 104 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 105 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 106 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 108 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 109 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 1010ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 1011ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 1012ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 1013ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 1014ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 1015ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 6 1016ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 1017ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 1018ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 1019ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 1020ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 1021ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 1022ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 1023ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 1024ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 1025ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 11ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 6 111 dws SO: the, Input: [d]
1 2 5 2 6 112 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 113 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 114 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 115 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 116 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 118 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 1110ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 1112ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 1113ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 6 1114ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 1115ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 6 1116ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 1117ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 1118ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 1119ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 1120ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 1121ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 1122ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 1123ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 1124ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 6 1125ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 12ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 6 121 dws SO: the, Input: [d]
1 2 5 2 6 13ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 6 131 dws SO: the, Input: [d]
1 2 5 2 6 132 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 6 133 ism SO: {{n!case,{book,{book,n!case}}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 6 134 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 6 135 ism SO: {{book,{book,n!case}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 6 136 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 6 137 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 6 138 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 6 139 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 6 1310ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 6 1311ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 1312ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 6 1313ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 1314ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 6 1315ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 1316ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 6 1317ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 6 14ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 141 dws SO: the, Input: [d]
1 2 5 2 6 15ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 6 151 dws SO: the, Input: [d]
1 2 5 2 6 152 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 6 153 ism SO: {{book,{book,n!case}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 6 154 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 6 155 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 6 156 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 6 157 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 6 158 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 6 159 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 1510ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 6 1511ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 1512ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 6 1513ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 6 16ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 161 dws SO: the, Input: [d]
1 2 5 2 6 17ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 6 171 dws SO: the, Input: [d]
1 2 5 2 6 172 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 6 173 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 6 174 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 6 175 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 6 176 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 6 177 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 178 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 6 179 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 6 18ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 6 181 dws SO: the, Input: [d]
1 2 5 2 6 19ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 6 191 dws SO: the, Input: [d]
1 2 5 2 6 192 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 6 193 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 6 194 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 6 195 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 6 20ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 6 201 dws SO: the, Input: [d]
1 2 5 2 6 21ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 6 211 dws SO: the, Input: [d]
1 2 5 2 7 ism SO: {{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 2 7 1 dws SO: the, Input: [d]
1 2 5 2 7 1 1 esm SO: {the,d}, Input: []
1 2 5 2 7 1 2 epm SO: <the,d>, Input: []
1 2 5 2 7 1 3 epm SO: <d,the>, Input: []
1 2 5 2 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 1 dws SO: the, Input: [d]
1 2 5 2 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 11ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 1 dws SO: the, Input: [d]
1 2 5 2 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 10ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 12ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 1 dws SO: the, Input: [d]
1 2 5 2 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 1 dws SO: the, Input: [d]
1 2 5 2 7 5 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 11ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 12ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 13ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 15ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 18ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 19ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 21ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 22ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 23ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 5 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 5 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 5 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 5 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 5 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 5 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 5 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 5 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 5 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 5 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 5 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 5 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 5 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 5 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 5 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 5 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 5 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 5 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 5 42ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 5 43ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 5 44ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 5 45ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 1 dws SO: the, Input: [d]
1 2 5 2 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 7 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 1 dws SO: the, Input: [d]
1 2 5 2 7 7 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 10ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 18ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 19ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 20ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 21ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 7 22ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 7 23ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 7 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 7 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 7 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 7 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 7 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 7 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 7 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 7 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 7 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 7 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 7 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 7 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 7 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 7 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 7 38ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 7 39ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 7 40ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 7 41ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 1 dws SO: the, Input: [d]
1 2 5 2 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 8 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 8 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 8 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 8 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 8 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 8 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 8 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 8 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 8 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 8 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 8 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 8 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 8 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 8 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 1 dws SO: the, Input: [d]
1 2 5 2 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 12ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 14ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 101 dws SO: the, Input: [d]
1 2 5 2 7 102 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 103 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 105 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 106 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 107 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 108 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 109 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1010ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1012ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1014ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1015ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1016ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1017ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 1018ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 1019ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1020ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1021ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 1022ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1023ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 1024ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1025ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 1026ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1027ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 1028ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1029ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 111 dws SO: the, Input: [d]
1 2 5 2 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 115 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 119 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1111ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 12ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 121 dws SO: the, Input: [d]
1 2 5 2 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 123 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 127 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 129 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1210ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1212ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1216ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1217ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 1218ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 1219ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1220ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1221ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 1222ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1223ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 1224ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1225ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 1226ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1227ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 1228ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1229ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 13ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 7 131 dws SO: the, Input: [d]
1 2 5 2 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 133 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 137 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 139 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1310ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1312ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 14ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 141 dws SO: the, Input: [d]
1 2 5 2 7 142 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 7 144 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 7 145 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 7 15ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 7 151 dws SO: the, Input: [d]
1 2 5 2 7 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 161 dws SO: the, Input: [d]
1 2 5 2 7 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 7 171 dws SO: the, Input: [d]
1 2 5 2 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 7 173 ism SO: {{n!case,{book,{book,n!case}}},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 7 174 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 7 176 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 7 178 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 7 1710ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 7 1711ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 1712ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 7 1713ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 1714ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 7 1715ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 1716ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 7 1717ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 7 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 181 dws SO: the, Input: [d]
1 2 5 2 7 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 7 191 dws SO: the, Input: [d]
1 2 5 2 7 192 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 7 194 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 7 196 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 7 198 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 7 199 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 1910ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 7 1911ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 1912ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 7 1913ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 7 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 201 dws SO: the, Input: [d]
1 2 5 2 7 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 7 211 dws SO: the, Input: [d]
1 2 5 2 7 212 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 7 214 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 7 216 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 7 217 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 218 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 7 219 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 7 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 7 221 dws SO: the, Input: [d]
1 2 5 2 7 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 7 231 dws SO: the, Input: [d]
1 2 5 2 7 232 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 7 234 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 7 235 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 7 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 7 241 dws SO: the, Input: [d]
1 2 5 2 7 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 7 251 dws SO: the, Input: [d]
1 2 5 2 8 ism SO: {book,{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 2 8 1 dws SO: the, Input: [d]
1 2 5 2 8 1 1 esm SO: {the,d}, Input: []
1 2 5 2 8 1 2 epm SO: <the,d>, Input: []
1 2 5 2 8 1 3 epm SO: <d,the>, Input: []
1 2 5 2 8 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 1 dws SO: the, Input: [d]
1 2 5 2 8 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 10ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 12ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 13ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 2 14ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 2 15ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 8 2 16ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 2 17ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 2 18ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 2 19ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 2 20ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 2 21ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 2 22ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 2 23ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 2 24ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 2 25ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 3 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 1 dws SO: the, Input: [d]
1 2 5 2 8 3 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 11ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 12ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 17ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 18ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 19ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 21ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 3 22ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 3 23ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 3 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 3 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 3 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 3 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 3 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 3 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 3 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 3 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 8 3 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 3 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 3 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 3 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 3 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 3 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 3 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 3 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 3 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 3 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 1 dws SO: the, Input: [d]
1 2 5 2 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 12ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 8 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 4 22ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 4 23ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 4 24ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 4 25ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 5 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 1 dws SO: the, Input: [d]
1 2 5 2 8 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 9 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 8 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 1 dws SO: the, Input: [d]
1 2 5 2 8 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 12ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 8 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 6 22ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 6 23ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 6 24ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 6 25ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 7 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 1 dws SO: the, Input: [d]
1 2 5 2 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 7 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 7 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 7 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 7 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 7 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 7 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 7 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 8 7 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 7 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 7 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 7 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 7 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 7 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 7 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 7 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 7 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 7 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 1 dws SO: the, Input: [d]
1 2 5 2 8 8 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 10ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 12ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 13ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 8 14ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 8 15ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 8 8 16ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 8 17ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 8 18ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 8 19ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 8 20ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 8 21ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 8 22ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 8 23ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 8 24ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 8 25ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 9 ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 1 dws SO: the, Input: [d]
1 2 5 2 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 5 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 12ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 10ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 8 101 dws SO: the, Input: [d]
1 2 5 2 8 102 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 103 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 104 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 105 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 106 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 108 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 109 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 1010ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 1012ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 1013ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 1014ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 1015ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 8 1016ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 1017ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 1018ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 1019ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 1020ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 1021ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 1022ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 1023ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 1024ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 1025ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 11ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 8 111 dws SO: the, Input: [d]
1 2 5 2 8 112 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 113 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 114 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 115 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 116 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 118 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 1110ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 1112ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 1113ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 8 1114ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 1115ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 8 1116ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 1117ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 1118ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 1119ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 1120ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 1121ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 1122ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 1123ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 1124ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 8 1125ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 12ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 8 121 dws SO: the, Input: [d]
1 2 5 2 8 13ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 8 131 dws SO: the, Input: [d]
1 2 5 2 8 132 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 8 133 ism SO: {{n!case,{book,{book,n!case}}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 8 134 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 8 135 ism SO: {{book,{book,n!case}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 8 136 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 8 137 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 8 138 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 8 139 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 8 1310ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 8 1311ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 1312ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 8 1313ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 1314ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 8 1315ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 1316ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 8 1317ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 8 14ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 141 dws SO: the, Input: [d]
1 2 5 2 8 15ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 8 151 dws SO: the, Input: [d]
1 2 5 2 8 152 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 8 153 ism SO: {{book,{book,n!case}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 8 154 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 8 155 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 8 156 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 8 157 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 8 158 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 8 159 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 1510ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 8 1511ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 1512ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 8 1513ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 8 16ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 161 dws SO: the, Input: [d]
1 2 5 2 8 17ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 8 171 dws SO: the, Input: [d]
1 2 5 2 8 172 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 8 173 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 8 174 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 8 175 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 8 176 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 8 177 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 178 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 8 179 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 8 18ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 8 181 dws SO: the, Input: [d]
1 2 5 2 8 19ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 8 191 dws SO: the, Input: [d]
1 2 5 2 8 192 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 8 193 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 8 194 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 8 195 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 8 20ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 8 201 dws SO: the, Input: [d]
1 2 5 2 8 21ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 8 211 dws SO: the, Input: [d]
1 2 5 2 9 ism SO: {n!case,{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 2 9 1 dws SO: the, Input: [d]
1 2 5 2 9 1 1 esm SO: {the,d}, Input: []
1 2 5 2 9 1 2 epm SO: <the,d>, Input: []
1 2 5 2 9 1 3 epm SO: <d,the>, Input: []
1 2 5 2 9 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 1 dws SO: the, Input: [d]
1 2 5 2 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 9 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 3 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 1 dws SO: the, Input: [d]
1 2 5 2 9 3 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 11ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 12ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 17ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 18ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 19ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 21ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 3 22ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 3 23ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 3 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 3 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 3 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 3 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 3 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 3 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 3 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 3 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 9 3 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 3 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 3 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 3 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 3 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 3 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 3 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 3 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 3 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 3 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 1 dws SO: the, Input: [d]
1 2 5 2 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 9 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 5 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 1 dws SO: the, Input: [d]
1 2 5 2 9 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 9 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 9 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 1 dws SO: the, Input: [d]
1 2 5 2 9 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 9 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 7 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 1 dws SO: the, Input: [d]
1 2 5 2 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 7 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 1 dws SO: the, Input: [d]
1 2 5 2 9 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 11ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 12ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 13ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 9 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 8 22ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 8 23ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 8 24ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 8 25ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 1 dws SO: the, Input: [d]
1 2 5 2 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 5 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 9 101 dws SO: the, Input: [d]
1 2 5 2 9 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 103 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 105 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 1010ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 1014ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 1015ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 9 1016ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 1017ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 1018ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 1019ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 1020ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 1021ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 1022ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 1023ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 1024ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 1025ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 11ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 2 9 111 dws SO: the, Input: [d]
1 2 5 2 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 113 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 115 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 1110ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 2 9 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 2 9 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 2 9 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 12ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 121 dws SO: the, Input: [d]
1 2 5 2 9 13ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 2 9 131 dws SO: the, Input: [d]
1 2 5 2 9 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 9 133 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 9 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 9 135 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 9 136 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 9 138 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 9 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 2 9 1310ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 9 1311ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 1312ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 9 1313ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 1314ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 9 1315ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 1316ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 2 9 1317ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 2 9 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 141 dws SO: the, Input: [d]
1 2 5 2 9 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 9 151 dws SO: the, Input: [d]
1 2 5 2 9 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 9 153 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 9 154 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 9 156 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 9 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 9 158 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 9 159 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 1510ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 9 1511ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 1512ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 9 1513ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 9 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 161 dws SO: the, Input: [d]
1 2 5 2 9 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 9 171 dws SO: the, Input: [d]
1 2 5 2 9 172 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 9 174 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 9 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 9 176 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 9 177 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 178 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 9 179 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 9 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 9 181 dws SO: the, Input: [d]
1 2 5 2 9 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 9 191 dws SO: the, Input: [d]
1 2 5 2 9 192 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 9 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 9 194 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 9 195 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 9 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 2 9 201 dws SO: the, Input: [d]
1 2 5 2 9 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 2 9 211 dws SO: the, Input: [d]
1 2 5 2 10ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 2 101 dws SO: the, Input: [d]
1 2 5 2 101 1 esm SO: {the,d}, Input: []
1 2 5 2 101 2 epm SO: <the,d>, Input: []
1 2 5 2 101 3 epm SO: <d,the>, Input: []
1 2 5 2 11ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 2 111 dws SO: the, Input: [d]
1 2 5 2 111 1 esm SO: {the,d}, Input: []
1 2 5 2 111 2 epm SO: <the,d>, Input: []
1 2 5 2 111 3 epm SO: <d,the>, Input: []
1 2 5 2 112 ism SO: {n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 112 1 dws SO: the, Input: [d]
1 2 5 2 112 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 112 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 112 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 112 5 ism SO: {{book,{book,n!case}},{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 112 6 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 112 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 112 8 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 112 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 112 10ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 112 11ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 2 112 12ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 112 13ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 112 14ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 112 15ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 112 16ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 112 17ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 113 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 113 1 dws SO: the, Input: [d]
1 2 5 2 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 3 ism SO: {book,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 5 ism SO: {book,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 6 ism SO: {n!case,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 7 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 8 ism SO: {n!case,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 10ism SO: {book,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 12ism SO: {book,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 13ism SO: {n!case,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 113 14ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 113 15ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 113 16ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 113 17ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 113 18ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 113 19ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 2 113 20ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 113 21ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 113 22ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 113 23ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 113 24ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 113 25ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 114 ism SO: {book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 114 1 dws SO: the, Input: [d]
1 2 5 2 114 2 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 114 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 114 4 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 114 5 ism SO: {{book,{book,n!case}},{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 114 6 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 114 7 ism SO: {{book,n!case},{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 114 8 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 114 9 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 114 10ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 114 11ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 2 114 12ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 114 13ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 114 14ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 114 15ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 114 16ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 114 17ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 115 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 115 1 dws SO: the, Input: [d]
1 2 5 2 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 115 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 115 5 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 115 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 115 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 115 10ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 115 11ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 115 12ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 115 13ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 115 14ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 115 15ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 2 115 16ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 115 17ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 115 18ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 115 19ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 115 20ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 115 21ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 116 ism SO: {book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 116 1 dws SO: the, Input: [d]
1 2 5 2 116 2 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 116 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 116 4 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 116 5 ism SO: {{book,{book,n!case}},{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 116 6 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 116 7 ism SO: {{book,n!case},{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 116 8 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 116 9 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 116 10ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 116 11ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 2 116 12ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 116 13ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 116 14ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 116 15ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 116 16ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 116 17ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 117 ism SO: {n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 2 117 1 dws SO: the, Input: [d]
1 2 5 2 117 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 117 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 117 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 117 5 ism SO: {{book,{book,n!case}},{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 117 6 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 117 8 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 117 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 2 117 10ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 117 11ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 2 117 12ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 117 13ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 117 14ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 117 15ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 117 16ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 2 117 17ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 2 118 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 118 1 dws SO: the, Input: [d]
1 2 5 2 119 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 119 1 dws SO: the, Input: [d]
1 2 5 2 119 2 ism SO: {book,<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 119 3 ism SO: {{book,n!case},<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 119 4 ism SO: {book,<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 119 5 ism SO: {n!case,<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 119 6 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 119 7 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 119 8 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 119 9 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 1110ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 11101 dws SO: the, Input: [d]
1 2 5 2 1111ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 11111 dws SO: the, Input: [d]
1 2 5 2 11112 ism SO: {book,<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 2 11113 ism SO: {n!case,<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 2 11114 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 11115 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 1112ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 2 11121 dws SO: the, Input: [d]
1 2 5 2 1113ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 2 11131 dws SO: the, Input: [d]
1 2 5 2 12ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 2 121 dws SO: the, Input: [d]
1 2 5 2 121 1 esm SO: {the,d}, Input: []
1 2 5 2 121 2 epm SO: <the,d>, Input: []
1 2 5 2 121 3 epm SO: <d,the>, Input: []
1 2 5 2 13ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 2 131 dws SO: the, Input: [d]
1 2 5 2 131 1 esm SO: {the,d}, Input: []
1 2 5 2 131 2 epm SO: <the,d>, Input: []
1 2 5 2 131 3 epm SO: <d,the>, Input: []
1 2 5 2 132 ism SO: {book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 132 1 dws SO: the, Input: [d]
1 2 5 2 132 2 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 132 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 132 4 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 132 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 132 6 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 132 7 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 132 8 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 2 132 9 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 2 132 10ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 2 132 11ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 132 12ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 2 132 13ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 2 133 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 133 1 dws SO: the, Input: [d]
1 2 5 2 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 133 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 133 5 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 133 6 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 133 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 133 10ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 133 11ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 2 133 12ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 2 133 13ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 2 133 14ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 2 133 15ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 133 16ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 2 133 17ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 2 134 ism SO: {book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 134 1 dws SO: the, Input: [d]
1 2 5 2 134 2 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 134 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 134 4 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 134 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 134 6 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 134 7 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 134 8 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 2 134 9 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 2 134 10ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 2 134 11ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 134 12ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 2 134 13ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 2 135 ism SO: {n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 2 135 1 dws SO: the, Input: [d]
1 2 5 2 135 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 135 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 135 4 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 135 6 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 135 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 2 135 8 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 2 135 9 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 2 135 10ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 2 135 11ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 2 135 12ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 2 135 13ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 2 136 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 136 1 dws SO: the, Input: [d]
1 2 5 2 137 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 2 137 1 dws SO: the, Input: [d]
1 2 5 2 137 2 ism SO: {book,<<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 2 137 3 ism SO: {n!case,<<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 2 137 4 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 137 5 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 138 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 2 138 1 dws SO: the, Input: [d]
1 2 5 2 139 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 2 139 1 dws SO: the, Input: [d]
1 2 5 2 14ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 2 141 dws SO: the, Input: [d]
1 2 5 2 141 1 esm SO: {the,d}, Input: []
1 2 5 2 141 2 epm SO: <the,d>, Input: []
1 2 5 2 141 3 epm SO: <d,the>, Input: []
1 2 5 2 15ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 2 151 dws SO: the, Input: [d]
1 2 5 2 151 1 esm SO: {the,d}, Input: []
1 2 5 2 151 2 epm SO: <the,d>, Input: []
1 2 5 2 151 3 epm SO: <d,the>, Input: []
1 2 5 2 152 ism SO: {book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 152 1 dws SO: the, Input: [d]
1 2 5 2 152 2 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 2 152 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 2 152 4 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 2 152 5 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 2 152 6 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 2 152 7 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 2 152 8 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 2 152 9 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 2 153 ism SO: {n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 2 153 1 dws SO: the, Input: [d]
1 2 5 2 153 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 2 153 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 2 153 4 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 2 153 5 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 2 153 6 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 2 153 7 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 2 153 8 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 2 153 9 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 2 154 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 2 154 1 dws SO: the, Input: [d]
1 2 5 2 155 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 2 155 1 dws SO: the, Input: [d]
1 2 5 2 16ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 2 161 dws SO: the, Input: [d]
1 2 5 2 161 1 esm SO: {the,d}, Input: []
1 2 5 2 161 2 epm SO: <the,d>, Input: []
1 2 5 2 161 3 epm SO: <d,the>, Input: []
1 2 5 2 17ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 2 171 dws SO: the, Input: [d]
1 2 5 2 171 1 esm SO: {the,d}, Input: []
1 2 5 2 171 2 epm SO: <the,d>, Input: []
1 2 5 2 171 3 epm SO: <d,the>, Input: []
1 2 5 3 ism SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 5 3 1 dws SO: the, Input: [d]
1 2 5 3 1 1 esm SO: {the,d}, Input: []
1 2 5 3 1 1 1 uws SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 3 1 2 epm SO: <the,d>, Input: []
1 2 5 3 1 2 1 uws SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 3 1 3 epm SO: <d,the>, Input: []
1 2 5 3 1 3 1 uws SO: {{book,{book,n!case}},{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 3 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 2 1 dws SO: the, Input: [d]
1 2 5 3 2 1 1 esm SO: {the,d}, Input: []
1 2 5 3 2 1 2 epm SO: <the,d>, Input: []
1 2 5 3 2 1 3 epm SO: <d,the>, Input: []
1 2 5 3 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 1 dws SO: the, Input: [d]
1 2 5 3 2 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 13ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 19ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 20ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 2 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 2 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 2 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 2 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 1 dws SO: the, Input: [d]
1 2 5 3 2 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 15ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 3 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 3 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 3 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 3 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 1 dws SO: the, Input: [d]
1 2 5 3 2 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 5 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 12ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 17ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 18ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 23ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 4 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 4 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 4 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 4 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 1 dws SO: the, Input: [d]
1 2 5 3 2 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 15ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 5 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 5 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 5 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 5 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 1 dws SO: the, Input: [d]
1 2 5 3 2 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 10ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 15ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 16ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 17ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 19ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 20ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 21ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 6 38ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 6 39ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 6 40ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 6 41ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 1 dws SO: the, Input: [d]
1 2 5 3 2 7 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 15ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 16ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 17ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 18ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 19ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 20ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 21ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 22ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 23ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 24ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 25ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 26ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 27ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 28ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 30ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 31ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 32ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 33ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 7 34ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 7 35ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 7 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 7 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 7 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 7 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 7 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 7 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 7 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 7 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 7 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 7 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 7 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 7 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 7 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 7 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 7 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 7 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 7 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 7 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 7 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 7 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 7 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 7 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 7 58ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 7 59ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 7 60ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 7 61ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 7 62ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 7 63ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 7 64ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 7 65ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 1 dws SO: the, Input: [d]
1 2 5 3 2 8 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 13ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 19ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 20ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 8 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 8 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 8 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 8 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 8 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 8 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 8 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 8 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 8 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 8 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 8 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 8 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 8 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 8 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 8 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 8 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 8 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 8 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 8 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 8 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 8 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 8 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 8 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 8 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 1 dws SO: the, Input: [d]
1 2 5 3 2 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 15ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 9 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 9 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 9 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 9 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 101 dws SO: the, Input: [d]
1 2 5 3 2 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 105 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1011ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1012ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1013ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1017ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1018ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1019ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1020ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1021ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1022ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1023ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1024ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1025ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1042ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1043ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1044ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1045ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 111 dws SO: the, Input: [d]
1 2 5 3 2 112 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 113 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 115 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 117 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 118 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 119 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1110ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1111ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1113ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1114ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1115ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1116ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1117ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1118ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1119ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1120ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1121ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1122ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1123ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 1124ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1125ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1126ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1127ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1128ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1129ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 1130ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1131ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1132ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1133ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1134ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1135ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 1136ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1137ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1138ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1139ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1140ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1141ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 121 dws SO: the, Input: [d]
1 2 5 3 2 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 123 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 125 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 127 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 129 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1210ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1211ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1213ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1215ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1216ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1217ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1218ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1219ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1220ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1221ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1222ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1223ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 1224ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1225ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1226ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1227ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1228ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1229ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 1230ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1231ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1232ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1233ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1234ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1235ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 1236ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1237ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1238ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1239ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1240ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1241ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 131 dws SO: the, Input: [d]
1 2 5 3 2 132 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 133 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 134 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 135 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 136 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 137 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 138 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 139 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1310ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1311ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1312ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1313ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1314ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1315ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1316ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1317ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1318ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1319ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1320ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1321ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1322ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1323ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1324ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1325ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1326ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1327ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1328ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 1329ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1330ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1331ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1332ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1333ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1334ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1335ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 1336ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1337ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1338ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1339ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1340ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1341ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 1342ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1343ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1344ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1345ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1346ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1347ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 1348ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1349ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1350ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1351ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1352ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1353ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 141 dws SO: the, Input: [d]
1 2 5 3 2 142 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 143 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 144 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 145 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 146 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 147 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 148 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 149 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1410ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1411ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1412ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1413ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1414ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1415ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1416ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1417ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1418ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1419ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1420ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1421ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1422ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1423ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 1424ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1425ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1426ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1427ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1428ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1429ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 1430ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1431ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1432ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1433ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1434ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1435ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 1436ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1437ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1438ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1439ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1440ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1441ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 151 dws SO: the, Input: [d]
1 2 5 3 2 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 153 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 155 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 156 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 157 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 158 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 159 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1510ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1511ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1512ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1513ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1514ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1515ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1516ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1517ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1518ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1519ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1520ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1522ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1524ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1525ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1526ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1527ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1528ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1529ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1530ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1531ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 1532ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1533ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1534ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1535ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1536ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1537ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 1538ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1539ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1540ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1541ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1542ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1543ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 1544ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1545ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1546ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1547ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1548ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1549ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 161 dws SO: the, Input: [d]
1 2 5 3 2 162 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 163 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 165 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 167 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 168 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 169 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1610ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1611ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1612ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1613ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1614ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1615ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1616ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1617ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1618ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1619ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1620ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1621ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1622ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1623ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 1624ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1625ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1626ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1627ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1628ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1629ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 1630ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1631ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1632ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1633ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1634ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1635ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 1636ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1637ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1638ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1639ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1640ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1641ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 171 dws SO: the, Input: [d]
1 2 5 3 2 172 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 173 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 174 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 175 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 176 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 177 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 178 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 179 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1710ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1711ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1712ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1713ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1714ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1715ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1716ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1717ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1718ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1720ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1721ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1722ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1723ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1724ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1725ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1726ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1727ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 1728ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1729ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1730ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1731ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1732ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1733ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 1734ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1735ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1736ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1737ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1738ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1739ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 1740ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1741ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1742ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1743ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1744ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1745ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 181 dws SO: the, Input: [d]
1 2 5 3 2 182 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 183 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 184 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 185 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 186 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 187 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 188 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 189 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1810ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1811ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1812ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1813ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1814ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1815ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1816ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1817ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1818ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1819ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1820ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1821ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1822ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1823ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 1824ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1825ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1826ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1827ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1828ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1829ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 1830ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1831ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1832ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1833ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1834ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1835ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 1836ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1837ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1838ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1839ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1840ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1841ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 19ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 2 191 dws SO: the, Input: [d]
1 2 5 3 2 192 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 193 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 194 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 195 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 196 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 197 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 198 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 199 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1910ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1911ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1912ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1913ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1914ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1915ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1916ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1917ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1918ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1919ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1920ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1921ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 2 1922ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1923ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 2 1924ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1925ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1926ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1927ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1928ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1929ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 1930ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1931ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1932ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1933ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1934ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1935ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 1936ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 1937ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 1938ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1939ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 1940ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 2 1941ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 20ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 201 dws SO: the, Input: [d]
1 2 5 3 2 202 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 203 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 204 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 205 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 206 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 2 207 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 208 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 2 209 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 2 21ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 2 211 dws SO: the, Input: [d]
1 2 5 3 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 221 dws SO: the, Input: [d]
1 2 5 3 2 222 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 2 223 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 2 224 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 2 225 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 2 231 dws SO: the, Input: [d]
1 2 5 3 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 241 dws SO: the, Input: [d]
1 2 5 3 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 2 251 dws SO: the, Input: [d]
1 2 5 3 2 252 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 253 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 254 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 255 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 256 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 257 ism SO: {{n!case,{book,{book,n!case}}},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 258 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 259 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 2510ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 2511ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 2512ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 2513ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 2 2514ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 2515ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 2 2516ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 2517ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 2 2518ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 2 2519ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 2520ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 2 2521ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 2522ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 2 2523ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 2524ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 2 2525ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 261 dws SO: the, Input: [d]
1 2 5 3 2 262 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 263 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 264 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 265 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 266 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 2 267 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 268 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 2 269 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 2 271 dws SO: the, Input: [d]
1 2 5 3 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 281 dws SO: the, Input: [d]
1 2 5 3 2 282 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 2 283 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 2 284 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 2 285 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 2 291 dws SO: the, Input: [d]
1 2 5 3 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 301 dws SO: the, Input: [d]
1 2 5 3 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 2 311 dws SO: the, Input: [d]
1 2 5 3 2 312 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 2 313 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 2 314 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 2 315 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 2 316 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 2 317 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 2 318 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 2 319 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 3110ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 2 3111ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 3112ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 2 3113ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 321 dws SO: the, Input: [d]
1 2 5 3 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 2 331 dws SO: the, Input: [d]
1 2 5 3 2 332 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 333 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 334 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 335 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 2 336 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 2 337 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 338 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 2 339 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 2 341 dws SO: the, Input: [d]
1 2 5 3 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 2 351 dws SO: the, Input: [d]
1 2 5 3 2 352 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 2 353 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 2 354 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 2 355 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 2 361 dws SO: the, Input: [d]
1 2 5 3 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 2 371 dws SO: the, Input: [d]
1 2 5 3 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 3 1 dws SO: the, Input: [d]
1 2 5 3 3 1 1 esm SO: {the,d}, Input: []
1 2 5 3 3 1 2 epm SO: <the,d>, Input: []
1 2 5 3 3 1 3 epm SO: <d,the>, Input: []
1 2 5 3 3 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 1 dws SO: the, Input: [d]
1 2 5 3 3 2 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 2 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 2 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 2 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 2 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 2 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 2 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 2 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 2 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 2 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 2 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 2 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 2 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 2 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 2 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 2 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 2 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 1 dws SO: the, Input: [d]
1 2 5 3 3 3 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 15ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 16ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 17ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 19ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 21ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 22ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 23ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 24ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 26ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 28ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 29ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 3 30ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 3 31ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 3 32ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 3 33ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 3 34ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 3 35ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 3 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 3 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 3 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 3 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 3 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 3 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 3 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 3 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 3 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 3 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 3 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 3 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 3 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 3 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 3 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 3 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 3 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 3 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 3 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 3 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 3 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 3 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 1 dws SO: the, Input: [d]
1 2 5 3 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 7 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 16ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 4 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 4 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 4 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 4 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 4 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 4 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 4 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 4 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 4 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 4 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 4 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 4 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 4 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 4 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 4 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 4 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 4 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 4 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 4 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 4 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 1 dws SO: the, Input: [d]
1 2 5 3 3 5 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 5 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 5 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 5 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 5 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 5 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 5 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 5 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 5 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 5 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 5 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 5 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 5 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 5 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 5 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 5 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 5 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 1 dws SO: the, Input: [d]
1 2 5 3 3 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 5 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 14ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 6 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 6 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 6 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 6 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 6 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 6 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 6 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 6 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 6 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 6 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 6 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 6 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 6 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 6 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 6 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 6 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 6 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 6 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 1 dws SO: the, Input: [d]
1 2 5 3 3 7 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 7 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 7 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 7 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 7 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 7 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 7 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 7 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 7 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 7 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 7 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 7 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 7 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 7 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 7 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 7 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 7 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 1 dws SO: the, Input: [d]
1 2 5 3 3 8 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 12ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 8 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 8 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 8 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 8 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 8 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 8 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 8 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 8 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 8 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 8 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 8 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 8 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 8 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 8 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 8 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 8 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 1 dws SO: the, Input: [d]
1 2 5 3 3 9 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 9 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 13ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 15ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 20ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 22ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 9 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 9 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 9 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 9 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 9 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 9 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 9 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 9 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 9 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 9 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 9 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 9 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 9 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 9 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 9 38ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 9 39ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 9 40ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 9 41ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 9 42ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 9 43ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 9 44ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 9 45ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 101 dws SO: the, Input: [d]
1 2 5 3 3 102 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 103 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 104 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 105 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 106 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 107 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 108 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 109 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1010ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1012ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1014ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1015ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1016ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1017ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1018ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1019ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 1020ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1021ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 1022ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1023ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1024ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1025ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1026ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1027ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 1028ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1029ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1030ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1031ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1032ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1033ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 11ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 111 dws SO: the, Input: [d]
1 2 5 3 3 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 117 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 119 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 1128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 1130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 1136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 12ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 121 dws SO: the, Input: [d]
1 2 5 3 3 122 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 123 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 124 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 125 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 127 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 129 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1211ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1212ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1214ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1216ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1218ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1219ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 1220ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1221ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 1222ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1223ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1224ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1225ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1226ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1227ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 1228ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1229ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1230ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1231ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1232ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1233ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 13ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 131 dws SO: the, Input: [d]
1 2 5 3 3 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 135 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 137 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1314ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 1324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 1326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 1332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 14ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 141 dws SO: the, Input: [d]
1 2 5 3 3 142 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 143 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 144 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 145 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 147 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 149 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1411ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1412ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1414ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1416ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1418ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1419ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 1420ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1421ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 1422ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1423ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1424ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1425ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1426ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1427ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 1428ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1429ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1430ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1431ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1432ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1433ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 15ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 3 151 dws SO: the, Input: [d]
1 2 5 3 3 152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 153 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 155 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1512ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 3 1518ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1519ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 3 1520ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1521ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 1522ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1523ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1524ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1525ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1526ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1527ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 1528ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 1529ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1530ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1531ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1532ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 3 1533ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 16ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 3 161 dws SO: the, Input: [d]
1 2 5 3 3 17ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 3 171 dws SO: the, Input: [d]
1 2 5 3 3 172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 173 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 175 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 176 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 177 ism SO: {{n!case,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 178 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 1710ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 1711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 1712ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 1713ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 3 1714ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1715ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 3 1716ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1717ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 3 1718ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 3 1719ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 1720ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 3 1721ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 1722ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 3 1723ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 1724ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 3 1725ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 3 18ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 181 dws SO: the, Input: [d]
1 2 5 3 3 182 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 3 183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 3 184 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 3 185 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 3 186 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 3 187 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 188 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 3 189 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 3 19ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 3 191 dws SO: the, Input: [d]
1 2 5 3 3 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 201 dws SO: the, Input: [d]
1 2 5 3 3 202 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 3 203 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 3 204 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 3 205 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 3 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 3 211 dws SO: the, Input: [d]
1 2 5 3 3 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 221 dws SO: the, Input: [d]
1 2 5 3 3 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 3 231 dws SO: the, Input: [d]
1 2 5 3 3 232 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 3 233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 3 234 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 3 235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 3 236 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 3 237 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 3 238 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 3 239 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 2310ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 3 2311ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 2312ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 3 2313ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 3 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 241 dws SO: the, Input: [d]
1 2 5 3 3 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 3 251 dws SO: the, Input: [d]
1 2 5 3 3 252 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 3 253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 3 254 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 3 255 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 3 256 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 3 257 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 258 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 3 259 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 3 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 3 261 dws SO: the, Input: [d]
1 2 5 3 3 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 3 271 dws SO: the, Input: [d]
1 2 5 3 3 272 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 3 273 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 3 274 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 3 275 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 3 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 3 281 dws SO: the, Input: [d]
1 2 5 3 3 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 3 291 dws SO: the, Input: [d]
1 2 5 3 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 4 1 dws SO: the, Input: [d]
1 2 5 3 4 1 1 esm SO: {the,d}, Input: []
1 2 5 3 4 1 2 epm SO: <the,d>, Input: []
1 2 5 3 4 1 3 epm SO: <d,the>, Input: []
1 2 5 3 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 1 dws SO: the, Input: [d]
1 2 5 3 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 15ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 1 dws SO: the, Input: [d]
1 2 5 3 4 3 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 14ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 3 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 3 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 3 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 3 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 3 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 3 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 3 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 3 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 3 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 3 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 3 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 3 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 3 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 3 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 3 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 3 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 3 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 3 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 1 dws SO: the, Input: [d]
1 2 5 3 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 8 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 11ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 13ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 16ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 18ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 19ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 4 20ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 4 21ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 4 22ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 4 23ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 4 24ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 4 25ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 4 26ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 4 27ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 4 28ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 4 29ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 4 30ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 4 31ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 4 32ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 4 33ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 4 34ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 4 35ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 4 36ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 4 37ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 1 dws SO: the, Input: [d]
1 2 5 3 4 5 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 15ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 16ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 17ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 18ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 19ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 21ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 22ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 23ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 24ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 25ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 26ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 27ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 28ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 29ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 30ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 31ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 5 32ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 5 33ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 5 34ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 5 35ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 5 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 5 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 5 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 5 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 5 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 5 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 5 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 5 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 5 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 5 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 5 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 5 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 5 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 5 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 5 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 5 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 5 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 5 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 5 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 5 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 5 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 5 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 5 58ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 5 59ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 5 60ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 5 61ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 1 dws SO: the, Input: [d]
1 2 5 3 4 6 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 7 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 13ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 15ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 16ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 17ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 18ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 20ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 22ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 23ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 6 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 6 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 6 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 6 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 6 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 6 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 6 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 6 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 6 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 6 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 6 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 6 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 6 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 6 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 6 38ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 6 39ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 6 40ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 6 41ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 6 42ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 6 43ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 6 44ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 6 45ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 1 dws SO: the, Input: [d]
1 2 5 3 4 7 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 14ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 7 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 7 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 7 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 7 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 7 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 7 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 7 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 7 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 7 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 7 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 7 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 7 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 7 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 7 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 7 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 7 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 7 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 7 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 1 dws SO: the, Input: [d]
1 2 5 3 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 15ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 8 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 8 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 8 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 8 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 1 dws SO: the, Input: [d]
1 2 5 3 4 9 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 14ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 9 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 9 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 9 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 9 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 9 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 9 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 9 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 9 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 9 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 9 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 9 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 9 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 9 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 9 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 9 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 9 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 9 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 9 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 101 dws SO: the, Input: [d]
1 2 5 3 4 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 103 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 105 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 107 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 108 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 109 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1011ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1013ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1014ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1015ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1016ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1017ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1018ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1019ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1020ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1021ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 1022ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1023ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1024ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1025ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 1026ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1027ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1028ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1029ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1030ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1031ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 1032ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1033ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1034ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1035ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1036ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1037ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 11ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 111 dws SO: the, Input: [d]
1 2 5 3 4 112 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 113 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 114 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 115 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 116 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 117 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 118 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 119 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1110ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1111ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1112ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1113ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1114ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1115ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1116ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1117ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1118ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1119ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1120ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1121ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1122ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1123ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1124ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1125ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1126ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 1127ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1128ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1129ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1130ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1131ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1132ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1133ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 1134ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1135ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1136ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1137ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 1138ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1139ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1140ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1141ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1142ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1143ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 1144ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1145ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1146ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1147ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1148ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1149ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 12ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 121 dws SO: the, Input: [d]
1 2 5 3 4 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 123 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 125 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 127 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 128 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 129 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1211ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1212ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1213ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1215ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1216ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1218ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1219ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1220ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1221ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 1222ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1223ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1224ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1225ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 1226ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1227ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1228ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1229ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1230ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1231ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 1232ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1233ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1234ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1235ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1236ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1237ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 131 dws SO: the, Input: [d]
1 2 5 3 4 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 137 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1311ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1312ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1314ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1315ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1316ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1317ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1318ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 1330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 1334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 1340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 14ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 141 dws SO: the, Input: [d]
1 2 5 3 4 142 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 143 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 145 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 146 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 147 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 148 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 149 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1411ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1412ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1413ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1414ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1416ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1417ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1418ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1419ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1420ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1421ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 1422ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1423ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1424ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1425ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 1426ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1427ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1428ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1429ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1430ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1431ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 1432ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1433ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1434ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1435ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1436ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1437ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 15ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 151 dws SO: the, Input: [d]
1 2 5 3 4 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 155 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 159 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1510ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1511ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1513ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1514ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1515ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1518ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1520ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1522ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1523ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1524ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1525ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 1526ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1527ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1528ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1529ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 1530ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1531ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1532ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1533ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1534ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1535ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 1536ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1537ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1538ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1539ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1540ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1541ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 161 dws SO: the, Input: [d]
1 2 5 3 4 162 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 163 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 165 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 166 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 167 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 168 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 169 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1610ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1611ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1612ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1613ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1614ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1616ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1617ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1618ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1619ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1620ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1621ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 1622ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1623ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1624ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1625ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 1626ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1627ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1628ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1629ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1630ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1631ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 1632ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1633ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1634ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1635ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1636ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1637ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 17ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 4 171 dws SO: the, Input: [d]
1 2 5 3 4 172 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 173 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 175 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 176 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 177 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 178 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 179 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1710ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1711ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1712ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1713ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1714ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1716ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1718ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1719ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 4 1720ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1721ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 4 1722ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1723ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1724ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1725ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 1726ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1727ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1728ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1729ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1730ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1731ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 1732ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 1733ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 1734ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1735ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 1736ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 4 1737ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 18ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 181 dws SO: the, Input: [d]
1 2 5 3 4 182 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 4 183 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 4 184 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 4 185 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 4 19ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 4 191 dws SO: the, Input: [d]
1 2 5 3 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 201 dws SO: the, Input: [d]
1 2 5 3 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 4 211 dws SO: the, Input: [d]
1 2 5 3 4 212 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 213 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 214 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 215 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 216 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 217 ism SO: {{n!case,{book,{book,n!case}}},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 218 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 2110ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 2111ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 2112ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 2113ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 4 2114ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 2115ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 4 2116ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 2117ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 4 2118ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 4 2119ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 2120ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 4 2121ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 2122ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 4 2123ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 2124ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 4 2125ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 221 dws SO: the, Input: [d]
1 2 5 3 4 222 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 4 223 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 4 224 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 4 225 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 4 226 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 4 227 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 228 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 4 229 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 4 231 dws SO: the, Input: [d]
1 2 5 3 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 241 dws SO: the, Input: [d]
1 2 5 3 4 242 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 4 243 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 4 244 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 4 245 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 4 251 dws SO: the, Input: [d]
1 2 5 3 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 261 dws SO: the, Input: [d]
1 2 5 3 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 4 271 dws SO: the, Input: [d]
1 2 5 3 4 272 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 4 273 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 4 274 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 4 275 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 4 276 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 4 277 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 4 278 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 4 279 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 2710ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 4 2711ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 2712ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 4 2713ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 281 dws SO: the, Input: [d]
1 2 5 3 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 4 291 dws SO: the, Input: [d]
1 2 5 3 4 292 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 4 293 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 4 294 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 4 295 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 4 296 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 4 297 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 298 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 4 299 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 4 301 dws SO: the, Input: [d]
1 2 5 3 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 4 311 dws SO: the, Input: [d]
1 2 5 3 4 312 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 4 313 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 4 314 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 4 315 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 4 321 dws SO: the, Input: [d]
1 2 5 3 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 4 331 dws SO: the, Input: [d]
1 2 5 3 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 5 1 dws SO: the, Input: [d]
1 2 5 3 5 1 1 esm SO: {the,d}, Input: []
1 2 5 3 5 1 2 epm SO: <the,d>, Input: []
1 2 5 3 5 1 3 epm SO: <d,the>, Input: []
1 2 5 3 5 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 1 dws SO: the, Input: [d]
1 2 5 3 5 2 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 2 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 2 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 2 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 2 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 2 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 2 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 2 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 2 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 2 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 2 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 2 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 2 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 2 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 2 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 2 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 2 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 1 dws SO: the, Input: [d]
1 2 5 3 5 3 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 15ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 16ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 17ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 19ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 21ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 22ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 23ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 24ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 26ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 28ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 29ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 3 30ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 3 31ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 3 32ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 3 33ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 3 34ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 3 35ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 3 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 3 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 3 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 3 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 3 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 3 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 3 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 3 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 3 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 3 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 3 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 3 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 3 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 3 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 3 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 3 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 3 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 3 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 3 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 3 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 3 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 3 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 1 dws SO: the, Input: [d]
1 2 5 3 5 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 7 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 16ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 4 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 4 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 4 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 4 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 4 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 4 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 4 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 4 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 4 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 4 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 4 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 4 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 4 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 4 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 4 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 4 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 4 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 4 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 4 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 4 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 1 dws SO: the, Input: [d]
1 2 5 3 5 5 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 5 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 5 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 5 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 5 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 5 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 5 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 5 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 5 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 5 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 5 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 5 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 5 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 5 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 5 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 5 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 5 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 1 dws SO: the, Input: [d]
1 2 5 3 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 5 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 14ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 6 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 6 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 6 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 6 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 6 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 6 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 6 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 6 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 6 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 6 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 6 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 6 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 6 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 6 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 6 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 6 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 6 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 6 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 1 dws SO: the, Input: [d]
1 2 5 3 5 7 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 7 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 7 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 7 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 7 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 7 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 7 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 7 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 7 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 7 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 7 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 7 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 7 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 7 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 7 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 7 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 7 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 1 dws SO: the, Input: [d]
1 2 5 3 5 8 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 12ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 8 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 8 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 8 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 8 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 8 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 8 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 8 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 8 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 8 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 8 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 8 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 8 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 8 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 8 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 8 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 8 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 1 dws SO: the, Input: [d]
1 2 5 3 5 9 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 9 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 13ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 15ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 20ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 22ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 9 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 9 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 9 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 9 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 9 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 9 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 9 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 9 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 9 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 9 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 9 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 9 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 9 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 9 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 9 38ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 9 39ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 9 40ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 9 41ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 9 42ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 9 43ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 9 44ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 9 45ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 101 dws SO: the, Input: [d]
1 2 5 3 5 102 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 103 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 104 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 105 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 106 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 107 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 108 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 109 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1010ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1012ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1014ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1015ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1016ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1017ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1018ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1019ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 1020ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1021ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 1022ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1023ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1024ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1025ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1026ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1027ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 1028ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1029ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1030ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1031ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1032ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1033ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 11ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 111 dws SO: the, Input: [d]
1 2 5 3 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 117 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 119 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 1128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 1130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 1136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 12ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 121 dws SO: the, Input: [d]
1 2 5 3 5 122 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 123 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 124 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 125 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 127 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 129 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1211ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1212ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1214ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1216ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1218ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1219ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 1220ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1221ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 1222ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1223ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1224ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1225ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1226ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1227ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 1228ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1229ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1230ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1231ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1232ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1233ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 13ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 131 dws SO: the, Input: [d]
1 2 5 3 5 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 135 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 137 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1314ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 1324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 1326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 1332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 14ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 141 dws SO: the, Input: [d]
1 2 5 3 5 142 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 143 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 144 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 145 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 147 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 149 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1411ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1412ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1414ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1416ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1418ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1419ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 1420ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1421ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 1422ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1423ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1424ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1425ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1426ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1427ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 1428ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1429ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1430ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1431ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1432ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1433ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 15ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 5 151 dws SO: the, Input: [d]
1 2 5 3 5 152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 153 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 155 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1512ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 5 1518ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1519ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 5 1520ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1521ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 1522ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1523ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1524ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1525ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1526ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1527ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 1528ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 1529ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1530ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1531ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1532ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 5 1533ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 16ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 5 161 dws SO: the, Input: [d]
1 2 5 3 5 17ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 5 171 dws SO: the, Input: [d]
1 2 5 3 5 172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 173 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 175 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 176 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 177 ism SO: {{n!case,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 178 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 1710ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 1711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 1712ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 1713ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 5 1714ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1715ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 5 1716ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1717ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 5 1718ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 5 1719ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 1720ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 5 1721ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 1722ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 5 1723ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 1724ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 5 1725ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 5 18ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 181 dws SO: the, Input: [d]
1 2 5 3 5 182 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 5 183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 5 184 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 5 185 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 5 186 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 5 187 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 188 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 5 189 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 5 19ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 5 191 dws SO: the, Input: [d]
1 2 5 3 5 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 201 dws SO: the, Input: [d]
1 2 5 3 5 202 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 5 203 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 5 204 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 5 205 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 5 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 5 211 dws SO: the, Input: [d]
1 2 5 3 5 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 221 dws SO: the, Input: [d]
1 2 5 3 5 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 5 231 dws SO: the, Input: [d]
1 2 5 3 5 232 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 5 233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 5 234 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 5 235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 5 236 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 5 237 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 5 238 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 5 239 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 2310ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 5 2311ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 2312ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 5 2313ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 5 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 241 dws SO: the, Input: [d]
1 2 5 3 5 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 5 251 dws SO: the, Input: [d]
1 2 5 3 5 252 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 5 253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 5 254 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 5 255 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 5 256 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 5 257 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 258 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 5 259 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 5 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 5 261 dws SO: the, Input: [d]
1 2 5 3 5 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 5 271 dws SO: the, Input: [d]
1 2 5 3 5 272 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 5 273 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 5 274 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 5 275 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 5 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 5 281 dws SO: the, Input: [d]
1 2 5 3 5 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 5 291 dws SO: the, Input: [d]
1 2 5 3 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 6 1 dws SO: the, Input: [d]
1 2 5 3 6 1 1 esm SO: {the,d}, Input: []
1 2 5 3 6 1 2 epm SO: <the,d>, Input: []
1 2 5 3 6 1 3 epm SO: <d,the>, Input: []
1 2 5 3 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 1 dws SO: the, Input: [d]
1 2 5 3 6 2 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 12ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 2 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 2 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 2 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 2 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 2 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 2 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 2 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 2 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 2 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 2 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 2 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 2 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 2 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 2 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 2 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 2 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 1 dws SO: the, Input: [d]
1 2 5 3 6 3 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 15ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 16ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 17ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 19ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 21ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 22ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 23ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 24ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 26ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 28ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 29ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 3 30ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 3 31ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 3 32ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 3 33ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 3 34ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 3 35ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 3 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 3 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 3 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 3 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 3 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 3 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 3 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 3 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 3 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 3 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 3 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 3 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 3 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 3 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 3 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 3 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 3 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 3 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 3 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 3 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 3 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 3 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 1 dws SO: the, Input: [d]
1 2 5 3 6 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 7 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 13ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 16ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 20ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 21ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 4 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 4 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 4 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 4 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 4 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 4 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 4 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 4 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 4 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 4 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 4 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 4 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 4 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 4 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 4 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 4 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 4 38ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 4 39ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 4 40ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 4 41ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 1 dws SO: the, Input: [d]
1 2 5 3 6 5 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 11ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 12ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 5 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 5 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 5 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 5 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 5 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 5 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 5 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 5 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 5 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 5 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 5 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 5 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 5 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 5 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 5 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 5 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 1 dws SO: the, Input: [d]
1 2 5 3 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 3 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 5 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 9 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 11ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 14ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 16ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 18ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 19ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 6 20ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 6 21ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 6 22ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 6 23ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 6 24ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 6 25ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 6 26ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 6 27ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 6 28ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 6 29ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 6 30ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 6 31ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 6 32ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 6 33ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 6 34ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 6 35ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 6 36ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 6 37ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 1 dws SO: the, Input: [d]
1 2 5 3 6 7 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 11ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 12ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 7 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 7 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 7 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 7 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 7 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 7 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 7 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 7 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 7 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 7 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 7 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 7 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 7 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 7 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 7 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 7 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 1 dws SO: the, Input: [d]
1 2 5 3 6 8 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 12ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 8 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 8 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 8 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 8 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 8 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 8 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 8 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 8 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 8 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 8 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 8 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 8 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 8 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 8 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 8 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 8 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 1 dws SO: the, Input: [d]
1 2 5 3 6 9 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 9 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 13ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 15ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 20ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 22ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 9 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 9 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 9 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 9 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 9 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 9 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 9 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 9 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 9 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 9 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 9 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 9 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 9 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 9 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 9 38ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 9 39ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 9 40ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 9 41ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 9 42ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 9 43ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 9 44ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 9 45ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 101 dws SO: the, Input: [d]
1 2 5 3 6 102 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 103 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 104 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 105 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 106 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 107 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 108 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 109 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1010ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1012ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1013ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1014ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1015ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1016ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1017ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1018ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1019ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 1020ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1021ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 1022ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1023ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1024ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1025ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1026ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1027ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 1028ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1029ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1030ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1031ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1032ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1033ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 11ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 111 dws SO: the, Input: [d]
1 2 5 3 6 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 117 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 119 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1112ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1113ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1114ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1116ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1122ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1123ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1124ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1125ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1126ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1127ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 1128ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1129ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 1130ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1131ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1132ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1133ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1134ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1135ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 1136ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1137ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1138ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1139ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1140ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1141ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 12ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 121 dws SO: the, Input: [d]
1 2 5 3 6 122 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 123 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 124 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 125 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 126 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 127 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 128 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 129 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1210ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1211ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1212ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1214ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1215ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1216ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1217ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1218ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1219ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 1220ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1221ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 1222ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1223ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1224ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1225ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1226ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1227ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 1228ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1229ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1230ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1231ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1232ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1233ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 13ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 131 dws SO: the, Input: [d]
1 2 5 3 6 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 133 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 135 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 137 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 138 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 139 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1311ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1312ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1314ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1316ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1318ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1320ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1321ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1322ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1323ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 1324ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1325ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 1326ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1327ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1328ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1329ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1330ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1331ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 1332ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1333ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1334ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1335ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1336ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1337ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 141 dws SO: the, Input: [d]
1 2 5 3 6 142 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 143 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 144 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 145 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 146 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 147 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 148 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 149 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1410ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1411ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1412ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1414ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1415ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1416ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1417ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1418ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1419ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 1420ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1421ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 1422ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1423ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1424ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1425ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1426ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1427ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 1428ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1429ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1430ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1431ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1432ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1433ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 15ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 6 151 dws SO: the, Input: [d]
1 2 5 3 6 152 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 153 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 154 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 155 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 156 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 157 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 158 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 159 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1510ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1512ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1514ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1516ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1517ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 6 1518ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1519ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 6 1520ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1521ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 1522ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1523ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1524ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1525ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1526ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1527ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 1528ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 1529ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1530ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1531ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1532ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 6 1533ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 16ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 161 dws SO: the, Input: [d]
1 2 5 3 6 17ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 6 171 dws SO: the, Input: [d]
1 2 5 3 6 172 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 173 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 174 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 175 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 176 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 177 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 178 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 179 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 1710ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 1711ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 1712ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 1713ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 6 1714ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1715ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 6 1716ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1717ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 6 1718ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 6 1719ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 1720ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 6 1721ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 1722ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 6 1723ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 1724ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 6 1725ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 6 18ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 181 dws SO: the, Input: [d]
1 2 5 3 6 182 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 6 183 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 6 184 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 6 185 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 6 186 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 6 187 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 188 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 6 189 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 6 19ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 6 191 dws SO: the, Input: [d]
1 2 5 3 6 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 201 dws SO: the, Input: [d]
1 2 5 3 6 202 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 6 203 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 6 204 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 6 205 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 6 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 6 211 dws SO: the, Input: [d]
1 2 5 3 6 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 221 dws SO: the, Input: [d]
1 2 5 3 6 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 6 231 dws SO: the, Input: [d]
1 2 5 3 6 232 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 6 233 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 6 234 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 6 235 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 6 236 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 6 237 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 6 238 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 6 239 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 2310ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 6 2311ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 2312ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 6 2313ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 6 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 241 dws SO: the, Input: [d]
1 2 5 3 6 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 6 251 dws SO: the, Input: [d]
1 2 5 3 6 252 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 6 253 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 6 254 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 6 255 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 6 256 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 6 257 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 258 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 6 259 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 6 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 6 261 dws SO: the, Input: [d]
1 2 5 3 6 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 6 271 dws SO: the, Input: [d]
1 2 5 3 6 272 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 6 273 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 6 274 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 6 275 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 6 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 6 281 dws SO: the, Input: [d]
1 2 5 3 6 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 6 291 dws SO: the, Input: [d]
1 2 5 3 7 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 7 1 dws SO: the, Input: [d]
1 2 5 3 7 1 1 esm SO: {the,d}, Input: []
1 2 5 3 7 1 2 epm SO: <the,d>, Input: []
1 2 5 3 7 1 3 epm SO: <d,the>, Input: []
1 2 5 3 7 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 1 dws SO: the, Input: [d]
1 2 5 3 7 2 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 9 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 10ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 11ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 13ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 15ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 17ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 18ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 19ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 20ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 21ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 22ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 23ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 24ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 25ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 26ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 27ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 28ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 29ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2 30ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 2 31ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2 32ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2 33ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2 34ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2 35ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2 36ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2 37ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 2 38ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 2 39ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2 40ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2 41ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2 42ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2 43ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2 44ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2 45ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 2 46ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2 47ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2 48ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2 49ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2 50ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2 51ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 2 52ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2 53ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2 54ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2 55ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2 56ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2 57ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 1 dws SO: the, Input: [d]
1 2 5 3 7 3 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 3 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 12ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 13ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 14ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 15ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 16ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 17ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 18ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 19ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 20ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 21ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 22ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 23ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 3 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 3 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 3 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 3 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 3 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 3 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 3 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 3 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 3 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 3 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 3 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 3 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 3 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 3 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 3 38ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 3 39ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 3 40ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 3 41ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 3 42ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 3 43ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 3 44ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 3 45ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 1 dws SO: the, Input: [d]
1 2 5 3 7 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 3 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 5 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 6 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 7 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 8 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 9 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 11ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 13ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 14ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 15ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 16ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 17ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 18ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 19ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 20ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 21ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 22ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 23ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 24ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 25ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 26ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 27ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 4 28ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 4 29ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 4 30ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 4 31ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 4 32ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 4 33ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 4 34ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 4 35ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 4 36ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 4 37ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 4 38ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 4 39ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 4 40ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 4 41ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 4 42ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 4 43ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 4 44ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 4 45ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 4 46ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 4 47ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 4 48ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 4 49ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 4 50ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 4 51ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 4 52ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 4 53ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 1 dws SO: the, Input: [d]
1 2 5 3 7 5 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 3 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 12ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 13ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 14ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 15ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 16ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 17ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 18ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 19ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 20ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 21ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 22ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 23ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 5 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 5 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 5 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 5 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 5 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 5 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 5 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 5 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 5 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 5 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 5 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 5 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 5 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 5 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 5 38ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 5 39ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 5 40ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 5 41ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 5 42ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 5 43ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 5 44ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 5 45ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 1 dws SO: the, Input: [d]
1 2 5 3 7 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 3 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 5 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 6 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 9 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 11ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 12ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 13ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 14ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 15ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 16ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 17ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 18ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 19ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 20ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 21ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 22ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 23ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 24ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 25ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 6 26ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 6 27ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 6 28ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 6 29ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 6 30ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 6 31ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 6 32ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 6 33ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 6 34ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 6 35ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 6 36ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 6 37ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 6 38ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 6 39ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 6 40ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 6 41ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 6 42ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 6 43ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 6 44ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 6 45ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 6 46ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 6 47ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 6 48ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 6 49ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 1 dws SO: the, Input: [d]
1 2 5 3 7 7 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 3 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 12ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 13ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 14ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 15ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 16ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 17ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 18ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 19ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 20ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 21ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 22ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 23ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 7 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 7 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 7 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 7 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 7 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 7 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 7 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 7 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 7 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 7 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 7 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 7 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 7 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 7 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 7 38ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 7 39ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 7 40ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 7 41ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 7 42ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 7 43ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 7 44ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 7 45ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 1 dws SO: the, Input: [d]
1 2 5 3 7 8 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 3 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 12ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 13ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 14ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 15ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 16ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 17ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 18ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 19ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 20ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 21ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 22ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 23ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 8 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 8 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 8 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 8 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 8 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 8 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 8 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 8 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 8 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 8 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 8 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 8 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 8 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 8 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 8 38ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 8 39ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 8 40ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 8 41ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 8 42ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 8 43ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 8 44ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 8 45ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 1 dws SO: the, Input: [d]
1 2 5 3 7 9 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 15ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 16ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 17ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 19ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 20ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 21ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 22ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 23ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 24ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 25ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 26ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 27ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 28ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 29ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 30ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 31ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 32ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 33ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 34ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 35ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 9 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 9 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 9 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 9 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 9 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 9 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 9 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 9 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 9 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 9 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 9 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 9 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 9 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 9 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 9 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 9 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 9 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 9 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 9 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 9 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 9 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 9 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 9 58ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 9 59ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 9 60ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 9 61ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 9 62ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 9 63ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 9 64ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 9 65ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 9 66ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 9 67ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 9 68ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 9 69ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 10ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 101 dws SO: the, Input: [d]
1 2 5 3 7 102 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 103 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 104 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 105 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 106 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 107 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 108 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 109 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1010ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1011ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1012ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1013ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1014ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1015ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1016ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1017ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1018ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1019ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1020ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1021ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1022ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1023ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1024ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1025ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1026ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1027ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1028ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1029ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1030ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1031ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1032ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1033ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 1034ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1035ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1036ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1037ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1038ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1039ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1040ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1041ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 1042ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1043ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1044ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1045ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1046ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1047ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1048ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1049ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1050ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1051ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1052ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1053ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 111 dws SO: the, Input: [d]
1 2 5 3 7 112 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 113 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 114 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 115 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 116 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 117 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 118 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 119 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1110ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1111ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1112ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1113ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1114ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1115ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1116ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1117ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1118ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1119ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1120ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1121ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1122ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1123ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1124ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1125ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 1126ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1127ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1128ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1129ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1130ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1131ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1132ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1133ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 1134ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1135ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1136ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1137ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1138ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1139ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1140ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1141ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1142ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1143ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1144ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1145ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 12ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 121 dws SO: the, Input: [d]
1 2 5 3 7 122 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 123 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 124 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 125 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 126 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 127 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 128 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 129 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1210ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1211ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1212ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1213ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1214ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1215ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1216ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1217ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1218ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1219ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1220ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1221ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1222ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1223ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1224ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1225ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1226ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1227ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1228ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1229ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 1230ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1231ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1232ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1233ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1234ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1235ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1236ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1237ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 1238ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1239ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1240ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1241ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1242ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1243ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1244ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1245ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1246ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1247ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1248ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1249ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 13ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 131 dws SO: the, Input: [d]
1 2 5 3 7 132 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 133 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 134 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 135 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 136 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 137 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 138 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 139 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1310ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1311ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1312ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1313ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1314ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1315ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1316ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1317ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1318ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1319ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1320ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1321ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1322ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1323ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1324ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1325ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 1326ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1327ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1328ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1329ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1330ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1331ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1332ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1333ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 1334ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1335ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1336ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1337ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1338ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1339ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1340ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1341ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1342ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1343ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1344ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1345ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 141 dws SO: the, Input: [d]
1 2 5 3 7 142 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 143 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 144 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 145 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 146 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 147 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 148 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 149 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1410ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1411ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1412ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1413ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1414ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1415ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1416ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1417ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1418ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1419ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1420ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1421ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1422ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1423ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1424ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1425ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 1426ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1427ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1428ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1429ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1430ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1431ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1432ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1433ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 1434ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1435ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1436ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1437ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1438ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1439ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1440ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1441ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1442ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1443ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1444ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1445ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 151 dws SO: the, Input: [d]
1 2 5 3 7 152 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 153 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 154 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 155 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 156 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 157 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 158 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 159 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1510ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1511ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1512ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1513ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1514ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1515ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1516ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1517ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1518ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1519ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1520ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1521ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1522ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1523ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1524ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1525ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1526ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1527ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1528ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1529ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1530ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1531ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1532ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1533ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1534ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1535ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1536ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1537ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 1538ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1539ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1540ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1541ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1542ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1543ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1544ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1545ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 1546ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1547ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1548ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1549ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1550ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1551ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1552ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1553ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1554ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1555ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1556ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1557ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 161 dws SO: the, Input: [d]
1 2 5 3 7 162 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 163 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 164 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 165 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 166 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 167 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 168 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 169 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1610ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1611ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1612ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1613ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1614ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1615ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1616ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1617ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1618ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1619ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1620ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1621ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1622ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1623ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1624ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1625ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 1626ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1627ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1628ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1629ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1630ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1631ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1632ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1633ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 1634ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1635ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1636ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1637ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1638ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1639ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1640ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1641ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1642ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1643ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1644ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1645ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 171 dws SO: the, Input: [d]
1 2 5 3 7 172 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 173 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 174 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 175 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 176 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 177 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 178 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 179 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1710ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1711ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1712ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1713ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1714ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1715ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1716ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1717ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1718ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1719ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1720ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1721ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1722ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1723ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1724ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1725ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1726ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1727ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1728ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1729ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1730ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1731ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1732ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1733ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 1734ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1735ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1736ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1737ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1738ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1739ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1740ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1741ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 1742ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1743ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1744ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1745ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1746ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1747ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1748ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1749ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1750ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1751ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1752ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1753ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 18ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 181 dws SO: the, Input: [d]
1 2 5 3 7 182 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 183 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 184 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 185 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 186 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 187 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 188 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 189 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1810ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1811ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1812ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1813ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1814ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1815ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1816ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1817ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1818ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1819ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1820ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1821ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1822ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1823ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1824ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1825ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 1826ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1827ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1828ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1829ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1830ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1831ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1832ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1833ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 1834ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1835ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1836ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1837ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1838ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1839ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1840ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1841ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1842ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1843ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1844ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1845ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 19ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 191 dws SO: the, Input: [d]
1 2 5 3 7 192 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 193 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 194 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 195 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 196 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 197 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 198 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 199 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1910ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1911ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1912ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1913ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1914ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1915ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1916ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1917ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1918ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1919ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1920ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1921ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1922ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1923ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1924ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1925ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 1926ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1927ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1928ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1929ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 1930ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1931ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1932ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1933ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1934ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1935ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1936ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1937ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 1938ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1939ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1940ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1941ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1942ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1943ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 1944ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 1945ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 1946ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1947ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 1948ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 1949ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 20ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 201 dws SO: the, Input: [d]
1 2 5 3 7 202 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 203 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 204 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 205 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 206 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 207 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 208 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 209 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2010ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2011ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2012ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2013ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2014ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2015ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2016ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2017ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2018ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2019ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2020ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2021ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2022ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2023ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2024ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2025ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 2026ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 2027ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2028ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2029ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2030ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2031ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2032ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2033ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 2034ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2035ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2036ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2037ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2038ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2039ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 2040ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2041ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2042ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2043ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2044ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2045ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 21ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 7 211 dws SO: the, Input: [d]
1 2 5 3 7 212 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 213 ism SO: {{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 214 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 215 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 216 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 217 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 218 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 219 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2110ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2111ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2112ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2113ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2114ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2115ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2116ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2117ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2118ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2119ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2120ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2121ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2122ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2123ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 7 2124ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2125ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 7 2126ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 2127ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2128ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2129ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2130ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2131ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2132ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2133ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 2134ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2135ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2136ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2137ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2138ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2139ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 2140ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 2141ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2142ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2143ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2144ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 7 2145ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 22ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 221 dws SO: the, Input: [d]
1 2 5 3 7 222 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 223 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 224 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 225 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 226 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 227 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 228 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 7 229 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2210ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 7 2211ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2212ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 7 2213ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 7 23ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 231 dws SO: the, Input: [d]
1 2 5 3 7 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 241 dws SO: the, Input: [d]
1 2 5 3 7 242 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 243 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 244 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 245 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 246 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 7 247 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 248 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 7 249 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 7 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 7 251 dws SO: the, Input: [d]
1 2 5 3 7 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 261 dws SO: the, Input: [d]
1 2 5 3 7 262 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 7 263 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 7 264 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 7 265 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 7 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 7 271 dws SO: the, Input: [d]
1 2 5 3 7 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 281 dws SO: the, Input: [d]
1 2 5 3 7 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 7 291 dws SO: the, Input: [d]
1 2 5 3 7 292 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 293 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 294 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 295 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 296 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 297 ism SO: {{n!case,{book,{book,n!case}}},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 298 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 299 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 2910ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 2911ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 2912ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 2913ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 7 2914ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2915ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 7 2916ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2917ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 7 2918ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 7 2919ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 2920ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 7 2921ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 2922ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 7 2923ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 2924ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 7 2925ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 7 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 301 dws SO: the, Input: [d]
1 2 5 3 7 302 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 303 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 304 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 305 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 306 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 7 307 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 308 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 7 309 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 7 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 7 311 dws SO: the, Input: [d]
1 2 5 3 7 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 321 dws SO: the, Input: [d]
1 2 5 3 7 322 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 7 323 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 7 324 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 7 325 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 7 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 7 331 dws SO: the, Input: [d]
1 2 5 3 7 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 341 dws SO: the, Input: [d]
1 2 5 3 7 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 7 351 dws SO: the, Input: [d]
1 2 5 3 7 352 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 353 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 354 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 355 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 356 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 357 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 7 358 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 7 359 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 3510ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 7 3511ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 3512ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 7 3513ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 7 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 361 dws SO: the, Input: [d]
1 2 5 3 7 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 7 371 dws SO: the, Input: [d]
1 2 5 3 7 372 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 373 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 374 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 375 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 7 376 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 7 377 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 378 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 7 379 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 7 38ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 7 381 dws SO: the, Input: [d]
1 2 5 3 7 39ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 7 391 dws SO: the, Input: [d]
1 2 5 3 7 392 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 7 393 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 7 394 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 7 395 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 7 40ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 7 401 dws SO: the, Input: [d]
1 2 5 3 7 41ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 7 411 dws SO: the, Input: [d]
1 2 5 3 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 8 1 dws SO: the, Input: [d]
1 2 5 3 8 1 1 esm SO: {the,d}, Input: []
1 2 5 3 8 1 2 epm SO: <the,d>, Input: []
1 2 5 3 8 1 3 epm SO: <d,the>, Input: []
1 2 5 3 8 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 1 dws SO: the, Input: [d]
1 2 5 3 8 2 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 12ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 2 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 2 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 2 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 2 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 2 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 2 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 2 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 2 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 2 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 2 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 2 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 2 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 2 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 2 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 2 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 2 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 3 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 1 dws SO: the, Input: [d]
1 2 5 3 8 3 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 15ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 16ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 17ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 19ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 20ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 21ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 22ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 23ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 24ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 26ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 27ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 28ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 29ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 3 30ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 3 31ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 3 32ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 3 33ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 3 34ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 3 35ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 3 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 3 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 3 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 3 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 3 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 3 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 3 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 3 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 3 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 3 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 3 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 3 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 3 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 3 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 3 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 3 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 3 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 3 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 3 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 3 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 3 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 3 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 1 dws SO: the, Input: [d]
1 2 5 3 8 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 7 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 13ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 16ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 19ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 20ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 21ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 4 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 4 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 4 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 4 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 4 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 4 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 4 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 4 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 4 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 4 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 4 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 4 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 4 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 4 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 4 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 4 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 4 38ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 4 39ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 4 40ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 4 41ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 1 dws SO: the, Input: [d]
1 2 5 3 8 5 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 11ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 12ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 5 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 5 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 5 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 5 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 5 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 5 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 5 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 5 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 5 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 5 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 5 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 5 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 5 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 5 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 5 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 5 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 1 dws SO: the, Input: [d]
1 2 5 3 8 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 3 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 5 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 9 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 11ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 12ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 14ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 16ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 18ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 19ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 6 20ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 6 21ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 6 22ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 6 23ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 6 24ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 6 25ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 6 26ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 6 27ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 6 28ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 6 29ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 6 30ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 6 31ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 6 32ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 6 33ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 6 34ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 6 35ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 6 36ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 6 37ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 1 dws SO: the, Input: [d]
1 2 5 3 8 7 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 11ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 12ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 7 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 7 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 7 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 7 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 7 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 7 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 7 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 7 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 7 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 7 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 7 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 7 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 7 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 7 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 7 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 7 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 1 dws SO: the, Input: [d]
1 2 5 3 8 8 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 12ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 8 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 8 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 8 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 8 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 8 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 8 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 8 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 8 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 8 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 8 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 8 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 8 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 8 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 8 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 8 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 8 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 1 dws SO: the, Input: [d]
1 2 5 3 8 9 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 9 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 13ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 15ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 20ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 22ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 9 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 9 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 9 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 9 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 9 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 9 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 9 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 9 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 9 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 9 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 9 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 9 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 9 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 9 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 9 38ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 9 39ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 9 40ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 9 41ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 9 42ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 9 43ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 9 44ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 9 45ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 101 dws SO: the, Input: [d]
1 2 5 3 8 102 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 103 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 104 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 105 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 106 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 107 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 108 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 109 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1010ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1012ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1013ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1014ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1015ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1016ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1017ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1018ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1019ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 1020ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1021ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 1022ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1023ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1024ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1025ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1026ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1027ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 1028ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1029ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1030ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1031ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1032ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1033ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 11ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 111 dws SO: the, Input: [d]
1 2 5 3 8 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 117 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 119 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1112ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1113ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1114ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1116ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1122ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1123ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1124ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1125ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1126ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1127ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 1128ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1129ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 1130ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1131ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1132ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1133ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1134ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1135ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 1136ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1137ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1138ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1139ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1140ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1141ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 12ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 121 dws SO: the, Input: [d]
1 2 5 3 8 122 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 123 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 124 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 125 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 126 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 127 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 128 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 129 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1210ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1211ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1212ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1214ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1215ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1216ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1217ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1218ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1219ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 1220ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1221ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 1222ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1223ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1224ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1225ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1226ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1227ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 1228ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1229ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1230ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1231ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1232ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1233ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 13ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 131 dws SO: the, Input: [d]
1 2 5 3 8 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 133 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 135 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 137 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 138 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 139 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1311ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1312ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1314ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1316ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1318ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1320ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1321ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1322ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1323ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 1324ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1325ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 1326ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1327ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1328ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1329ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1330ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1331ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 1332ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1333ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1334ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1335ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1336ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1337ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 14ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 141 dws SO: the, Input: [d]
1 2 5 3 8 142 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 143 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 144 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 145 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 146 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 147 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 148 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 149 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1410ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1411ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1412ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1414ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1415ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1416ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1417ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1418ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1419ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 1420ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1421ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 1422ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1423ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1424ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1425ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1426ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1427ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 1428ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1429ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1430ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1431ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1432ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1433ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 15ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 8 151 dws SO: the, Input: [d]
1 2 5 3 8 152 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 153 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 154 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 155 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 156 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 157 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 158 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 159 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1510ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1512ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1514ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1516ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1517ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 8 1518ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1519ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 8 1520ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1521ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 1522ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1523ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1524ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1525ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1526ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1527ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 1528ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 1529ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1530ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1531ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1532ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 8 1533ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 16ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 161 dws SO: the, Input: [d]
1 2 5 3 8 17ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 8 171 dws SO: the, Input: [d]
1 2 5 3 8 172 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 173 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 174 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 175 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 176 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 177 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 178 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 179 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 1710ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 1711ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 1712ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 1713ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 8 1714ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1715ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 8 1716ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1717ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 8 1718ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 8 1719ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 1720ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 8 1721ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 1722ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 8 1723ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 1724ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 8 1725ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 8 18ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 181 dws SO: the, Input: [d]
1 2 5 3 8 182 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 8 183 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 8 184 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 8 185 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 8 186 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 8 187 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 188 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 8 189 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 8 19ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 8 191 dws SO: the, Input: [d]
1 2 5 3 8 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 201 dws SO: the, Input: [d]
1 2 5 3 8 202 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 8 203 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 8 204 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 8 205 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 8 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 8 211 dws SO: the, Input: [d]
1 2 5 3 8 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 221 dws SO: the, Input: [d]
1 2 5 3 8 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 8 231 dws SO: the, Input: [d]
1 2 5 3 8 232 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 8 233 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 8 234 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 8 235 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 8 236 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 8 237 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 8 238 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 8 239 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 2310ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 8 2311ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 2312ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 8 2313ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 8 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 241 dws SO: the, Input: [d]
1 2 5 3 8 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 8 251 dws SO: the, Input: [d]
1 2 5 3 8 252 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 8 253 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 8 254 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 8 255 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 8 256 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 8 257 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 258 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 8 259 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 8 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 8 261 dws SO: the, Input: [d]
1 2 5 3 8 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 8 271 dws SO: the, Input: [d]
1 2 5 3 8 272 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 8 273 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 8 274 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 8 275 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 8 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 8 281 dws SO: the, Input: [d]
1 2 5 3 8 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 8 291 dws SO: the, Input: [d]
1 2 5 3 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 9 1 dws SO: the, Input: [d]
1 2 5 3 9 1 1 esm SO: {the,d}, Input: []
1 2 5 3 9 1 2 epm SO: <the,d>, Input: []
1 2 5 3 9 1 3 epm SO: <d,the>, Input: []
1 2 5 3 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 1 dws SO: the, Input: [d]
1 2 5 3 9 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 13ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 19ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 20ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 2 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 2 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 2 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 2 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 1 dws SO: the, Input: [d]
1 2 5 3 9 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 15ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 3 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 3 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 3 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 3 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 1 dws SO: the, Input: [d]
1 2 5 3 9 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 5 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 12ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 14ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 15ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 17ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 18ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 19ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 21ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 22ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 23ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 4 42ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 4 43ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 4 44ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 4 45ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 1 dws SO: the, Input: [d]
1 2 5 3 9 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 15ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 5 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 5 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 5 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 5 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 1 dws SO: the, Input: [d]
1 2 5 3 9 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 10ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 12ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 13ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 15ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 16ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 17ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 19ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 20ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 21ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 6 38ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 6 39ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 6 40ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 6 41ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 1 dws SO: the, Input: [d]
1 2 5 3 9 7 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 15ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 16ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 17ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 18ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 19ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 20ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 21ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 22ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 23ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 24ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 25ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 26ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 27ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 28ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 29ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 30ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 31ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 32ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 33ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 7 34ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 7 35ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 7 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 7 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 7 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 7 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 7 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 7 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 7 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 7 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 7 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 7 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 7 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 7 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 7 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 7 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 7 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 7 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 7 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 7 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 7 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 7 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 7 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 7 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 7 58ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 7 59ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 7 60ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 7 61ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 7 62ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 7 63ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 7 64ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 7 65ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 1 dws SO: the, Input: [d]
1 2 5 3 9 8 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 7 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 13ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 14ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 16ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 17ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 19ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 20ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 23ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 24ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 25ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 8 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 8 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 8 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 8 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 8 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 8 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 8 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 8 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 8 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 8 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 8 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 8 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 8 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 8 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 8 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 8 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 8 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 8 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 8 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 8 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 8 46ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 8 47ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 8 48ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 8 49ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 1 dws SO: the, Input: [d]
1 2 5 3 9 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 3 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 10ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 12ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 13ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 15ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 16ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 17ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 18ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 19ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 20ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 21ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 9 38ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 9 39ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 9 40ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 9 41ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 101 dws SO: the, Input: [d]
1 2 5 3 9 102 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 103 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 104 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 105 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 106 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 107 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 108 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 109 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1010ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1011ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1012ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1013ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1014ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1015ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1016ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1017ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1018ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1019ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1020ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1021ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1022ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1023ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1024ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1025ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1026ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1027ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 1028ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1029ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1030ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1031ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1032ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1033ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 1034ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1035ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1036ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1037ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1038ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1039ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 1040ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1041ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1042ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1043ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1044ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1045ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 111 dws SO: the, Input: [d]
1 2 5 3 9 112 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 113 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 114 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 115 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 116 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 117 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 118 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 119 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1110ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1111ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1112ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1113ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1114ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1115ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1116ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1117ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1118ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1119ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1120ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1121ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1122ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1123ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 1124ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1125ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1126ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1127ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1128ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1129ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 1130ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1131ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1132ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1133ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1134ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1135ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 1136ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1137ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1138ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1139ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1140ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1141ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 121 dws SO: the, Input: [d]
1 2 5 3 9 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 123 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 125 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 127 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 129 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1210ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1211ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1212ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1213ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1215ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1216ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1217ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1218ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1219ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1220ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1221ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1222ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1223ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 1224ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1225ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1226ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1227ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1228ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1229ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 1230ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1231ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1232ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1233ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1234ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1235ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 1236ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1237ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1238ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1239ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1240ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1241ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 131 dws SO: the, Input: [d]
1 2 5 3 9 132 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 133 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 134 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 135 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 136 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 137 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 138 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 139 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1310ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1311ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1312ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1313ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1314ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1315ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1316ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1317ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1318ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1319ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1320ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1321ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1322ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1323ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1324ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1325ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1326ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1327ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1328ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 1329ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1330ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1331ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1332ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1333ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1334ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1335ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 1336ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1337ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1338ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1339ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1340ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1341ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 1342ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1343ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1344ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1345ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1346ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1347ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 1348ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1349ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1350ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1351ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1352ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1353ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 141 dws SO: the, Input: [d]
1 2 5 3 9 142 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 143 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 144 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 145 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 146 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 147 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 148 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 149 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1410ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1411ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1412ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1413ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1414ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1415ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1416ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1417ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1418ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1419ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1420ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1421ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1422ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1423ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 1424ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1425ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1426ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1427ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1428ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1429ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 1430ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1431ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1432ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1433ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1434ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1435ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 1436ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1437ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1438ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1439ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1440ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1441ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 151 dws SO: the, Input: [d]
1 2 5 3 9 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 153 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 155 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 156 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 157 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 158 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 159 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1510ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1511ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1512ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1513ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1514ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1515ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1516ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1517ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1518ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1519ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1520ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1522ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1524ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1525ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1526ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1527ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1528ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1529ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1530ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1531ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 1532ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1533ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1534ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1535ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1536ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1537ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 1538ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1539ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1540ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1541ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1542ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1543ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 1544ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1545ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1546ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1547ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1548ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1549ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 16ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 161 dws SO: the, Input: [d]
1 2 5 3 9 162 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 163 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 165 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 167 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 168 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 169 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1610ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1611ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1612ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1613ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1614ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1615ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1616ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1617ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1618ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1619ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1620ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1621ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1622ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1623ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 1624ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1625ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1626ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1627ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1628ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1629ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 1630ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1631ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1632ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1633ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1634ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1635ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 1636ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1637ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1638ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1639ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1640ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1641ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 171 dws SO: the, Input: [d]
1 2 5 3 9 172 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 173 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 174 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 175 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 176 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 177 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 178 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 179 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1710ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1711ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1712ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1713ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1714ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1715ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1716ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1717ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1718ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1720ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1721ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1722ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1723ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1724ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1725ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1726ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1727ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 1728ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1729ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1730ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1731ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1732ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1733ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 1734ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1735ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1736ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1737ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1738ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1739ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 1740ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1741ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1742ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1743ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1744ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1745ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 181 dws SO: the, Input: [d]
1 2 5 3 9 182 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 183 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 184 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 185 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 186 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 187 ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 188 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 189 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1810ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1811ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1812ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1813ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1814ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1815ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1816ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1817ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1818ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1819ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1820ism SO: {book,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1821ism SO: {n!case,{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1822ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1823ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 1824ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1825ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1826ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1827ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1828ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1829ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 1830ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1831ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1832ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1833ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1834ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1835ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 1836ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1837ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1838ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1839ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1840ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1841ipm SO: <{book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 9 191 dws SO: the, Input: [d]
1 2 5 3 9 192 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 193 ism SO: {{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 194 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 195 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 196 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 197 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 198 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 199 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1910ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1911ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1912ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1913ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1914ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1915ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1916ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1917ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1918ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1919ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1920ism SO: {book,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1921ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 9 1922ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1923ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 9 1924ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1925ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1926ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1927ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1928ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1929ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 1930ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1931ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1932ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1933ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1934ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1935ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 1936ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 1937ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 1938ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1939ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 1940ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 9 1941ipm SO: <{n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 20ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 201 dws SO: the, Input: [d]
1 2 5 3 9 202 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 203 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 204 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 205 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 206 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 9 207 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 208 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 9 209 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 9 21ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 9 211 dws SO: the, Input: [d]
1 2 5 3 9 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 221 dws SO: the, Input: [d]
1 2 5 3 9 222 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 9 223 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 9 224 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 9 225 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 9 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 9 231 dws SO: the, Input: [d]
1 2 5 3 9 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 241 dws SO: the, Input: [d]
1 2 5 3 9 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 9 251 dws SO: the, Input: [d]
1 2 5 3 9 252 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 253 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 254 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 255 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 256 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 257 ism SO: {{n!case,{book,{book,n!case}}},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 258 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 259 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 2510ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 2511ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 2512ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 2513ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 9 2514ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 2515ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 9 2516ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 2517ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 9 2518ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 9 2519ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 2520ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 9 2521ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 2522ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 9 2523ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 2524ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 9 2525ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 9 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 261 dws SO: the, Input: [d]
1 2 5 3 9 262 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 263 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 264 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 265 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 266 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 9 267 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 268 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 9 269 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 9 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 9 271 dws SO: the, Input: [d]
1 2 5 3 9 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 281 dws SO: the, Input: [d]
1 2 5 3 9 282 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 9 283 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 9 284 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 9 285 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 9 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 9 291 dws SO: the, Input: [d]
1 2 5 3 9 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 301 dws SO: the, Input: [d]
1 2 5 3 9 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 9 311 dws SO: the, Input: [d]
1 2 5 3 9 312 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 9 313 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 9 314 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 9 315 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 9 316 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 9 317 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 9 318 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 9 319 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 3110ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 9 3111ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 3112ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 9 3113ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 9 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 321 dws SO: the, Input: [d]
1 2 5 3 9 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 9 331 dws SO: the, Input: [d]
1 2 5 3 9 332 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 333 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 334 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 335 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 9 336 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 9 337 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 338 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 9 339 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 9 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 9 341 dws SO: the, Input: [d]
1 2 5 3 9 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 9 351 dws SO: the, Input: [d]
1 2 5 3 9 352 ism SO: {book,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 9 353 ism SO: {n!case,<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 9 354 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 9 355 ipm SO: <<{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 9 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 9 361 dws SO: the, Input: [d]
1 2 5 3 9 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 9 371 dws SO: the, Input: [d]
1 2 5 3 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 101 dws SO: the, Input: [d]
1 2 5 3 101 1 esm SO: {the,d}, Input: []
1 2 5 3 101 2 epm SO: <the,d>, Input: []
1 2 5 3 101 3 epm SO: <d,the>, Input: []
1 2 5 3 102 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 102 1 dws SO: the, Input: [d]
1 2 5 3 102 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 102 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 102 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 102 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 102 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 102 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 102 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 102 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 102 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 102 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 102 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 102 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 102 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 102 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 102 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 102 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 102 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 103 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 103 1 dws SO: the, Input: [d]
1 2 5 3 103 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 15ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 16ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 17ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 19ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 20ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 21ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 22ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 23ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 24ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 26ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 27ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 28ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 29ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 103 30ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 103 31ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 103 32ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 103 33ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 103 34ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 103 35ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 103 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 103 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 103 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 103 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 103 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 103 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 103 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 103 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 103 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 103 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 103 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 103 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 103 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 103 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 103 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 103 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 103 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 103 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 103 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 103 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 103 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 103 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 104 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 104 1 dws SO: the, Input: [d]
1 2 5 3 104 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 7 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 16ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 104 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 104 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 104 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 104 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 104 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 104 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 104 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 104 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 104 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 104 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 104 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 104 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 104 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 104 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 104 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 104 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 104 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 104 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 104 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 104 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 105 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 105 1 dws SO: the, Input: [d]
1 2 5 3 105 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 105 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 105 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 105 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 105 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 105 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 105 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 105 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 105 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 105 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 105 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 105 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 105 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 105 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 105 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 105 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 105 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 106 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 106 1 dws SO: the, Input: [d]
1 2 5 3 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 5 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 14ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 106 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 106 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 106 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 106 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 106 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 106 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 106 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 106 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 106 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 106 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 106 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 106 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 106 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 106 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 106 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 106 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 106 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 106 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 107 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 107 1 dws SO: the, Input: [d]
1 2 5 3 107 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 107 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 107 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 107 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 107 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 107 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 107 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 107 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 107 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 107 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 107 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 107 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 107 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 107 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 107 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 107 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 107 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 108 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 108 1 dws SO: the, Input: [d]
1 2 5 3 108 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 12ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 108 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 108 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 108 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 108 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 108 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 108 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 108 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 108 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 108 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 108 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 108 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 108 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 108 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 108 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 108 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 108 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 109 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 109 1 dws SO: the, Input: [d]
1 2 5 3 109 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 9 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 13ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 15ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 20ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 22ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 109 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 109 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 109 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 109 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 109 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 109 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 109 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 109 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 109 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 109 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 109 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 109 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 109 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 109 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 109 38ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 109 39ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 109 40ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 109 41ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 109 42ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 109 43ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 109 44ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 109 45ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1010ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 10101 dws SO: the, Input: [d]
1 2 5 3 10102 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10103 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10104 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10105 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10106 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10107 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10108 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10109 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101010ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101012ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101014ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101015ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101016ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101017ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101018ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101019ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 101020ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101021ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 101022ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101023ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101024ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101025ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101026ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101027ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 101028ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101029ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101030ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101031ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101032ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101033ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1011ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 10111 dws SO: the, Input: [d]
1 2 5 3 10112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10117 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10119 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 101128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 101130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 101136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1012ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 10121 dws SO: the, Input: [d]
1 2 5 3 10122 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10123 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10124 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10125 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10127 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10129 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101211ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101212ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101214ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101216ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101218ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101219ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 101220ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101221ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 101222ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101223ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101224ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101225ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101226ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101227ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 101228ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101229ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101230ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101231ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101232ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101233ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1013ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 10131 dws SO: the, Input: [d]
1 2 5 3 10132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10135 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10137 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101314ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 101324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 101326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 101332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1014ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 10141 dws SO: the, Input: [d]
1 2 5 3 10142 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10143 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10144 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10145 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10147 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10149 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101411ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101412ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101414ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101416ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101418ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101419ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 101420ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101421ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 101422ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101423ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101424ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101425ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101426ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101427ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 101428ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101429ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101430ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101431ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101432ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101433ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1015ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 10151 dws SO: the, Input: [d]
1 2 5 3 10152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10153 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10155 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 10159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101512ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 101518ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101519ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 101520ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101521ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 101522ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101523ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101524ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101525ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101526ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101527ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 101528ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 101529ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101530ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101531ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 101532ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 101533ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1016ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 10161 dws SO: the, Input: [d]
1 2 5 3 1017ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 10171 dws SO: the, Input: [d]
1 2 5 3 10172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 10173 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 10174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 10175 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 10176 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 10177 ism SO: {{n!case,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 10178 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 10179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 101710ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 101711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 101712ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 101713ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 101714ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101715ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 101716ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 101717ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 101718ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 101719ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 101720ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 101721ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 101722ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 101723ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 101724ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 101725ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 1018ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 10181 dws SO: the, Input: [d]
1 2 5 3 10182 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 10183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 10184 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 10185 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 10186 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 10187 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 10188 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 10189 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 1019ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 10191 dws SO: the, Input: [d]
1 2 5 3 1020ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 10201 dws SO: the, Input: [d]
1 2 5 3 10202 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 10203 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 10204 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 10205 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 1021ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 10211 dws SO: the, Input: [d]
1 2 5 3 1022ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 10221 dws SO: the, Input: [d]
1 2 5 3 1023ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 10231 dws SO: the, Input: [d]
1 2 5 3 10232 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 10233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 10234 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 10235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 10236 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 10237 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 10238 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 10239 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 102310ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 102311ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 102312ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 102313ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 1024ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 10241 dws SO: the, Input: [d]
1 2 5 3 1025ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 10251 dws SO: the, Input: [d]
1 2 5 3 10252 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 10253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 10254 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 10255 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 10256 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 10257 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 10258 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 10259 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 1026ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 10261 dws SO: the, Input: [d]
1 2 5 3 1027ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 10271 dws SO: the, Input: [d]
1 2 5 3 10272 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 10273 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 10274 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 10275 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 1028ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 10281 dws SO: the, Input: [d]
1 2 5 3 1029ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 10291 dws SO: the, Input: [d]
1 2 5 3 11ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 111 dws SO: the, Input: [d]
1 2 5 3 111 1 esm SO: {the,d}, Input: []
1 2 5 3 111 2 epm SO: <the,d>, Input: []
1 2 5 3 111 3 epm SO: <d,the>, Input: []
1 2 5 3 112 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 112 1 dws SO: the, Input: [d]
1 2 5 3 112 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 15ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 112 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 112 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 112 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 112 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 112 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 112 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 112 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 112 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 112 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 112 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 112 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 112 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 112 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 112 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 112 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 112 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 112 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 112 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 112 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 112 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 113 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 113 1 dws SO: the, Input: [d]
1 2 5 3 113 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 14ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 113 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 113 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 113 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 113 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 113 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 113 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 113 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 113 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 113 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 113 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 113 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 113 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 113 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 113 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 113 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 113 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 113 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 113 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 114 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 114 1 dws SO: the, Input: [d]
1 2 5 3 114 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 5 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 8 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 9 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 11ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 12ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 13ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 14ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 15ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 16ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 18ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 19ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 114 20ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 114 21ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 114 22ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 114 23ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 114 24ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 114 25ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 114 26ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 114 27ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 114 28ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 114 29ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 114 30ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 114 31ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 114 32ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 114 33ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 114 34ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 114 35ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 114 36ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 114 37ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 115 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 115 1 dws SO: the, Input: [d]
1 2 5 3 115 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 15ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 16ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 17ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 18ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 19ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 20ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 21ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 22ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 23ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 24ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 25ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 26ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 27ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 28ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 29ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 30ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 31ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 115 32ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 115 33ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 115 34ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 115 35ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 115 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 115 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 115 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 115 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 115 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 115 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 115 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 115 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 115 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 115 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 115 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 115 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 115 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 115 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 115 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 115 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 115 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 115 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 115 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 115 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 115 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 115 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 115 58ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 115 59ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 115 60ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 115 61ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 116 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 116 1 dws SO: the, Input: [d]
1 2 5 3 116 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 7 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 12ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 13ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 15ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 16ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 17ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 18ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 20ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 22ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 23ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 116 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 116 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 116 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 116 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 116 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 116 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 116 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 116 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 116 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 116 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 116 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 116 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 116 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 116 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 116 38ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 116 39ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 116 40ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 116 41ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 116 42ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 116 43ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 116 44ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 116 45ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 117 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 117 1 dws SO: the, Input: [d]
1 2 5 3 117 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 14ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 117 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 117 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 117 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 117 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 117 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 117 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 117 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 117 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 117 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 117 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 117 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 117 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 117 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 117 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 117 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 117 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 117 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 117 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 118 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 118 1 dws SO: the, Input: [d]
1 2 5 3 118 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 5 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 10ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 13ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 15ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 118 22ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 118 23ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 118 24ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 118 25ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 118 26ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 118 27ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 118 28ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 118 29ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 118 30ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 118 31ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 118 32ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 118 33ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 118 34ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 118 35ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 118 36ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 118 37ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 118 38ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 118 39ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 118 40ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 118 41ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 119 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 119 1 dws SO: the, Input: [d]
1 2 5 3 119 2 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 3 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 5 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 6 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 8 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 9 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 10ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 11ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 12ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 14ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 15ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 16ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 18ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 19ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 119 20ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 119 21ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 119 22ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 119 23ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 119 24ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 119 25ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 119 26ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 119 27ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 119 28ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 119 29ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 119 30ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 119 31ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 119 32ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 119 33ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 119 34ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 119 35ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 119 36ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 119 37ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1110ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 11101 dws SO: the, Input: [d]
1 2 5 3 11102 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11103 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11105 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11106 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11107 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11108 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11109 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111010ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111011ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111012ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111013ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111014ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111015ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111016ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111017ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111018ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111019ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111020ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111021ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 111022ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111023ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111024ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111025ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 111026ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111027ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111028ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111029ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111030ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111031ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 111032ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111033ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111034ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111035ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111036ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111037ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1111ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 11111 dws SO: the, Input: [d]
1 2 5 3 11112 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11113 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11114 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11115 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11116 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11117 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11118 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11119 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111110ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111111ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111112ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111113ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111114ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111115ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111116ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111117ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111118ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111119ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111120ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111121ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111122ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111123ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111124ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111125ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111126ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 111127ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111128ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111129ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111130ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111131ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111132ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111133ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 111134ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111135ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111136ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111137ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 111138ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111139ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111140ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111141ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111142ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111143ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 111144ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111145ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111146ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111147ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111148ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111149ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1112ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 11121 dws SO: the, Input: [d]
1 2 5 3 11122 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11123 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11125 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11126 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11127 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11128 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11129 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111210ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111211ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111212ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111213ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111214ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111215ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111216ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111218ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111219ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111220ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111221ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 111222ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111223ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111224ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111225ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 111226ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111227ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111228ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111229ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111230ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111231ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 111232ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111233ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111234ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111235ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111236ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111237ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 11131 dws SO: the, Input: [d]
1 2 5 3 11132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11133 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11135 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11136 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11137 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11138 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11139 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111310ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111311ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111312ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111313ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111314ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111315ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111316ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111317ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111318ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111320ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111322ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111323ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111324ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111325ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111326ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111327ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111328ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111329ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 111330ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111331ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111332ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111333ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 111334ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111335ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111336ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111337ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111338ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111339ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 111340ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111341ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111342ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111343ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111344ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111345ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1114ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 11141 dws SO: the, Input: [d]
1 2 5 3 11142 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11143 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11145 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11146 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11147 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11148 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11149 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111410ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111411ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111412ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111413ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111414ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111415ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111416ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111417ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111418ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111419ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111420ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111421ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 111422ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111423ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111424ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111425ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 111426ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111427ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111428ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111429ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111430ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111431ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 111432ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111433ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111434ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111435ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111436ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111437ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1115ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 11151 dws SO: the, Input: [d]
1 2 5 3 11152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11155 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11159 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111510ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111511ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111513ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111514ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111515ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111518ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111520ism SO: {book,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111522ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111523ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111524ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111525ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 111526ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111527ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111528ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111529ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 111530ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111531ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111532ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111533ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111534ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111535ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 111536ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111537ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111538ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111539ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111540ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111541ipm SO: <{{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1116ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 11161 dws SO: the, Input: [d]
1 2 5 3 11162 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11163 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11165 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11166 ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11167 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11168 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11169 ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111610ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111611ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111612ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111613ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111614ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111615ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111616ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111617ism SO: {{book,n!case},{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111618ism SO: {book,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111619ism SO: {n!case,{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111620ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111621ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 111622ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111623ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111624ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111625ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 111626ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111627ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111628ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111629ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111630ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111631ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 111632ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111633ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111634ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111635ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111636ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111637ipm SO: <{book,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1117ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 11171 dws SO: the, Input: [d]
1 2 5 3 11172 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11173 ism SO: {{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11175 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11176 ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11177 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11178 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 11179 ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111710ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111711ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111712ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111713ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111714ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111715ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111716ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111718ism SO: {book,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111719ism SO: {n!case,{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 111720ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111721ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 111722ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111723ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111724ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111725ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 111726ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111727ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111728ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111729ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111730ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111731ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 111732ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 111733ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 111734ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111735ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 111736ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 111737ipm SO: <{n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1118ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 11181 dws SO: the, Input: [d]
1 2 5 3 11182 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 11183 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 11184 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 11185 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 1119ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 11191 dws SO: the, Input: [d]
1 2 5 3 1120ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 11201 dws SO: the, Input: [d]
1 2 5 3 1121ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 11211 dws SO: the, Input: [d]
1 2 5 3 11212 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 11213 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 11214 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 11215 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 11216 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 11217 ism SO: {{n!case,{book,{book,n!case}}},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 11218 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 11219 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 112110ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 112111ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 112112ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 112113ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 112114ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 112115ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 112116ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 112117ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 112118ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 112119ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 112120ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 112121ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 112122ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 112123ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 112124ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 112125ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 1122ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 11221 dws SO: the, Input: [d]
1 2 5 3 11222 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 11223 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 11224 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 11225 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 11226 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 11227 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 11228 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 11229 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 1123ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 11231 dws SO: the, Input: [d]
1 2 5 3 1124ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 11241 dws SO: the, Input: [d]
1 2 5 3 11242 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 11243 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 11244 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 11245 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 1125ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 11251 dws SO: the, Input: [d]
1 2 5 3 1126ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 11261 dws SO: the, Input: [d]
1 2 5 3 1127ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 11271 dws SO: the, Input: [d]
1 2 5 3 11272 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 11273 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 11274 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 11275 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 11276 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 11277 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 11278 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 11279 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 112710ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 112711ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 112712ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 112713ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 1128ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 11281 dws SO: the, Input: [d]
1 2 5 3 1129ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 11291 dws SO: the, Input: [d]
1 2 5 3 11292 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 11293 ism SO: {{book,n!case},<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 11294 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 11295 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 11296 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 11297 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 11298 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 11299 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 1130ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 11301 dws SO: the, Input: [d]
1 2 5 3 1131ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 11311 dws SO: the, Input: [d]
1 2 5 3 11312 ism SO: {book,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 11313 ism SO: {n!case,<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 11314 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 11315 ipm SO: <<{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 1132ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 11321 dws SO: the, Input: [d]
1 2 5 3 1133ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 11331 dws SO: the, Input: [d]
1 2 5 3 12ism SO: {book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 121 dws SO: the, Input: [d]
1 2 5 3 121 1 esm SO: {the,d}, Input: []
1 2 5 3 121 2 epm SO: <the,d>, Input: []
1 2 5 3 121 3 epm SO: <d,the>, Input: []
1 2 5 3 122 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 122 1 dws SO: the, Input: [d]
1 2 5 3 122 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 122 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 122 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 122 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 122 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 122 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 122 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 122 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 122 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 122 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 122 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 122 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 122 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 122 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 122 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 122 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 122 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 123 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 123 1 dws SO: the, Input: [d]
1 2 5 3 123 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 15ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 16ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 17ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 19ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 20ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 21ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 22ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 23ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 24ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 26ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 27ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 28ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 29ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 123 30ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 123 31ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 123 32ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 123 33ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 123 34ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 123 35ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 123 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 123 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 123 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 123 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 123 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 123 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 123 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 123 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 123 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 123 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 123 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 123 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 123 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 123 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 123 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 123 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 123 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 123 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 123 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 123 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 123 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 123 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 124 1 dws SO: the, Input: [d]
1 2 5 3 124 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 7 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 11ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 12ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 13ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 16ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 18ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 19ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 20ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 21ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 124 22ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 124 23ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 124 24ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 124 25ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 124 26ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 124 27ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 124 28ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 124 29ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 124 30ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 124 31ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 124 32ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 124 33ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 124 34ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 124 35ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 124 36ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 124 37ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 124 38ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 124 39ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 124 40ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 124 41ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 125 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 125 1 dws SO: the, Input: [d]
1 2 5 3 125 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 125 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 125 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 125 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 125 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 125 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 125 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 125 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 125 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 125 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 125 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 125 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 125 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 125 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 125 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 125 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 125 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 126 1 dws SO: the, Input: [d]
1 2 5 3 126 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 3 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 4 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 5 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 6 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 8 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 9 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 10ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 11ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 12ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 14ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 15ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 16ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 18ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 19ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 126 20ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 126 21ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 126 22ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 126 23ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 126 24ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 126 25ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 126 26ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 126 27ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 126 28ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 126 29ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 126 30ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 126 31ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 126 32ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 126 33ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 126 34ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 126 35ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 126 36ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 126 37ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 127 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 127 1 dws SO: the, Input: [d]
1 2 5 3 127 2 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 4 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 6 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 7 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 8 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 9 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 10ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 11ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 12ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 13ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 14ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 15ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 16ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 17ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 127 18ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 127 19ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 127 20ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 127 21ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 127 22ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 127 23ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 127 24ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 127 25ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 127 26ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 127 27ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 127 28ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 127 29ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 127 30ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 127 31ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 127 32ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 127 33ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 128 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 128 1 dws SO: the, Input: [d]
1 2 5 3 128 2 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 3 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 4 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 6 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 7 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 8 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 9 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 10ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 12ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 13ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 14ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 15ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 16ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 17ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 128 18ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 128 19ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 128 20ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 128 21ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 128 22ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 128 23ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 128 24ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 128 25ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 128 26ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 128 27ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 128 28ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 128 29ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 128 30ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 128 31ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 128 32ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 128 33ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 129 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 129 1 dws SO: the, Input: [d]
1 2 5 3 129 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 9 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 13ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 15ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 20ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 22ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 129 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 129 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 129 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 129 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 129 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 129 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 129 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 129 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 129 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 129 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 129 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 129 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 129 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 129 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 129 38ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 129 39ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 129 40ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 129 41ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 129 42ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 129 43ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 129 44ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 129 45ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1210ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 12101 dws SO: the, Input: [d]
1 2 5 3 12102 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12103 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12104 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12105 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12106 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12107 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12108 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12109 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121010ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121012ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121013ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121014ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121015ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121016ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121017ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121018ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121019ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 121020ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121021ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 121022ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121023ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121024ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121025ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121026ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121027ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 121028ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121029ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121030ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121031ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121032ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121033ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1211ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 12111 dws SO: the, Input: [d]
1 2 5 3 12112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12113 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12114 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12115 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12116 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12117 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12118 ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12119 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121111ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121112ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121113ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121114ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121116ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121118ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121119ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121120ism SO: {book,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121121ism SO: {n!case,{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121122ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121123ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121124ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121125ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121126ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121127ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 121128ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121129ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 121130ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121131ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121132ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121133ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121134ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121135ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 121136ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121137ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121138ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121139ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121140ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121141ipm SO: <{{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1212ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 12121 dws SO: the, Input: [d]
1 2 5 3 12122 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12123 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12124 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12125 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12126 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12127 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12128 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12129 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121210ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121211ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121212ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121213ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121214ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121215ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121216ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121217ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121218ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121219ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 121220ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121221ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 121222ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121223ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121224ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121225ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121226ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121227ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 121228ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121229ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121230ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121231ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121232ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121233ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1213ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 12131 dws SO: the, Input: [d]
1 2 5 3 12132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12133 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12134 ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12135 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12136 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12137 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12138 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12139 ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121310ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121311ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121312ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121314ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121315ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121316ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121317ism SO: {{book,n!case},{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121318ism SO: {book,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121319ism SO: {n!case,{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121320ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121321ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121322ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121323ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 121324ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121325ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 121326ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121327ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121328ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121329ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121330ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121331ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 121332ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121333ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121334ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121335ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121336ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121337ipm SO: <{{book,n!case},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1214ism SO: {book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 12141 dws SO: the, Input: [d]
1 2 5 3 12142 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12143 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12144 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12145 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12146 ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12147 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12148 ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12149 ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121410ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121411ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121412ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121413ism SO: {{book,{book,n!case}},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121414ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121415ism SO: {{book,n!case},{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121416ism SO: {book,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121417ism SO: {n!case,{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121418ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121419ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 121420ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121421ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 121422ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121423ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121424ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121425ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121426ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121427ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 121428ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121429ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121430ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121431ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121432ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121433ipm SO: <{book,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1215ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 12151 dws SO: the, Input: [d]
1 2 5 3 12152 ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12153 ism SO: {{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12154 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12155 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12156 ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12157 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12158 ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 12159 ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121510ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121512ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121513ism SO: {{book,{book,n!case}},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121514ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121515ism SO: {{book,n!case},{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121516ism SO: {book,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121517ism SO: {n!case,{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 121518ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121519ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 121520ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121521ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 121522ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121523ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121524ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121525ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121526ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121527ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 121528ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 121529ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121530ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121531ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 121532ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 121533ipm SO: <{n!case,{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1216ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 12161 dws SO: the, Input: [d]
1 2 5 3 1217ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 12171 dws SO: the, Input: [d]
1 2 5 3 12172 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 12173 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 12174 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 12175 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 12176 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 12177 ism SO: {{n!case,{book,{book,n!case}}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 12178 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 12179 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 121710ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 121711ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 121712ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 121713ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 121714ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121715ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 121716ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 121717ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 121718ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 121719ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 121720ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 121721ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 121722ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 121723ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 121724ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 121725ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 1218ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 12181 dws SO: the, Input: [d]
1 2 5 3 12182 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 12183 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 12184 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 12185 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 12186 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 12187 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 12188 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 12189 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 1219ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 12191 dws SO: the, Input: [d]
1 2 5 3 1220ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 12201 dws SO: the, Input: [d]
1 2 5 3 12202 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 12203 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 12204 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 12205 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 1221ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 12211 dws SO: the, Input: [d]
1 2 5 3 1222ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 12221 dws SO: the, Input: [d]
1 2 5 3 1223ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 12231 dws SO: the, Input: [d]
1 2 5 3 12232 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 12233 ism SO: {{book,{book,n!case}},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 12234 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 12235 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 12236 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 12237 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 12238 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 12239 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 122310ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 122311ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 122312ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 122313ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 1224ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 12241 dws SO: the, Input: [d]
1 2 5 3 1225ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 12251 dws SO: the, Input: [d]
1 2 5 3 12252 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 12253 ism SO: {{book,n!case},<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 12254 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 12255 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 12256 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 12257 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 12258 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 12259 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 1226ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 12261 dws SO: the, Input: [d]
1 2 5 3 1227ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 12271 dws SO: the, Input: [d]
1 2 5 3 12272 ism SO: {book,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 12273 ism SO: {n!case,<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 12274 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 12275 ipm SO: <<{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 1228ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 12281 dws SO: the, Input: [d]
1 2 5 3 1229ipm SO: <{book,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 12291 dws SO: the, Input: [d]
1 2 5 3 13ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 3 131 dws SO: the, Input: [d]
1 2 5 3 131 1 esm SO: {the,d}, Input: []
1 2 5 3 131 2 epm SO: <the,d>, Input: []
1 2 5 3 131 3 epm SO: <d,the>, Input: []
1 2 5 3 132 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 132 1 dws SO: the, Input: [d]
1 2 5 3 132 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 12ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 132 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 132 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 132 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 132 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 132 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 132 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 132 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 132 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 132 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 132 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 132 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 132 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 132 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 132 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 132 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 132 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 133 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 133 1 dws SO: the, Input: [d]
1 2 5 3 133 2 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 3 ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 4 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 5 ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 6 ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 7 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 8 ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 9 ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 10ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 11ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 12ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 13ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 14ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 15ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 16ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 17ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 18ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 19ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 20ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 21ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 22ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 23ism SO: {{n!case,{book,{book,n!case}}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 24ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 25ism SO: {{book,{book,n!case}},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 26ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 27ism SO: {{book,n!case},{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 28ism SO: {book,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 29ism SO: {n!case,{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 133 30ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 133 31ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 133 32ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 133 33ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 133 34ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 133 35ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 133 36ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 133 37ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 133 38ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 133 39ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 133 40ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 133 41ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 133 42ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 133 43ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 133 44ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 133 45ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 133 46ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 133 47ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 133 48ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 133 49ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 133 50ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 133 51ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 133 52ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 133 53ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 133 54ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 133 55ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 133 56ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 133 57ipm SO: <{{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 134 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 134 1 dws SO: the, Input: [d]
1 2 5 3 134 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 7 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 9 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 12ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 13ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 16ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 19ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 20ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 21ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 134 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 134 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 134 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 134 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 134 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 134 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 134 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 134 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 134 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 134 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 134 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 134 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 134 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 134 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 134 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 134 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 134 38ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 134 39ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 134 40ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 134 41ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 135 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 135 1 dws SO: the, Input: [d]
1 2 5 3 135 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 11ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 12ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 135 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 135 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 135 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 135 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 135 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 135 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 135 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 135 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 135 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 135 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 135 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 135 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 135 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 135 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 135 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 135 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 136 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 136 1 dws SO: the, Input: [d]
1 2 5 3 136 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 3 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 5 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 7 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 8 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 9 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 11ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 12ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 14ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 15ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 16ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 18ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 19ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 136 20ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 136 21ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 136 22ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 136 23ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 136 24ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 136 25ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 136 26ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 136 27ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 136 28ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 136 29ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 136 30ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 136 31ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 136 32ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 136 33ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 136 34ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 136 35ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 136 36ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 136 37ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 137 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 137 1 dws SO: the, Input: [d]
1 2 5 3 137 2 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 4 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 6 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 7 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 8 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 9 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 10ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 11ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 12ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 13ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 14ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 15ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 16ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 17ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 137 18ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 137 19ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 137 20ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 137 21ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 137 22ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 137 23ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 137 24ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 137 25ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 137 26ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 137 27ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 137 28ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 137 29ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 137 30ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 137 31ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 137 32ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 137 33ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 138 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 138 1 dws SO: the, Input: [d]
1 2 5 3 138 2 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 3 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 4 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 5 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 6 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 7 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 8 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 9 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 10ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 12ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 13ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 14ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 15ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 16ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 17ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 138 18ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 138 19ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 138 20ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 138 21ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 138 22ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 138 23ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 138 24ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 138 25ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 138 26ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 138 27ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 138 28ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 138 29ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 138 30ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 138 31ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 138 32ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 138 33ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 139 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 139 1 dws SO: the, Input: [d]
1 2 5 3 139 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 9 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 11ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 13ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 15ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 20ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 22ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 139 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 139 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 139 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 139 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 139 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 139 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 139 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 139 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 139 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 139 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 139 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 139 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 139 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 139 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 139 38ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 139 39ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 139 40ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 139 41ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 139 42ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 139 43ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 139 44ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 139 45ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1310ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 13101 dws SO: the, Input: [d]
1 2 5 3 13102 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13103 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13104 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13105 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13106 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13107 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13108 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13109 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131010ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131012ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131013ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131014ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131015ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131016ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131017ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131018ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131019ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 131020ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131021ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 131022ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131023ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131024ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131025ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131026ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131027ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 131028ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131029ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131030ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131031ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131032ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131033ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1311ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 13111 dws SO: the, Input: [d]
1 2 5 3 13112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13113 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13114 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13115 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13116 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13117 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13118 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13119 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131110ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131111ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131112ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131113ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131114ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131116ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131118ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131119ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131120ism SO: {book,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131121ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131122ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131123ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131124ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131125ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131126ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131127ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 131128ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131129ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 131130ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131131ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131132ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131133ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131134ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131135ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 131136ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131137ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131138ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131139ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131140ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131141ipm SO: <{{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1312ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 13121 dws SO: the, Input: [d]
1 2 5 3 13122 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13123 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13124 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13125 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13126 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13127 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13128 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13129 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131210ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131211ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131212ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131213ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131214ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131215ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131216ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131217ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131218ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131219ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 131220ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131221ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 131222ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131223ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131224ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131225ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131226ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131227ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 131228ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131229ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131230ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131231ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131232ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131233ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1313ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 13131 dws SO: the, Input: [d]
1 2 5 3 13132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13133 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13134 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13135 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13136 ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13137 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13138 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13139 ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131310ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131311ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131312ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131314ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131315ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131316ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131318ism SO: {book,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131319ism SO: {n!case,{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131320ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131321ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131322ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131323ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 131324ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131325ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 131326ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131327ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131328ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131329ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131330ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131331ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 131332ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131333ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131334ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131335ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131336ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131337ipm SO: <{{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1314ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 13141 dws SO: the, Input: [d]
1 2 5 3 13142 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13143 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13144 ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13145 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13146 ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13147 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13148 ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13149 ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131410ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131411ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131412ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131413ism SO: {{book,{book,n!case}},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131414ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131415ism SO: {{book,n!case},{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131416ism SO: {book,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131417ism SO: {n!case,{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131418ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131419ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 131420ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131421ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 131422ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131423ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131424ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131425ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131426ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131427ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 131428ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131429ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131430ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131431ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131432ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131433ipm SO: <{book,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1315ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 3 13151 dws SO: the, Input: [d]
1 2 5 3 13152 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13153 ism SO: {{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13154 ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13155 ism SO: {{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13156 ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13157 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13158 ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 13159 ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131510ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131512ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131513ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131514ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131515ism SO: {{book,n!case},{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131516ism SO: {book,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131517ism SO: {n!case,{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 3 131518ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131519ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 3 131520ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131521ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 131522ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131523ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131524ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131525ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131526ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131527ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 131528ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 131529ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131530ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131531ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 131532ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 3 131533ipm SO: <{n!case,{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 3 1316ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 13161 dws SO: the, Input: [d]
1 2 5 3 1317ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 3 13171 dws SO: the, Input: [d]
1 2 5 3 13172 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 13173 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 13174 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 13175 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 13176 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 13177 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 13178 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 13179 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 131710ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 131711ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 131712ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 131713ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 3 131714ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131715ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 131716ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 131717ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 131718ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 131719ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 131720ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 131721ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 131722ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 131723ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 131724ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 3 131725ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 3 1318ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 13181 dws SO: the, Input: [d]
1 2 5 3 13182 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 13183 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 13184 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 13185 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 13186 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 13187 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 13188 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 13189 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 1319ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 13191 dws SO: the, Input: [d]
1 2 5 3 1320ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 13201 dws SO: the, Input: [d]
1 2 5 3 13202 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 13203 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 13204 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 13205 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 1321ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 13211 dws SO: the, Input: [d]
1 2 5 3 1322ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 13221 dws SO: the, Input: [d]
1 2 5 3 1323ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 13231 dws SO: the, Input: [d]
1 2 5 3 13232 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 13233 ism SO: {{book,{book,n!case}},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 13234 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 13235 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 13236 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 13237 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 13238 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 13239 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 132310ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 132311ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 132312ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 132313ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 1324ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 13241 dws SO: the, Input: [d]
1 2 5 3 1325ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 13251 dws SO: the, Input: [d]
1 2 5 3 13252 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 13253 ism SO: {{book,n!case},<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 13254 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 13255 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 13256 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 13257 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 13258 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 13259 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 1326ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 13261 dws SO: the, Input: [d]
1 2 5 3 1327ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 13271 dws SO: the, Input: [d]
1 2 5 3 13272 ism SO: {book,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 13273 ism SO: {n!case,<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 13274 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 13275 ipm SO: <<{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 1328ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 3 13281 dws SO: the, Input: [d]
1 2 5 3 1329ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 3 13291 dws SO: the, Input: [d]
1 2 5 3 14ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 141 dws SO: the, Input: [d]
1 2 5 3 141 1 esm SO: {the,d}, Input: []
1 2 5 3 141 2 epm SO: <the,d>, Input: []
1 2 5 3 141 3 epm SO: <d,the>, Input: []
1 2 5 3 142 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 142 1 dws SO: the, Input: [d]
1 2 5 3 142 2 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 142 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 142 4 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 142 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 142 6 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 142 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 142 8 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 142 9 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 3 142 10ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 142 11ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 142 12ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 142 13ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 143 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 143 1 dws SO: the, Input: [d]
1 2 5 3 143 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 143 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 143 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 143 5 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 143 6 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 143 7 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 143 8 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 143 9 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 143 10ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 143 11ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 143 12ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 143 13ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 3 143 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 143 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 143 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 143 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 144 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 144 1 dws SO: the, Input: [d]
1 2 5 3 144 2 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 144 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 144 4 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 144 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 144 6 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 144 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 144 8 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 144 9 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 3 144 10ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 144 11ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 144 12ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 144 13ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 145 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 145 1 dws SO: the, Input: [d]
1 2 5 3 145 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 145 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 145 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 145 5 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 145 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 145 7 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 145 8 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 145 9 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 3 145 10ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 145 11ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 145 12ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 145 13ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 146 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 146 1 dws SO: the, Input: [d]
1 2 5 3 147 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 147 1 dws SO: the, Input: [d]
1 2 5 3 147 2 ism SO: {book,<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 3 147 3 ism SO: {n!case,<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 3 147 4 ipm SO: <<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 147 5 ipm SO: <<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 148 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 148 1 dws SO: the, Input: [d]
1 2 5 3 149 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 149 1 dws SO: the, Input: [d]
1 2 5 3 15ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 3 151 dws SO: the, Input: [d]
1 2 5 3 151 1 esm SO: {the,d}, Input: []
1 2 5 3 151 2 epm SO: <the,d>, Input: []
1 2 5 3 151 3 epm SO: <d,the>, Input: []
1 2 5 3 16ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 161 dws SO: the, Input: [d]
1 2 5 3 161 1 esm SO: {the,d}, Input: []
1 2 5 3 161 2 epm SO: <the,d>, Input: []
1 2 5 3 161 3 epm SO: <d,the>, Input: []
1 2 5 3 162 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 162 1 dws SO: the, Input: [d]
1 2 5 3 162 2 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 162 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 162 4 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 162 5 ism SO: {n!case,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 162 6 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 3 162 7 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 3 162 8 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 3 162 9 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 3 163 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 163 1 dws SO: the, Input: [d]
1 2 5 3 163 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 163 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 163 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 163 5 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 163 6 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 3 163 7 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 3 163 8 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 3 163 9 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 3 164 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 164 1 dws SO: the, Input: [d]
1 2 5 3 165 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 165 1 dws SO: the, Input: [d]
1 2 5 3 17ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 3 171 dws SO: the, Input: [d]
1 2 5 3 171 1 esm SO: {the,d}, Input: []
1 2 5 3 171 2 epm SO: <the,d>, Input: []
1 2 5 3 171 3 epm SO: <d,the>, Input: []
1 2 5 3 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 3 181 dws SO: the, Input: [d]
1 2 5 3 181 1 esm SO: {the,d}, Input: []
1 2 5 3 181 2 epm SO: <the,d>, Input: []
1 2 5 3 181 3 epm SO: <d,the>, Input: []
1 2 5 3 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 3 191 dws SO: the, Input: [d]
1 2 5 3 191 1 esm SO: {the,d}, Input: []
1 2 5 3 191 2 epm SO: <the,d>, Input: []
1 2 5 3 191 3 epm SO: <d,the>, Input: []
1 2 5 3 192 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 192 1 dws SO: the, Input: [d]
1 2 5 3 192 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 192 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 192 4 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 192 5 ism SO: {{book,{book,n!case}},{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 192 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 192 7 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 192 8 ism SO: {book,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 192 9 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 192 10ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 192 11ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 3 192 12ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 192 13ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 192 14ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 192 15ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 192 16ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 192 17ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 193 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 193 1 dws SO: the, Input: [d]
1 2 5 3 193 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 3 ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 5 ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 6 ism SO: {n!case,{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 7 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 8 ism SO: {n!case,{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 10ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 11ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 12ism SO: {book,{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 13ism SO: {n!case,{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 193 14ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 193 15ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 193 16ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 193 17ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 193 18ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 193 19ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 3 193 20ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 193 21ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 193 22ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 193 23ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 193 24ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 193 25ipm SO: <{{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 194 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 194 1 dws SO: the, Input: [d]
1 2 5 3 194 2 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 194 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 194 4 ism SO: {n!case,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 194 5 ism SO: {{book,{book,n!case}},{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 194 6 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 194 7 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 194 8 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 194 9 ism SO: {n!case,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 194 10ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 194 11ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 3 194 12ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 194 13ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 194 14ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 194 15ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 194 16ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 194 17ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 195 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 195 1 dws SO: the, Input: [d]
1 2 5 3 195 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 195 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 195 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 195 5 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 195 6 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 195 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 195 8 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 195 9 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 195 10ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 195 11ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 195 12ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 195 13ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 195 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 195 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 3 195 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 195 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 195 18ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 195 19ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 195 20ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 195 21ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 196 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 196 1 dws SO: the, Input: [d]
1 2 5 3 196 2 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 196 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 196 4 ism SO: {n!case,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 196 5 ism SO: {{book,{book,n!case}},{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 196 6 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 196 7 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 196 8 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 196 9 ism SO: {n!case,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 196 10ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 196 11ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 3 196 12ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 196 13ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 196 14ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 196 15ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 196 16ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 196 17ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 197 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 3 197 1 dws SO: the, Input: [d]
1 2 5 3 197 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 197 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 197 4 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 197 5 ism SO: {{book,{book,n!case}},{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 197 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 197 7 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 197 8 ism SO: {book,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 197 9 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 3 197 10ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 197 11ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 3 197 12ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 197 13ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 197 14ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 197 15ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 197 16ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 3 197 17ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 3 198 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 198 1 dws SO: the, Input: [d]
1 2 5 3 199 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 199 1 dws SO: the, Input: [d]
1 2 5 3 199 2 ism SO: {book,<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 199 3 ism SO: {{book,n!case},<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 199 4 ism SO: {book,<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 199 5 ism SO: {n!case,<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 199 6 ipm SO: <<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 199 7 ipm SO: <<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 199 8 ipm SO: <<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 199 9 ipm SO: <<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 1910ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 19101 dws SO: the, Input: [d]
1 2 5 3 1911ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 19111 dws SO: the, Input: [d]
1 2 5 3 19112 ism SO: {book,<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 3 19113 ism SO: {n!case,<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 3 19114 ipm SO: <<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 19115 ipm SO: <<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 1912ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 3 19121 dws SO: the, Input: [d]
1 2 5 3 1913ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 3 19131 dws SO: the, Input: [d]
1 2 5 3 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 3 201 dws SO: the, Input: [d]
1 2 5 3 201 1 esm SO: {the,d}, Input: []
1 2 5 3 201 2 epm SO: <the,d>, Input: []
1 2 5 3 201 3 epm SO: <d,the>, Input: []
1 2 5 3 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 3 211 dws SO: the, Input: [d]
1 2 5 3 211 1 esm SO: {the,d}, Input: []
1 2 5 3 211 2 epm SO: <the,d>, Input: []
1 2 5 3 211 3 epm SO: <d,the>, Input: []
1 2 5 3 212 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 212 1 dws SO: the, Input: [d]
1 2 5 3 212 2 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 212 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 212 4 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 212 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 212 6 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 212 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 212 8 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 212 9 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 3 212 10ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 212 11ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 212 12ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 212 13ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 213 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 213 1 dws SO: the, Input: [d]
1 2 5 3 213 2 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 213 3 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 213 4 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 213 5 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 213 6 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 213 7 ism SO: {{book,n!case},{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 213 8 ism SO: {book,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 213 9 ism SO: {n!case,{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 213 10ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 213 11ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 213 12ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 213 13ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 3 213 14ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 213 15ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 213 16ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 213 17ipm SO: <{{book,n!case},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 214 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 214 1 dws SO: the, Input: [d]
1 2 5 3 214 2 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 214 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 214 4 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 214 5 ism SO: {{book,n!case},{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 214 6 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 214 7 ism SO: {n!case,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 214 8 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 214 9 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 3 214 10ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 214 11ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 214 12ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 214 13ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 215 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 3 215 1 dws SO: the, Input: [d]
1 2 5 3 215 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 215 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 215 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 215 5 ism SO: {{book,n!case},{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 215 6 ism SO: {book,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 215 7 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 3 215 8 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 215 9 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 3 215 10ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 215 11ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 3 215 12ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 3 215 13ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 3 216 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 216 1 dws SO: the, Input: [d]
1 2 5 3 217 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 3 217 1 dws SO: the, Input: [d]
1 2 5 3 217 2 ism SO: {book,<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 3 217 3 ism SO: {n!case,<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 3 217 4 ipm SO: <<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 217 5 ipm SO: <<<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 218 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 3 218 1 dws SO: the, Input: [d]
1 2 5 3 219 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 3 219 1 dws SO: the, Input: [d]
1 2 5 3 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 3 221 dws SO: the, Input: [d]
1 2 5 3 221 1 esm SO: {the,d}, Input: []
1 2 5 3 221 2 epm SO: <the,d>, Input: []
1 2 5 3 221 3 epm SO: <d,the>, Input: []
1 2 5 3 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 3 231 dws SO: the, Input: [d]
1 2 5 3 231 1 esm SO: {the,d}, Input: []
1 2 5 3 231 2 epm SO: <the,d>, Input: []
1 2 5 3 231 3 epm SO: <d,the>, Input: []
1 2 5 3 232 ism SO: {book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 232 1 dws SO: the, Input: [d]
1 2 5 3 232 2 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 232 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 232 4 ism SO: {book,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 232 5 ism SO: {n!case,{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 232 6 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 3 232 7 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 3 232 8 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 3 232 9 ipm SO: <{book,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 3 233 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 3 233 1 dws SO: the, Input: [d]
1 2 5 3 233 2 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 233 3 ism SO: {<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 233 4 ism SO: {book,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 233 5 ism SO: {n!case,{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 3 233 6 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 3 233 7 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 3 233 8 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 3 233 9 ipm SO: <{n!case,<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 3 234 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 3 234 1 dws SO: the, Input: [d]
1 2 5 3 235 ipm SO: <<{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 3 235 1 dws SO: the, Input: [d]
1 2 5 3 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 3 241 dws SO: the, Input: [d]
1 2 5 3 241 1 esm SO: {the,d}, Input: []
1 2 5 3 241 2 epm SO: <the,d>, Input: []
1 2 5 3 241 3 epm SO: <d,the>, Input: []
1 2 5 3 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 3 251 dws SO: the, Input: [d]
1 2 5 3 251 1 esm SO: {the,d}, Input: []
1 2 5 3 251 2 epm SO: <the,d>, Input: []
1 2 5 3 251 3 epm SO: <d,the>, Input: []
1 2 5 4 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 5 4 1 dws SO: the, Input: [d]
1 2 5 4 1 1 esm SO: {the,d}, Input: []
1 2 5 4 1 1 1 uws SO: {book,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 4 1 2 epm SO: <the,d>, Input: []
1 2 5 4 1 2 1 uws SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 4 1 3 epm SO: <d,the>, Input: []
1 2 5 4 1 3 1 uws SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 4 2 ism SO: {book,{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 4 2 1 dws SO: the, Input: [d]
1 2 5 4 2 1 1 esm SO: {the,d}, Input: []
1 2 5 4 2 1 2 epm SO: <the,d>, Input: []
1 2 5 4 2 1 3 epm SO: <d,the>, Input: []
1 2 5 4 2 2 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 1 dws SO: the, Input: [d]
1 2 5 4 2 2 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 2 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 2 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 2 2 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 2 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 2 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 2 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 2 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 2 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 2 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 2 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 2 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 2 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 3 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 1 dws SO: the, Input: [d]
1 2 5 4 2 3 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 11ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 12ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 14ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 17ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 19ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 21ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 3 22ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 3 23ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 3 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 3 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 3 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 3 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 3 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 3 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 3 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 3 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 2 3 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 3 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 3 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 3 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 3 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 3 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 3 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 3 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 3 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 3 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 4 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 1 dws SO: the, Input: [d]
1 2 5 4 2 4 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 4 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 4 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 2 4 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 4 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 4 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 4 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 4 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 4 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 4 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 4 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 4 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 4 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 5 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 1 dws SO: the, Input: [d]
1 2 5 4 2 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 9 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 12ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 2 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 1 dws SO: the, Input: [d]
1 2 5 4 2 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 10ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 12ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 13ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 6 14ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 6 15ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 2 6 16ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 6 17ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 6 18ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 6 19ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 6 20ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 6 21ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 6 22ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 6 23ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 6 24ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 6 25ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 7 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 1 dws SO: the, Input: [d]
1 2 5 4 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 7 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 2 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 8 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 1 dws SO: the, Input: [d]
1 2 5 4 2 8 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 8 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 8 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 2 8 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 8 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 8 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 8 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 8 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 8 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 8 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 8 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 8 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 8 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 9 ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 1 dws SO: the, Input: [d]
1 2 5 4 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 5 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 12ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 14ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 9 16ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 9 17ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 9 18ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 9 19ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 2 9 20ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 9 21ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 9 22ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 9 23ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 9 24ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 9 25ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 9 26ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 9 27ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 9 28ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 9 29ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 10ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 2 101 dws SO: the, Input: [d]
1 2 5 4 2 102 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 103 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 104 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 105 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 106 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 108 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 1010ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 1011ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 1012ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 1013ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 1014ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 1015ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 2 1016ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 1017ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 1018ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 1019ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 1020ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 1021ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 1022ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 1023ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 1024ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 1025ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 11ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 2 111 dws SO: the, Input: [d]
1 2 5 4 2 112 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 113 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 114 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 115 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 116 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 118 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 1110ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 1112ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 1113ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 2 1114ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 1115ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 2 1116ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 1117ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 1118ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 1119ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 1120ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 1121ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 1122ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 1123ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 1124ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 2 1125ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 12ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 2 121 dws SO: the, Input: [d]
1 2 5 4 2 13ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 2 131 dws SO: the, Input: [d]
1 2 5 4 2 132 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 2 133 ism SO: {{n!case,{book,{book,n!case}}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 2 134 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 2 135 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 2 136 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 2 137 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 2 138 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 2 139 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 2 1310ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 2 1311ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 1312ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 2 1313ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 1314ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 2 1315ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 1316ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 2 1317ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 2 14ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 2 141 dws SO: the, Input: [d]
1 2 5 4 2 15ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 2 151 dws SO: the, Input: [d]
1 2 5 4 2 152 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 2 153 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 2 154 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 2 155 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 2 156 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 2 157 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 2 158 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 2 159 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 1510ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 2 1511ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 1512ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 2 1513ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 2 16ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 161 dws SO: the, Input: [d]
1 2 5 4 2 17ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 2 171 dws SO: the, Input: [d]
1 2 5 4 2 172 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 2 173 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 2 174 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 2 175 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 2 176 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 2 177 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 178 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 2 179 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 2 18ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 2 181 dws SO: the, Input: [d]
1 2 5 4 2 19ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 2 191 dws SO: the, Input: [d]
1 2 5 4 2 192 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 2 193 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 2 194 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 2 195 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 2 20ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 2 201 dws SO: the, Input: [d]
1 2 5 4 2 21ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 2 211 dws SO: the, Input: [d]
1 2 5 4 3 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 4 3 1 dws SO: the, Input: [d]
1 2 5 4 3 1 1 esm SO: {the,d}, Input: []
1 2 5 4 3 1 2 epm SO: <the,d>, Input: []
1 2 5 4 3 1 3 epm SO: <d,the>, Input: []
1 2 5 4 3 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 1 dws SO: the, Input: [d]
1 2 5 4 3 2 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 9 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 10ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 11ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 13ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 15ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 17ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 18ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 19ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 20ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 21ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 22ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 23ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 24ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 25ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 2 26ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 2 27ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 2 28ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 2 29ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 2 30ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 2 31ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 2 32ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 2 33ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 2 34ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 2 35ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 2 36ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 2 37ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 2 38ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 2 39ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 2 40ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 2 41ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 2 42ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 2 43ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 2 44ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 2 45ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 2 46ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 2 47ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 2 48ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 2 49ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 1 dws SO: the, Input: [d]
1 2 5 4 3 3 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 3 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 12ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 13ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 14ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 15ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 16ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 18ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 19ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 3 20ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 3 21ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 3 22ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 3 23ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 3 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 3 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 3 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 3 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 3 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 3 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 3 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 3 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 3 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 3 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 3 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 3 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 3 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 3 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 1 dws SO: the, Input: [d]
1 2 5 4 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 3 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 5 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 7 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 8 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 9 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 11ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 13ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 15ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 16ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 17ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 18ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 20ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 22ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 4 24ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 4 25ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 4 26ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 4 27ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 4 28ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 4 29ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 4 30ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 4 31ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 4 32ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 4 33ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 4 34ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 4 35ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 4 36ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 4 37ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 4 38ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 4 39ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 4 40ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 4 41ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 4 42ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 4 43ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 4 44ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 4 45ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 1 dws SO: the, Input: [d]
1 2 5 4 3 5 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 3 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 12ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 14ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 15ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 16ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 17ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 18ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 19ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 5 20ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 5 21ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 5 22ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 5 23ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 5 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 5 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 5 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 5 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 5 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 5 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 5 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 5 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 5 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 5 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 5 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 5 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 5 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 5 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 1 dws SO: the, Input: [d]
1 2 5 4 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 5 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 6 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 9 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 11ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 14ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 15ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 18ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 20ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 6 22ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 6 23ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 6 24ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 6 25ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 6 26ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 6 27ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 6 28ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 6 29ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 6 30ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 6 31ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 6 32ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 6 33ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 6 34ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 6 35ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 6 36ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 6 37ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 6 38ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 6 39ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 6 40ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 6 41ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 1 dws SO: the, Input: [d]
1 2 5 4 3 7 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 3 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 12ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 14ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 15ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 16ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 17ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 18ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 19ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 7 20ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 7 21ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 7 22ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 7 23ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 7 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 7 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 7 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 7 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 7 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 7 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 7 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 7 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 7 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 7 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 7 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 7 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 7 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 7 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 1 dws SO: the, Input: [d]
1 2 5 4 3 8 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 3 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 12ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 13ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 14ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 16ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 18ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 19ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 8 20ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 8 21ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 8 22ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 8 23ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 8 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 8 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 8 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 8 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 8 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 8 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 8 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 8 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 8 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 8 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 8 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 8 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 8 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 8 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 1 dws SO: the, Input: [d]
1 2 5 4 3 9 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 11ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 12ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 13ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 14ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 15ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 16ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 17ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 18ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 19ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 21ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 22ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 23ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 24ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 25ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 26ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 27ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 9 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 9 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 9 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 9 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 9 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 9 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 9 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 9 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 9 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 9 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 9 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 9 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 9 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 9 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 9 42ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 9 43ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 9 44ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 9 45ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 9 46ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 9 47ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 9 48ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 9 49ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 9 50ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 9 51ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 9 52ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 9 53ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 101 dws SO: the, Input: [d]
1 2 5 4 3 102 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 103 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 104 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 105 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 106 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 107 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 108 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 109 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1010ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1011ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1012ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1013ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1014ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1015ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1016ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1017ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1018ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1019ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1020ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1021ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 1022ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1023ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1024ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1025ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1026ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1027ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1028ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1029ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 1030ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1031ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1032ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1033ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1034ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1035ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1036ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1037ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 11ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 111 dws SO: the, Input: [d]
1 2 5 4 3 112 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 113 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 114 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 115 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 116 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 117 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 118 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 119 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1110ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1111ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1112ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1113ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1114ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1115ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1116ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1117ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1118ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1119ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1120ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1121ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1122ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1123ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1124ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1125ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1126ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1127ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1128ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1129ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1130ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1131ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1132ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1133ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 1134ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1135ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1136ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1137ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1138ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1139ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1140ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1141ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 1142ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1143ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1144ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1145ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1146ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1147ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1148ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1149ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 121 dws SO: the, Input: [d]
1 2 5 4 3 122 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 123 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 124 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 125 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 126 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 127 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 129 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1210ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1211ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1212ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1213ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1214ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1215ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1216ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1218ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1219ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1220ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1221ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 1222ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1223ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1224ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1225ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1226ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1227ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1228ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1229ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 1230ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1231ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1232ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1233ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1234ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1235ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1236ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1237ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 13ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 131 dws SO: the, Input: [d]
1 2 5 4 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 133 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 135 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 136 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 137 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 138 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 139 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1311ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1313ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1314ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1315ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1316ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1317ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1318ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1320ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1322ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1323ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1324ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1325ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1326ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1327ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1328ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1329ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 1330ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1331ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1332ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1333ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1334ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1335ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1336ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1337ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 1338ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1339ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1340ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1341ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1342ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1343ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1344ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1345ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 14ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 141 dws SO: the, Input: [d]
1 2 5 4 3 142 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 143 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 144 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 145 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 146 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 147 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 148 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 149 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1410ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1411ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1412ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1413ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1414ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1415ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1416ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1417ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1418ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1419ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1420ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1421ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 1422ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1423ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1424ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1425ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1426ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1427ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1428ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1429ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 1430ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1431ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1432ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1433ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1434ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1435ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1436ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1437ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 15ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 151 dws SO: the, Input: [d]
1 2 5 4 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 153 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 155 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 156 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 159 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1511ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1513ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1514ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1515ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1518ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1520ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1522ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1523ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1524ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1525ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 1526ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1527ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1528ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1529ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1530ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1531ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1532ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1533ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 1534ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1535ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1536ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1537ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1538ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1539ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1540ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1541ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 161 dws SO: the, Input: [d]
1 2 5 4 3 162 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 163 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 164 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 165 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 166 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 167 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 168 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 169 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1610ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1611ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1612ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1613ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1614ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1615ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1616ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1617ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1618ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1619ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1620ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1621ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 1622ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1623ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1624ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1625ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1626ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1627ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1628ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1629ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 1630ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1631ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1632ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1633ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1634ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1635ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1636ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1637ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 17ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 3 171 dws SO: the, Input: [d]
1 2 5 4 3 172 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 173 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 174 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 175 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 176 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 177 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 179 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1710ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1711ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1712ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1713ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1714ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1715ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1716ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1718ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1719ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 3 1720ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1721ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 3 1722ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1723ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1724ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1725ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1726ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1727ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1728ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1729ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 1730ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1731ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 1732ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 1733ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1734ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1735ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1736ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 3 1737ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 18ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 181 dws SO: the, Input: [d]
1 2 5 4 3 182 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 183 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 184 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 185 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 186 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 187 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 188 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 3 189 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 1810ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 3 1811ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 1812ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 3 1813ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 3 19ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 191 dws SO: the, Input: [d]
1 2 5 4 3 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 201 dws SO: the, Input: [d]
1 2 5 4 3 202 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 3 203 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 3 204 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 3 205 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 3 206 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 3 207 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 208 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 3 209 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 3 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 3 211 dws SO: the, Input: [d]
1 2 5 4 3 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 221 dws SO: the, Input: [d]
1 2 5 4 3 222 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 3 223 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 3 224 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 3 225 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 3 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 3 231 dws SO: the, Input: [d]
1 2 5 4 3 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 241 dws SO: the, Input: [d]
1 2 5 4 3 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 3 251 dws SO: the, Input: [d]
1 2 5 4 3 252 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 3 253 ism SO: {{n!case,{book,{book,n!case}}},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 3 254 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 3 255 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 3 256 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 3 257 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 3 258 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 3 259 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 3 2510ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 3 2511ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 2512ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 3 2513ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 2514ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 3 2515ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 2516ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 3 2517ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 3 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 3 261 dws SO: the, Input: [d]
1 2 5 4 3 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 3 271 dws SO: the, Input: [d]
1 2 5 4 3 272 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 273 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 274 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 275 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 276 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 277 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 3 278 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 3 279 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 2710ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 3 2711ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 2712ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 3 2713ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 3 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 281 dws SO: the, Input: [d]
1 2 5 4 3 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 3 291 dws SO: the, Input: [d]
1 2 5 4 3 292 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 3 293 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 3 294 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 3 295 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 3 296 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 3 297 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 298 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 3 299 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 3 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 3 301 dws SO: the, Input: [d]
1 2 5 4 3 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 3 311 dws SO: the, Input: [d]
1 2 5 4 3 312 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 3 313 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 3 314 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 3 315 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 3 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 3 321 dws SO: the, Input: [d]
1 2 5 4 3 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 3 331 dws SO: the, Input: [d]
1 2 5 4 4 ism SO: {n!case,{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 4 4 1 dws SO: the, Input: [d]
1 2 5 4 4 1 1 esm SO: {the,d}, Input: []
1 2 5 4 4 1 2 epm SO: <the,d>, Input: []
1 2 5 4 4 1 3 epm SO: <d,the>, Input: []
1 2 5 4 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 1 dws SO: the, Input: [d]
1 2 5 4 4 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 12ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 4 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 2 22ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 2 23ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 2 24ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 2 25ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 3 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 1 dws SO: the, Input: [d]
1 2 5 4 4 3 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 11ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 12ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 14ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 17ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 19ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 21ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 3 22ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 3 23ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 3 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 3 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 3 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 3 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 3 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 3 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 3 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 3 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 4 3 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 3 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 3 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 3 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 3 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 3 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 3 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 3 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 3 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 3 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 1 dws SO: the, Input: [d]
1 2 5 4 4 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 10ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 12ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 13ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 4 14ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 4 15ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 4 4 16ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 4 17ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 4 18ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 4 19ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 4 20ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 4 21ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 4 22ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 4 23ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 4 24ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 4 25ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 5 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 1 dws SO: the, Input: [d]
1 2 5 4 4 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 9 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 12ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 4 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 1 dws SO: the, Input: [d]
1 2 5 4 4 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 12ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 4 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 6 22ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 6 23ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 6 24ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 6 25ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 7 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 1 dws SO: the, Input: [d]
1 2 5 4 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 7 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 7 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 7 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 7 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 7 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 7 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 7 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 4 7 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 7 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 7 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 7 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 7 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 7 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 7 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 7 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 7 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 7 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 1 dws SO: the, Input: [d]
1 2 5 4 4 8 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 10ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 12ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 13ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 8 14ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 8 15ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 4 8 16ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 8 17ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 8 18ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 8 19ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 8 20ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 8 21ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 8 22ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 8 23ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 8 24ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 8 25ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 9 ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 1 dws SO: the, Input: [d]
1 2 5 4 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 5 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 12ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 14ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 9 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 9 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 9 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 9 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 4 9 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 9 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 9 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 9 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 9 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 9 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 9 26ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 9 27ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 9 28ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 9 29ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 10ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 4 101 dws SO: the, Input: [d]
1 2 5 4 4 102 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 103 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 104 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 105 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 106 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 108 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 109 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 1010ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 1011ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 1012ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 1013ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 1014ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 1015ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 4 1016ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 1017ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 1018ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 1019ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 1020ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 1021ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 1022ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 1023ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 1024ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 1025ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 11ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 4 111 dws SO: the, Input: [d]
1 2 5 4 4 112 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 113 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 114 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 115 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 116 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 118 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 1110ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 1112ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 1113ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 4 1114ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 1115ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 4 1116ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 1117ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 1118ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 1119ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 1120ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 1121ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 1122ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 1123ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 1124ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 4 1125ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 12ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 121 dws SO: the, Input: [d]
1 2 5 4 4 13ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 4 131 dws SO: the, Input: [d]
1 2 5 4 4 132 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 4 133 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 4 134 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 4 135 ism SO: {{book,{book,n!case}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 4 136 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 4 137 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 4 138 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 4 139 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 4 1310ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 4 1311ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 1312ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 4 1313ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 1314ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 4 1315ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 1316ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 4 1317ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 4 14ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 4 141 dws SO: the, Input: [d]
1 2 5 4 4 15ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 4 151 dws SO: the, Input: [d]
1 2 5 4 4 152 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 4 153 ism SO: {{book,{book,n!case}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 4 154 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 4 155 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 4 156 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 4 157 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 4 158 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 4 159 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 1510ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 4 1511ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 1512ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 4 1513ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 4 16ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 161 dws SO: the, Input: [d]
1 2 5 4 4 17ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 4 171 dws SO: the, Input: [d]
1 2 5 4 4 172 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 4 173 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 4 174 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 4 175 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 4 176 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 4 177 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 178 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 4 179 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 4 18ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 4 181 dws SO: the, Input: [d]
1 2 5 4 4 19ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 4 191 dws SO: the, Input: [d]
1 2 5 4 4 192 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 4 193 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 4 194 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 4 195 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 4 20ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 4 201 dws SO: the, Input: [d]
1 2 5 4 4 21ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 4 211 dws SO: the, Input: [d]
1 2 5 4 5 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 4 5 1 dws SO: the, Input: [d]
1 2 5 4 5 1 1 esm SO: {the,d}, Input: []
1 2 5 4 5 1 2 epm SO: <the,d>, Input: []
1 2 5 4 5 1 3 epm SO: <d,the>, Input: []
1 2 5 4 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 1 dws SO: the, Input: [d]
1 2 5 4 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 7 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 1 dws SO: the, Input: [d]
1 2 5 4 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 3 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 12ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 3 18ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 3 19ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 3 30ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 3 31ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 3 32ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 3 33ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 1 dws SO: the, Input: [d]
1 2 5 4 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 5 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 1 dws SO: the, Input: [d]
1 2 5 4 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 3 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 12ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 5 18ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 5 19ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 5 30ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 5 31ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 5 32ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 5 33ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 1 dws SO: the, Input: [d]
1 2 5 4 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 3 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 1 dws SO: the, Input: [d]
1 2 5 4 5 7 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 11ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 12ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 13ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 14ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 15ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 17ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 19ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 20ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 21ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 22ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 23ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 24ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 25ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 7 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 7 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 7 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 7 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 7 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 7 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 7 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 7 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 7 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 7 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 7 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 7 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 7 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 7 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 7 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 7 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 7 42ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 7 43ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 7 44ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 7 45ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 7 46ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 7 47ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 7 48ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 7 49ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 1 dws SO: the, Input: [d]
1 2 5 4 5 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 3 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 12ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 14ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 16ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 8 18ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 8 19ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 8 30ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 8 31ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 8 32ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 8 33ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 1 dws SO: the, Input: [d]
1 2 5 4 5 9 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 9 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 10ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 12ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 13ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 15ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 16ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 20ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 22ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 9 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 9 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 9 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 9 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 9 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 9 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 9 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 9 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 9 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 9 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 9 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 9 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 9 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 9 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 9 38ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 9 39ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 9 40ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 9 41ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 9 42ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 9 43ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 9 44ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 9 45ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 101 dws SO: the, Input: [d]
1 2 5 4 5 102 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 103 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 104 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 105 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 106 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 107 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 108 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 109 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1010ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1012ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1013ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1014ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1015ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1016ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1017ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1018ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1019ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 1020ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1021ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1022ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1023ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1024ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1025ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 1026ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1027ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 1028ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1029ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1030ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1031ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1032ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1033ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 111 dws SO: the, Input: [d]
1 2 5 4 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 117 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1113ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1114ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1116ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 12ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 121 dws SO: the, Input: [d]
1 2 5 4 5 122 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 123 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 125 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 127 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 129 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1210ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1211ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1212ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1214ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1216ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1218ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1219ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 1220ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1221ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1222ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1223ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1224ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1225ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 1226ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1227ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 1228ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1229ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1230ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1231ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1232ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1233ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 131 dws SO: the, Input: [d]
1 2 5 4 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 135 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1311ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1312ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1314ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 141 dws SO: the, Input: [d]
1 2 5 4 5 142 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 143 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 145 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 147 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 149 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1410ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1411ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1412ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1414ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1416ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1418ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1419ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 1420ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1421ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1422ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1423ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1424ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1425ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 1426ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1427ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 1428ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1429ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1430ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1431ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1432ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1433ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 15ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 5 151 dws SO: the, Input: [d]
1 2 5 4 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 153 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 159 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1510ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1512ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 16ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 161 dws SO: the, Input: [d]
1 2 5 4 5 162 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 5 164 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 5 165 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 5 166 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 5 167 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 168 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 5 169 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 5 17ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 5 171 dws SO: the, Input: [d]
1 2 5 4 5 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 181 dws SO: the, Input: [d]
1 2 5 4 5 182 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 5 183 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 5 184 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 5 185 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 5 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 5 191 dws SO: the, Input: [d]
1 2 5 4 5 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 201 dws SO: the, Input: [d]
1 2 5 4 5 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 5 211 dws SO: the, Input: [d]
1 2 5 4 5 212 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 5 213 ism SO: {{n!case,{book,{book,n!case}}},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 5 214 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 5 216 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 5 218 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 5 219 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 5 2110ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 5 2111ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 2112ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 5 2113ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 2114ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 5 2115ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 2116ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 5 2117ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 5 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 5 221 dws SO: the, Input: [d]
1 2 5 4 5 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 5 231 dws SO: the, Input: [d]
1 2 5 4 5 232 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 5 234 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 5 236 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 5 237 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 5 238 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 5 239 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 2310ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 5 2311ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 2312ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 5 2313ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 5 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 241 dws SO: the, Input: [d]
1 2 5 4 5 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 5 251 dws SO: the, Input: [d]
1 2 5 4 5 252 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 5 254 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 5 255 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 5 256 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 5 257 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 258 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 5 259 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 5 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 5 261 dws SO: the, Input: [d]
1 2 5 4 5 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 5 271 dws SO: the, Input: [d]
1 2 5 4 5 272 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 5 273 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 5 274 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 5 275 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 5 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 5 281 dws SO: the, Input: [d]
1 2 5 4 5 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 5 291 dws SO: the, Input: [d]
1 2 5 4 6 ism SO: {book,{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 4 6 1 dws SO: the, Input: [d]
1 2 5 4 6 1 1 esm SO: {the,d}, Input: []
1 2 5 4 6 1 2 epm SO: <the,d>, Input: []
1 2 5 4 6 1 3 epm SO: <d,the>, Input: []
1 2 5 4 6 2 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 1 dws SO: the, Input: [d]
1 2 5 4 6 2 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 2 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 2 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 6 2 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 2 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 2 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 2 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 2 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 2 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 2 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 2 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 2 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 2 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 3 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 1 dws SO: the, Input: [d]
1 2 5 4 6 3 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 11ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 12ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 14ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 17ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 19ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 21ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 3 22ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 3 23ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 3 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 3 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 3 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 3 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 3 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 3 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 3 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 3 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 6 3 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 3 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 3 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 3 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 3 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 3 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 3 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 3 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 3 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 3 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 4 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 1 dws SO: the, Input: [d]
1 2 5 4 6 4 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 4 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 4 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 6 4 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 4 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 4 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 4 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 4 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 4 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 4 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 4 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 4 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 4 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 5 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 1 dws SO: the, Input: [d]
1 2 5 4 6 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 9 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 12ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 6 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 1 dws SO: the, Input: [d]
1 2 5 4 6 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 10ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 12ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 13ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 6 14ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 6 15ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 6 6 16ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 6 17ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 6 18ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 6 19ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 6 20ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 6 21ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 6 22ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 6 23ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 6 24ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 6 25ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 7 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 1 dws SO: the, Input: [d]
1 2 5 4 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 7 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 6 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 8 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 1 dws SO: the, Input: [d]
1 2 5 4 6 8 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 8 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 8 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 6 8 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 8 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 8 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 8 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 8 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 8 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 8 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 8 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 8 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 8 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 9 ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 1 dws SO: the, Input: [d]
1 2 5 4 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 5 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 12ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 14ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 15ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 9 16ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 9 17ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 9 18ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 9 19ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 6 9 20ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 9 21ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 9 22ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 9 23ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 9 24ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 9 25ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 9 26ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 9 27ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 9 28ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 9 29ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 10ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 6 101 dws SO: the, Input: [d]
1 2 5 4 6 102 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 103 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 104 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 105 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 106 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 108 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 1010ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 1011ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 1012ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 1013ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 1014ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 1015ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 6 1016ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 1017ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 1018ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 1019ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 1020ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 1021ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 1022ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 1023ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 1024ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 1025ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 11ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 6 111 dws SO: the, Input: [d]
1 2 5 4 6 112 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 113 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 114 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 115 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 116 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 118 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 1110ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 1111ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 1112ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 1113ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 6 1114ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 1115ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 6 1116ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 1117ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 1118ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 1119ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 1120ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 1121ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 1122ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 1123ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 1124ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 6 1125ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 12ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 6 121 dws SO: the, Input: [d]
1 2 5 4 6 13ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 6 131 dws SO: the, Input: [d]
1 2 5 4 6 132 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 6 133 ism SO: {{n!case,{book,{book,n!case}}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 6 134 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 6 135 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 6 136 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 6 137 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 6 138 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 6 139 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 6 1310ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 6 1311ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 1312ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 6 1313ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 1314ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 6 1315ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 1316ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 6 1317ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 6 14ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 6 141 dws SO: the, Input: [d]
1 2 5 4 6 15ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 6 151 dws SO: the, Input: [d]
1 2 5 4 6 152 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 6 153 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 6 154 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 6 155 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 6 156 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 6 157 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 6 158 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 6 159 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 1510ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 6 1511ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 1512ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 6 1513ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 6 16ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 161 dws SO: the, Input: [d]
1 2 5 4 6 17ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 6 171 dws SO: the, Input: [d]
1 2 5 4 6 172 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 6 173 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 6 174 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 6 175 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 6 176 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 6 177 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 178 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 6 179 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 6 18ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 6 181 dws SO: the, Input: [d]
1 2 5 4 6 19ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 6 191 dws SO: the, Input: [d]
1 2 5 4 6 192 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 6 193 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 6 194 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 6 195 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 6 20ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 6 201 dws SO: the, Input: [d]
1 2 5 4 6 21ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 6 211 dws SO: the, Input: [d]
1 2 5 4 7 ism SO: {{book,n!case},{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 4 7 1 dws SO: the, Input: [d]
1 2 5 4 7 1 1 esm SO: {the,d}, Input: []
1 2 5 4 7 1 2 epm SO: <the,d>, Input: []
1 2 5 4 7 1 3 epm SO: <d,the>, Input: []
1 2 5 4 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 1 dws SO: the, Input: [d]
1 2 5 4 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 5 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 11ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 1 dws SO: the, Input: [d]
1 2 5 4 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 3 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 10ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 12ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 14ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 3 16ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 3 17ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 3 18ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 3 19ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 3 20ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 3 21ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 3 22ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 3 23ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 3 24ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 3 25ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 3 26ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 3 27ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 3 28ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 3 29ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 1 dws SO: the, Input: [d]
1 2 5 4 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 3 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 12ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 1 dws SO: the, Input: [d]
1 2 5 4 7 5 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 11ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 12ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 13ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 14ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 15ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 16ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 17ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 18ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 19ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 21ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 22ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 23ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 5 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 5 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 5 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 5 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 5 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 5 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 5 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 5 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 5 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 5 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 5 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 5 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 5 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 5 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 5 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 5 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 5 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 5 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 5 42ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 5 43ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 5 44ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 5 45ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 1 dws SO: the, Input: [d]
1 2 5 4 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 3 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 10ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 12ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 14ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 6 16ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 6 17ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 6 18ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 6 19ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 6 20ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 6 21ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 6 22ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 6 23ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 6 24ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 6 25ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 6 26ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 6 27ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 6 28ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 6 29ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 7 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 1 dws SO: the, Input: [d]
1 2 5 4 7 7 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 9 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 10ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 14ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 18ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 19ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 20ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 21ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 7 22ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 7 23ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 7 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 7 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 7 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 7 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 7 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 7 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 7 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 7 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 7 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 7 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 7 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 7 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 7 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 7 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 7 38ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 7 39ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 7 40ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 7 41ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 1 dws SO: the, Input: [d]
1 2 5 4 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 3 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 5 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 8 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 12ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 14ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 8 16ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 8 17ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 8 18ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 8 19ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 8 20ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 8 21ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 8 22ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 8 23ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 8 24ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 8 25ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 8 26ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 8 27ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 8 28ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 8 29ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 1 dws SO: the, Input: [d]
1 2 5 4 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 7 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 12ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 14ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 101 dws SO: the, Input: [d]
1 2 5 4 7 102 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 103 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 105 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 106 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 107 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 108 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 109 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1010ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1012ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1014ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1015ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1016ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1017ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 1018ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 1019ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1020ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 1021ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 1022ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1023ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 1024ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 1025ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 1026ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1027ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 1028ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1029ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 11ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 111 dws SO: the, Input: [d]
1 2 5 4 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 115 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 119 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1111ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 12ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 121 dws SO: the, Input: [d]
1 2 5 4 7 122 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 123 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 125 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 127 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 128 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 129 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1210ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1212ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1214ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1216ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1217ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 1218ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 1219ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1220ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 1221ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 1222ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1223ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 1224ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 1225ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 1226ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1227ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 1228ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1229ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 13ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 7 131 dws SO: the, Input: [d]
1 2 5 4 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 133 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 137 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 139 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1310ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1312ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 7 1316ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 1317ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 7 1318ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 1319ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1320ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 1321ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 1322ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1323ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 1324ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 1325ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 1326ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1327ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 1328ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 7 1329ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 14ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 141 dws SO: the, Input: [d]
1 2 5 4 7 142 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 7 143 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 7 144 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 7 145 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 7 15ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 7 151 dws SO: the, Input: [d]
1 2 5 4 7 16ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 161 dws SO: the, Input: [d]
1 2 5 4 7 17ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 7 171 dws SO: the, Input: [d]
1 2 5 4 7 172 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 7 173 ism SO: {{n!case,{book,{book,n!case}}},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 7 174 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 7 176 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 7 178 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 7 179 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 7 1710ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 7 1711ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 1712ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 7 1713ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 1714ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 7 1715ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 1716ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 7 1717ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 7 18ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 7 181 dws SO: the, Input: [d]
1 2 5 4 7 19ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 7 191 dws SO: the, Input: [d]
1 2 5 4 7 192 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 7 194 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 7 196 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 7 197 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 7 198 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 7 199 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 1910ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 7 1911ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 1912ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 7 1913ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 7 20ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 201 dws SO: the, Input: [d]
1 2 5 4 7 21ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 7 211 dws SO: the, Input: [d]
1 2 5 4 7 212 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 7 214 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 7 215 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 7 216 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 7 217 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 218 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 7 219 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 7 22ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 7 221 dws SO: the, Input: [d]
1 2 5 4 7 23ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 7 231 dws SO: the, Input: [d]
1 2 5 4 7 232 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 7 233 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 7 234 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 7 235 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 7 24ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 7 241 dws SO: the, Input: [d]
1 2 5 4 7 25ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 7 251 dws SO: the, Input: [d]
1 2 5 4 8 ism SO: {book,{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 4 8 1 dws SO: the, Input: [d]
1 2 5 4 8 1 1 esm SO: {the,d}, Input: []
1 2 5 4 8 1 2 epm SO: <the,d>, Input: []
1 2 5 4 8 1 3 epm SO: <d,the>, Input: []
1 2 5 4 8 2 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 1 dws SO: the, Input: [d]
1 2 5 4 8 2 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 2 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 2 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 8 2 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 2 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 2 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 2 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 2 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 2 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 2 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 2 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 2 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 2 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 3 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 1 dws SO: the, Input: [d]
1 2 5 4 8 3 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 11ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 12ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 14ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 17ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 19ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 21ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 3 22ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 3 23ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 3 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 3 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 3 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 3 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 3 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 3 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 3 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 3 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 8 3 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 3 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 3 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 3 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 3 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 3 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 3 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 3 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 3 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 3 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 4 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 1 dws SO: the, Input: [d]
1 2 5 4 8 4 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 4 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 4 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 8 4 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 4 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 4 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 4 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 4 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 4 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 4 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 4 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 4 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 4 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 5 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 1 dws SO: the, Input: [d]
1 2 5 4 8 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 9 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 12ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 8 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 1 dws SO: the, Input: [d]
1 2 5 4 8 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 10ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 12ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 13ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 6 14ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 6 15ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 8 6 16ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 6 17ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 6 18ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 6 19ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 6 20ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 6 21ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 6 22ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 6 23ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 6 24ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 6 25ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 7 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 1 dws SO: the, Input: [d]
1 2 5 4 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 7 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 8 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 8 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 1 dws SO: the, Input: [d]
1 2 5 4 8 8 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 8 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 8 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 8 8 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 8 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 8 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 8 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 8 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 8 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 8 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 8 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 8 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 8 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 9 ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 1 dws SO: the, Input: [d]
1 2 5 4 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 5 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 12ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 14ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 9 16ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 9 17ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 9 18ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 9 19ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 8 9 20ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 9 21ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 9 22ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 9 23ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 9 24ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 9 25ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 9 26ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 9 27ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 9 28ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 9 29ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 10ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 8 101 dws SO: the, Input: [d]
1 2 5 4 8 102 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 103 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 104 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 105 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 106 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 108 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 1010ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 1011ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 1012ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 1013ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 1014ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 1015ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 8 1016ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 1017ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 1018ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 1019ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 1020ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 1021ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 1022ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 1023ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 1024ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 1025ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 11ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 8 111 dws SO: the, Input: [d]
1 2 5 4 8 112 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 113 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 114 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 115 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 116 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 118 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 1110ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 1112ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 1113ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 8 1114ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 1115ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 8 1116ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 1117ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 1118ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 1119ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 1120ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 1121ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 1122ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 1123ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 1124ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 8 1125ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 12ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 8 121 dws SO: the, Input: [d]
1 2 5 4 8 13ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 8 131 dws SO: the, Input: [d]
1 2 5 4 8 132 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 8 133 ism SO: {{n!case,{book,{book,n!case}}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 8 134 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 8 135 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 8 136 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 8 137 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 8 138 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 8 139 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 8 1310ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 8 1311ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 1312ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 8 1313ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 1314ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 8 1315ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 1316ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 8 1317ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 8 14ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 8 141 dws SO: the, Input: [d]
1 2 5 4 8 15ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 8 151 dws SO: the, Input: [d]
1 2 5 4 8 152 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 8 153 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 8 154 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 8 155 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 8 156 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 8 157 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 8 158 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 8 159 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 1510ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 8 1511ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 1512ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 8 1513ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 8 16ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 161 dws SO: the, Input: [d]
1 2 5 4 8 17ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 8 171 dws SO: the, Input: [d]
1 2 5 4 8 172 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 8 173 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 8 174 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 8 175 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 8 176 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 8 177 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 178 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 8 179 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 8 18ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 8 181 dws SO: the, Input: [d]
1 2 5 4 8 19ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 8 191 dws SO: the, Input: [d]
1 2 5 4 8 192 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 8 193 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 8 194 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 8 195 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 8 20ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 8 201 dws SO: the, Input: [d]
1 2 5 4 8 21ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 8 211 dws SO: the, Input: [d]
1 2 5 4 9 ism SO: {n!case,{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 4 9 1 dws SO: the, Input: [d]
1 2 5 4 9 1 1 esm SO: {the,d}, Input: []
1 2 5 4 9 1 2 epm SO: <the,d>, Input: []
1 2 5 4 9 1 3 epm SO: <d,the>, Input: []
1 2 5 4 9 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 1 dws SO: the, Input: [d]
1 2 5 4 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 12ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 9 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 2 22ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 2 23ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 2 24ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 2 25ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 3 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 1 dws SO: the, Input: [d]
1 2 5 4 9 3 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 11ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 12ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 14ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 17ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 19ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 21ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 3 22ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 3 23ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 3 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 3 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 3 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 3 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 3 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 3 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 3 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 3 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 9 3 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 3 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 3 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 3 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 3 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 3 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 3 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 3 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 3 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 3 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 4 ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 1 dws SO: the, Input: [d]
1 2 5 4 9 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 10ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 12ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 13ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 4 14ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 4 15ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 9 4 16ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 4 17ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 4 18ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 4 19ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 4 20ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 4 21ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 4 22ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 4 23ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 4 24ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 4 25ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 5 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 1 dws SO: the, Input: [d]
1 2 5 4 9 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 9 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 12ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 9 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 1 dws SO: the, Input: [d]
1 2 5 4 9 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 12ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 9 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 6 22ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 6 23ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 6 24ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 6 25ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 7 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 1 dws SO: the, Input: [d]
1 2 5 4 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 7 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 8 ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 1 dws SO: the, Input: [d]
1 2 5 4 9 8 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 10ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 12ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 13ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 8 14ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 8 15ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 9 8 16ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 8 17ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 8 18ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 8 19ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 8 20ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 8 21ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 8 22ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 8 23ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 8 24ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 8 25ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 9 ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 1 dws SO: the, Input: [d]
1 2 5 4 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 5 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 12ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 10ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 9 101 dws SO: the, Input: [d]
1 2 5 4 9 102 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 103 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 104 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 105 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 106 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 108 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 1010ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 1012ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 1013ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 1014ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 1015ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 9 1016ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 1017ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 1018ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 1019ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 1020ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 1021ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 1022ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 1023ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 1024ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 1025ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 11ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 4 9 111 dws SO: the, Input: [d]
1 2 5 4 9 112 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 113 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 114 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 115 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 116 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 118 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 1110ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 1112ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 1113ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 4 9 1114ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 1115ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 4 9 1116ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 1117ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 1118ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 1119ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 1120ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 1121ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 1122ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 1123ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 1124ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 4 9 1125ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 12ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 121 dws SO: the, Input: [d]
1 2 5 4 9 13ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 4 9 131 dws SO: the, Input: [d]
1 2 5 4 9 132 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 9 133 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 9 134 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 9 135 ism SO: {{book,{book,n!case}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 9 136 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 9 137 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 9 138 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 9 139 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 4 9 1310ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 9 1311ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 1312ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 9 1313ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 1314ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 9 1315ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 1316ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 4 9 1317ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 4 9 14ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 9 141 dws SO: the, Input: [d]
1 2 5 4 9 15ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 9 151 dws SO: the, Input: [d]
1 2 5 4 9 152 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 9 153 ism SO: {{book,{book,n!case}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 9 154 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 9 155 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 9 156 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 9 157 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 9 158 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 9 159 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 1510ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 9 1511ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 1512ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 9 1513ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 9 16ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 161 dws SO: the, Input: [d]
1 2 5 4 9 17ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 9 171 dws SO: the, Input: [d]
1 2 5 4 9 172 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 9 173 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 9 174 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 9 175 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 9 176 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 9 177 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 178 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 9 179 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 9 18ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 9 181 dws SO: the, Input: [d]
1 2 5 4 9 19ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 9 191 dws SO: the, Input: [d]
1 2 5 4 9 192 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 9 193 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 9 194 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 9 195 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 9 20ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 4 9 201 dws SO: the, Input: [d]
1 2 5 4 9 21ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 4 9 211 dws SO: the, Input: [d]
1 2 5 4 10ipm SO: <{book,{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 4 101 dws SO: the, Input: [d]
1 2 5 4 101 1 esm SO: {the,d}, Input: []
1 2 5 4 101 2 epm SO: <the,d>, Input: []
1 2 5 4 101 3 epm SO: <d,the>, Input: []
1 2 5 4 11ipm SO: <{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 4 111 dws SO: the, Input: [d]
1 2 5 4 111 1 esm SO: {the,d}, Input: []
1 2 5 4 111 2 epm SO: <the,d>, Input: []
1 2 5 4 111 3 epm SO: <d,the>, Input: []
1 2 5 4 112 ism SO: {n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 112 1 dws SO: the, Input: [d]
1 2 5 4 112 2 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 112 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 112 4 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 112 5 ism SO: {{book,{book,n!case}},{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 112 6 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 112 7 ism SO: {{book,n!case},{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 112 8 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 112 9 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 112 10ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 112 11ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 4 112 12ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 112 13ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 112 14ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 112 15ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 112 16ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 112 17ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 113 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 113 1 dws SO: the, Input: [d]
1 2 5 4 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 3 ism SO: {book,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 5 ism SO: {book,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 6 ism SO: {n!case,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 7 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 8 ism SO: {n!case,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 10ism SO: {book,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 12ism SO: {book,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 13ism SO: {n!case,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 113 14ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 113 15ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 113 16ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 113 17ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 113 18ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 113 19ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 4 113 20ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 113 21ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 113 22ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 113 23ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 113 24ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 113 25ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 114 ism SO: {book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 114 1 dws SO: the, Input: [d]
1 2 5 4 114 2 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 114 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 114 4 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 114 5 ism SO: {{book,{book,n!case}},{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 114 6 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 114 7 ism SO: {{book,n!case},{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 114 8 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 114 9 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 114 10ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 114 11ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 4 114 12ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 114 13ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 114 14ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 114 15ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 114 16ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 114 17ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 115 ism SO: {{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 115 1 dws SO: the, Input: [d]
1 2 5 4 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 115 3 ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 115 4 ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 115 5 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 115 6 ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 115 8 ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 115 10ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 115 11ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 115 12ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 115 13ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 115 14ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 115 15ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 4 115 16ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 115 17ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 115 18ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 115 19ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 115 20ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 115 21ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 116 ism SO: {book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 116 1 dws SO: the, Input: [d]
1 2 5 4 116 2 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 116 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 116 4 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 116 5 ism SO: {{book,{book,n!case}},{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 116 6 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 116 7 ism SO: {{book,n!case},{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 116 8 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 116 9 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 116 10ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 116 11ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 4 116 12ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 116 13ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 116 14ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 116 15ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 116 16ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 116 17ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 117 ism SO: {n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 4 117 1 dws SO: the, Input: [d]
1 2 5 4 117 2 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 117 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 117 4 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 117 5 ism SO: {{book,{book,n!case}},{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 117 6 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 117 7 ism SO: {{book,n!case},{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 117 8 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 117 9 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 4 117 10ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 117 11ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 4 117 12ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 117 13ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 117 14ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 117 15ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 117 16ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 4 117 17ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 4 118 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 118 1 dws SO: the, Input: [d]
1 2 5 4 119 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 119 1 dws SO: the, Input: [d]
1 2 5 4 119 2 ism SO: {book,<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 119 3 ism SO: {{book,n!case},<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 119 4 ism SO: {book,<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 119 5 ism SO: {n!case,<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 119 6 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 119 7 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 119 8 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 119 9 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 1110ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 11101 dws SO: the, Input: [d]
1 2 5 4 1111ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 11111 dws SO: the, Input: [d]
1 2 5 4 11112 ism SO: {book,<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 4 11113 ism SO: {n!case,<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 4 11114 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 11115 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 1112ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 4 11121 dws SO: the, Input: [d]
1 2 5 4 1113ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 4 11131 dws SO: the, Input: [d]
1 2 5 4 12ipm SO: <{book,{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 4 121 dws SO: the, Input: [d]
1 2 5 4 121 1 esm SO: {the,d}, Input: []
1 2 5 4 121 2 epm SO: <the,d>, Input: []
1 2 5 4 121 3 epm SO: <d,the>, Input: []
1 2 5 4 13ipm SO: <{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 4 131 dws SO: the, Input: [d]
1 2 5 4 131 1 esm SO: {the,d}, Input: []
1 2 5 4 131 2 epm SO: <the,d>, Input: []
1 2 5 4 131 3 epm SO: <d,the>, Input: []
1 2 5 4 132 ism SO: {book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 132 1 dws SO: the, Input: [d]
1 2 5 4 132 2 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 132 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 132 4 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 132 5 ism SO: {{book,n!case},{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 132 6 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 132 7 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 132 8 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 4 132 9 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 4 132 10ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 4 132 11ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 132 12ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 4 132 13ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 4 133 ism SO: {{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 133 1 dws SO: the, Input: [d]
1 2 5 4 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 133 3 ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 133 4 ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 133 5 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 133 6 ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 133 8 ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 133 9 ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 133 10ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 133 11ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 4 133 12ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 4 133 13ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 4 133 14ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 4 133 15ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 133 16ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 4 133 17ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 4 134 ism SO: {book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 134 1 dws SO: the, Input: [d]
1 2 5 4 134 2 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 134 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 134 4 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 134 5 ism SO: {{book,n!case},{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 134 6 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 134 7 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 134 8 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 4 134 9 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 4 134 10ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 4 134 11ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 134 12ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 4 134 13ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 4 135 ism SO: {n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 4 135 1 dws SO: the, Input: [d]
1 2 5 4 135 2 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 135 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 135 4 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 135 5 ism SO: {{book,n!case},{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 135 6 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 135 7 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 4 135 8 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 4 135 9 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 4 135 10ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 4 135 11ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 4 135 12ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 4 135 13ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 4 136 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 136 1 dws SO: the, Input: [d]
1 2 5 4 137 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 4 137 1 dws SO: the, Input: [d]
1 2 5 4 137 2 ism SO: {book,<<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 4 137 3 ism SO: {n!case,<<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 4 137 4 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 137 5 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 138 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 4 138 1 dws SO: the, Input: [d]
1 2 5 4 139 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 4 139 1 dws SO: the, Input: [d]
1 2 5 4 14ipm SO: <{book,{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 4 141 dws SO: the, Input: [d]
1 2 5 4 141 1 esm SO: {the,d}, Input: []
1 2 5 4 141 2 epm SO: <the,d>, Input: []
1 2 5 4 141 3 epm SO: <d,the>, Input: []
1 2 5 4 15ipm SO: <{book,{n!case,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 4 151 dws SO: the, Input: [d]
1 2 5 4 151 1 esm SO: {the,d}, Input: []
1 2 5 4 151 2 epm SO: <the,d>, Input: []
1 2 5 4 151 3 epm SO: <d,the>, Input: []
1 2 5 4 152 ism SO: {book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 152 1 dws SO: the, Input: [d]
1 2 5 4 152 2 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 4 152 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 4 152 4 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 4 152 5 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 4 152 6 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 4 152 7 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 4 152 8 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 4 152 9 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 4 153 ism SO: {n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 4 153 1 dws SO: the, Input: [d]
1 2 5 4 153 2 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 4 153 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 4 153 4 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 4 153 5 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 4 153 6 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 4 153 7 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 4 153 8 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 4 153 9 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 4 154 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 4 154 1 dws SO: the, Input: [d]
1 2 5 4 155 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 4 155 1 dws SO: the, Input: [d]
1 2 5 4 16ipm SO: <{book,{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 4 161 dws SO: the, Input: [d]
1 2 5 4 161 1 esm SO: {the,d}, Input: []
1 2 5 4 161 2 epm SO: <the,d>, Input: []
1 2 5 4 161 3 epm SO: <d,the>, Input: []
1 2 5 4 17ipm SO: <{book,{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 4 171 dws SO: the, Input: [d]
1 2 5 4 171 1 esm SO: {the,d}, Input: []
1 2 5 4 171 2 epm SO: <the,d>, Input: []
1 2 5 4 171 3 epm SO: <d,the>, Input: []
1 2 5 5 ism SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 5 5 1 dws SO: the, Input: [d]
1 2 5 5 1 1 esm SO: {the,d}, Input: []
1 2 5 5 1 1 1 uws SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 5 1 2 epm SO: <the,d>, Input: []
1 2 5 5 1 2 1 uws SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 5 1 3 epm SO: <d,the>, Input: []
1 2 5 5 1 3 1 uws SO: {{book,n!case},{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 5 2 1 dws SO: the, Input: [d]
1 2 5 5 2 1 1 esm SO: {the,d}, Input: []
1 2 5 5 2 1 2 epm SO: <the,d>, Input: []
1 2 5 5 2 1 3 epm SO: <d,the>, Input: []
1 2 5 5 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 1 dws SO: the, Input: [d]
1 2 5 5 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 1 dws SO: the, Input: [d]
1 2 5 5 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 1 dws SO: the, Input: [d]
1 2 5 5 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 1 dws SO: the, Input: [d]
1 2 5 5 2 5 2 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 6 ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 11ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 15ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 16ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 17ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 19ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 21ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 22ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 23ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 24ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 26ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 27ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 5 28ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 5 29ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 5 30ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 5 31ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 5 32ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 5 33ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 5 34ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 5 35ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 5 36ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 5 37ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 5 38ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 5 39ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 5 40ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 5 41ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 5 42ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 5 43ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 5 44ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 5 45ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 5 46ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 5 47ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 5 48ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 5 49ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 5 50ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 5 51ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 5 52ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 5 53ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 1 dws SO: the, Input: [d]
1 2 5 5 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 1 dws SO: the, Input: [d]
1 2 5 5 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 1 dws SO: the, Input: [d]
1 2 5 5 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 1 dws SO: the, Input: [d]
1 2 5 5 2 9 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 10ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 13ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 15ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 20ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 22ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 9 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 9 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 9 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 9 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 9 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 9 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 9 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 9 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 9 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 9 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 9 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 9 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 9 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 9 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 9 38ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 9 39ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 9 40ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 9 41ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 9 42ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 9 43ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 9 44ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 9 45ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 101 dws SO: the, Input: [d]
1 2 5 5 2 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 103 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 105 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 107 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 108 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 109 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1010ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1014ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1016ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1017ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1018ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1019ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 1020ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1021ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1022ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1023ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 1024ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1025ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1026ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1027ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 1028ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1029ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 1030ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1031ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1032ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1033ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 11ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 111 dws SO: the, Input: [d]
1 2 5 5 2 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1111ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1112ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1113ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1114ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 12ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 121 dws SO: the, Input: [d]
1 2 5 5 2 122 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 123 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 125 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 126 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 127 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 128 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 129 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1210ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1211ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1212ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1214ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1215ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1216ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1217ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1218ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1219ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 1220ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1221ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1222ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1223ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 1224ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1225ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1226ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1227ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 1228ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1229ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 1230ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1231ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1232ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1233ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 131 dws SO: the, Input: [d]
1 2 5 5 2 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 135 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 139 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1316ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 14ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 141 dws SO: the, Input: [d]
1 2 5 5 2 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 143 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 147 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1411ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1412ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1414ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 15ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 2 151 dws SO: the, Input: [d]
1 2 5 5 2 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 153 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 157 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1512ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1514ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 2 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 2 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 2 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 16ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 161 dws SO: the, Input: [d]
1 2 5 5 2 162 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 2 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 2 164 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 2 165 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 2 17ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 2 171 dws SO: the, Input: [d]
1 2 5 5 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 181 dws SO: the, Input: [d]
1 2 5 5 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 2 191 dws SO: the, Input: [d]
1 2 5 5 2 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 2 193 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 2 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 2 195 ism SO: {{n!case,{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 2 196 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 2 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 2 198 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 2 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 2 1910ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 2 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 2 1912ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1913ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 2 1914ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 2 1915ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 1916ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 2 1917ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 1918ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 2 1919ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 1920ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 2 1921ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 201 dws SO: the, Input: [d]
1 2 5 5 2 202 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 2 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 2 204 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 2 205 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 2 211 dws SO: the, Input: [d]
1 2 5 5 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 221 dws SO: the, Input: [d]
1 2 5 5 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 2 231 dws SO: the, Input: [d]
1 2 5 5 2 232 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 2 233 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 2 234 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 2 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 2 236 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 2 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 2 238 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 2 239 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 2310ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 2 2311ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 2312ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 2 2313ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 241 dws SO: the, Input: [d]
1 2 5 5 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 2 251 dws SO: the, Input: [d]
1 2 5 5 2 252 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 2 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 2 254 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 2 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 2 256 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 2 257 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 258 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 2 259 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 2 261 dws SO: the, Input: [d]
1 2 5 5 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 2 271 dws SO: the, Input: [d]
1 2 5 5 2 272 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 2 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 2 274 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 2 275 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 2 281 dws SO: the, Input: [d]
1 2 5 5 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 2 291 dws SO: the, Input: [d]
1 2 5 5 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 5 3 1 dws SO: the, Input: [d]
1 2 5 5 3 1 1 esm SO: {the,d}, Input: []
1 2 5 5 3 1 2 epm SO: <the,d>, Input: []
1 2 5 5 3 1 3 epm SO: <d,the>, Input: []
1 2 5 5 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 1 dws SO: the, Input: [d]
1 2 5 5 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 12ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 2 16ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 2 17ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 2 18ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 2 19ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 2 20ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 2 21ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 2 22ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 2 23ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 2 24ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 2 25ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 2 26ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 2 27ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 2 28ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 2 29ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 3 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 1 dws SO: the, Input: [d]
1 2 5 5 3 3 2 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 4 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 6 ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 9 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 11ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 12ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 13ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 14ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 15ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 17ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 18ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 19ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 20ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 22ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 24ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 25ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 3 26ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 3 27ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 3 28ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 3 29ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 3 30ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 3 31ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 3 32ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 3 33ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 3 34ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 3 35ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 3 36ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 3 37ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 3 38ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 3 39ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 3 40ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 3 41ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 3 42ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 3 43ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 3 44ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 3 45ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 3 46ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 3 47ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 3 48ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 3 49ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 1 dws SO: the, Input: [d]
1 2 5 5 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 11ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 12ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 1 dws SO: the, Input: [d]
1 2 5 5 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 12ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 5 16ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 5 17ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 5 18ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 5 19ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 5 20ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 5 21ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 5 22ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 5 23ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 5 24ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 5 25ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 5 26ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 5 27ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 5 28ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 5 29ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 1 dws SO: the, Input: [d]
1 2 5 5 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 12ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 6 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 6 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 6 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 6 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 6 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 6 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 1 dws SO: the, Input: [d]
1 2 5 5 3 7 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 9 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 12ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 13ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 19ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 20ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 21ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 7 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 7 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 7 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 7 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 7 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 7 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 7 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 7 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 7 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 7 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 7 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 7 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 7 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 7 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 7 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 7 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 7 38ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 7 39ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 7 40ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 7 41ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 1 dws SO: the, Input: [d]
1 2 5 5 3 8 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 12ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 8 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 8 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 8 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 8 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 8 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 8 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 8 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 8 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 8 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 8 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 8 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 8 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 8 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 8 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 9 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 1 dws SO: the, Input: [d]
1 2 5 5 3 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 7 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 18ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 9 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 9 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 9 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 9 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 9 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 9 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 9 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 9 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 9 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 9 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 9 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 9 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 9 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 9 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 9 34ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 9 35ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 9 36ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 9 37ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 10ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 101 dws SO: the, Input: [d]
1 2 5 5 3 102 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 103 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 104 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 105 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 107 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 108 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 109 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1010ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1011ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1012ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1013ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1014ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1015ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1016ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1017ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 1018ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1019ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 1020ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1021ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1022ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 1023ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 1024ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 1025ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 1026ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1027ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1028ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1029ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 11ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 111 dws SO: the, Input: [d]
1 2 5 5 3 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 115 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 117 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1111ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1112ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1114ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 12ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 121 dws SO: the, Input: [d]
1 2 5 5 3 122 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 123 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 124 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 125 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 127 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 128 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 129 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1210ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1211ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1212ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1214ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1215ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1216ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1217ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 1218ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1219ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 1220ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1221ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1222ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 1223ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 1224ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 1225ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 1226ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1227ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1228ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1229ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 13ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 3 131 dws SO: the, Input: [d]
1 2 5 5 3 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 133 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 134 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 135 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 137 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 139 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1310ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1311ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1312ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1314ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 3 1316ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 1317ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 3 1318ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1319ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 1320ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1321ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1322ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 1323ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 1324ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 1325ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 1326ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1327ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1328ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 3 1329ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 14ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 3 141 dws SO: the, Input: [d]
1 2 5 5 3 15ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 3 151 dws SO: the, Input: [d]
1 2 5 5 3 152 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 3 153 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 3 154 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 3 155 ism SO: {{n!case,{book,{book,n!case}}},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 3 156 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 3 157 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 3 158 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 3 159 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 3 1510ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 3 1511ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 3 1512ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1513ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 3 1514ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 3 1515ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 1516ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 3 1517ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 1518ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 3 1519ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1520ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 3 1521ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 3 16ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 161 dws SO: the, Input: [d]
1 2 5 5 3 162 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 3 163 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 3 164 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 3 165 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 3 17ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 3 171 dws SO: the, Input: [d]
1 2 5 5 3 18ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 181 dws SO: the, Input: [d]
1 2 5 5 3 19ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 3 191 dws SO: the, Input: [d]
1 2 5 5 3 192 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 3 193 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 3 194 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 3 195 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 3 196 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 3 197 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 3 198 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 3 199 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 1910ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 3 1911ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 1912ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 3 1913ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 3 20ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 201 dws SO: the, Input: [d]
1 2 5 5 3 21ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 3 211 dws SO: the, Input: [d]
1 2 5 5 3 212 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 3 213 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 3 214 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 3 215 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 3 216 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 3 217 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 218 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 3 219 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 3 22ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 3 221 dws SO: the, Input: [d]
1 2 5 5 3 23ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 3 231 dws SO: the, Input: [d]
1 2 5 5 3 232 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 3 233 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 3 234 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 3 235 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 3 24ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 3 241 dws SO: the, Input: [d]
1 2 5 5 3 25ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 3 251 dws SO: the, Input: [d]
1 2 5 5 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 5 4 1 dws SO: the, Input: [d]
1 2 5 5 4 1 1 esm SO: {the,d}, Input: []
1 2 5 5 4 1 2 epm SO: <the,d>, Input: []
1 2 5 5 4 1 3 epm SO: <d,the>, Input: []
1 2 5 5 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 1 dws SO: the, Input: [d]
1 2 5 5 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 3 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 1 dws SO: the, Input: [d]
1 2 5 5 4 3 2 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 4 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 6 ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 9 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 11ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 12ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 13ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 14ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 15ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 17ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 18ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 19ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 20ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 22ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 24ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 25ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 3 26ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 3 27ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 3 28ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 3 29ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 3 30ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 3 31ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 3 32ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 3 33ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 3 34ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 3 35ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 3 36ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 3 37ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 3 38ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 3 39ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 3 40ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 3 41ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 3 42ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 3 43ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 3 44ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 3 45ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 3 46ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 3 47ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 3 48ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 3 49ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 1 dws SO: the, Input: [d]
1 2 5 5 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 11ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 1 dws SO: the, Input: [d]
1 2 5 5 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 11ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 12ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 14ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 5 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 5 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 5 26ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 5 27ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 5 28ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 5 29ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 1 dws SO: the, Input: [d]
1 2 5 5 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 1 dws SO: the, Input: [d]
1 2 5 5 4 7 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 12ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 13ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 19ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 20ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 21ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 7 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 7 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 7 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 7 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 7 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 7 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 7 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 7 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 7 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 7 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 7 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 7 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 7 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 7 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 7 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 7 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 7 38ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 7 39ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 7 40ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 7 41ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 1 dws SO: the, Input: [d]
1 2 5 5 4 8 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 8 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 8 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 8 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 8 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 8 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 8 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 8 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 8 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 8 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 8 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 8 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 8 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 8 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 8 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 9 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 1 dws SO: the, Input: [d]
1 2 5 5 4 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 9 20ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 9 21ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 9 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 9 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 9 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 9 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 9 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 9 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 9 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 9 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 9 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 9 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 9 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 9 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 9 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 9 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 9 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 9 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 101 dws SO: the, Input: [d]
1 2 5 5 4 102 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 103 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 104 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 105 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 107 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 108 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 109 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1010ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1011ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1012ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1013ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1014ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1015ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1016ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1017ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 1018ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1019ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 1020ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1021ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1022ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1023ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 1024ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1025ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 1026ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1027ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1028ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1029ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 11ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 111 dws SO: the, Input: [d]
1 2 5 5 4 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 115 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 117 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1111ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1112ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1114ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 12ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 121 dws SO: the, Input: [d]
1 2 5 5 4 122 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 123 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 125 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 127 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 129 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1210ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1211ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1212ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1214ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1216ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1217ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 1218ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1219ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 1220ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1221ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1222ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1223ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 1224ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1225ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 1226ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1227ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1228ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1229ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 13ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 4 131 dws SO: the, Input: [d]
1 2 5 5 4 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 133 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 135 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 139 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1310ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1311ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1312ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 4 1316ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1317ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 4 1318ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1319ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 1320ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1321ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1322ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1323ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 1324ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 1325ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 1326ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1327ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1328ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 4 1329ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 14ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 141 dws SO: the, Input: [d]
1 2 5 5 4 15ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 4 151 dws SO: the, Input: [d]
1 2 5 5 4 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 4 153 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 4 154 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 4 155 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 4 156 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 4 157 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 4 158 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 4 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 4 1510ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 4 1511ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 4 1512ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1513ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 4 1514ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 4 1515ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 1516ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 4 1517ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 1518ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 4 1519ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1520ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 4 1521ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 161 dws SO: the, Input: [d]
1 2 5 5 4 162 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 4 163 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 4 164 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 4 165 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 4 171 dws SO: the, Input: [d]
1 2 5 5 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 181 dws SO: the, Input: [d]
1 2 5 5 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 4 191 dws SO: the, Input: [d]
1 2 5 5 4 192 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 4 193 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 4 194 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 4 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 4 196 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 4 197 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 4 198 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 4 199 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 1910ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 4 1911ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 1912ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 4 1913ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 201 dws SO: the, Input: [d]
1 2 5 5 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 4 211 dws SO: the, Input: [d]
1 2 5 5 4 212 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 4 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 4 214 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 4 215 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 4 216 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 4 217 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 218 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 4 219 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 4 221 dws SO: the, Input: [d]
1 2 5 5 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 4 231 dws SO: the, Input: [d]
1 2 5 5 4 232 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 4 233 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 4 234 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 4 235 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 4 241 dws SO: the, Input: [d]
1 2 5 5 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 4 251 dws SO: the, Input: [d]
1 2 5 5 5 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 5 5 1 dws SO: the, Input: [d]
1 2 5 5 5 1 1 esm SO: {the,d}, Input: []
1 2 5 5 5 1 2 epm SO: <the,d>, Input: []
1 2 5 5 5 1 3 epm SO: <d,the>, Input: []
1 2 5 5 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 1 dws SO: the, Input: [d]
1 2 5 5 5 2 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 9 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 10ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 11ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 13ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 15ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 17ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 18ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 19ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 20ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 21ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 22ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 23ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 24ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 25ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 26ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 27ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 2 28ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 2 29ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 2 30ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 2 31ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 2 32ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 2 33ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 2 34ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 2 35ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 2 36ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 2 37ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 2 38ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 2 39ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 2 40ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 2 41ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 2 42ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 2 43ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 2 44ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 2 45ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 2 46ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 2 47ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 2 48ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 2 49ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 2 50ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 2 51ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 2 52ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 2 53ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 1 dws SO: the, Input: [d]
1 2 5 5 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 3 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 13ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 15ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 16ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 17ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 18ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 19ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 20ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 21ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 3 22ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 3 23ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 3 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 3 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 3 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 3 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 3 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 3 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 3 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 3 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 3 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 3 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 3 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 3 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 3 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 3 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 3 38ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 3 39ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 3 40ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 3 41ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 1 dws SO: the, Input: [d]
1 2 5 5 5 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 3 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 5 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 6 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 7 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 8 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 9 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 11ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 13ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 14ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 15ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 16ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 17ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 18ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 19ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 20ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 21ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 22ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 23ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 24ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 25ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 4 26ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 4 27ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 4 28ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 4 29ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 4 30ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 4 31ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 4 32ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 4 33ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 4 34ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 4 35ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 4 36ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 4 37ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 4 38ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 4 39ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 4 40ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 4 41ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 4 42ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 4 43ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 4 44ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 4 45ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 4 46ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 4 47ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 4 48ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 4 49ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 1 dws SO: the, Input: [d]
1 2 5 5 5 5 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 3 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 12ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 13ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 14ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 15ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 16ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 17ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 18ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 19ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 20ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 21ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 5 22ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 5 23ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 5 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 5 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 5 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 5 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 5 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 5 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 5 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 5 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 5 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 5 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 5 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 5 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 5 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 5 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 5 38ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 5 39ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 5 40ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 5 41ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 1 dws SO: the, Input: [d]
1 2 5 5 5 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 3 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 5 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 6 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 9 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 11ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 12ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 13ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 15ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 16ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 17ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 18ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 19ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 20ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 22ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 23ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 6 24ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 6 25ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 6 26ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 6 27ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 6 28ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 6 29ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 6 30ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 6 31ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 6 32ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 6 33ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 6 34ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 6 35ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 6 36ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 6 37ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 6 38ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 6 39ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 6 40ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 6 41ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 6 42ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 6 43ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 6 44ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 6 45ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 1 dws SO: the, Input: [d]
1 2 5 5 5 7 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 3 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 12ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 13ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 14ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 15ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 16ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 17ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 18ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 19ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 20ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 21ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 7 22ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 7 23ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 7 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 7 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 7 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 7 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 7 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 7 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 7 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 7 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 7 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 7 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 7 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 7 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 7 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 7 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 7 38ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 7 39ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 7 40ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 7 41ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 1 dws SO: the, Input: [d]
1 2 5 5 5 8 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 3 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 12ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 13ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 14ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 15ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 16ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 17ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 18ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 19ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 20ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 21ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 8 22ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 8 23ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 8 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 8 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 8 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 8 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 8 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 8 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 8 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 8 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 8 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 8 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 8 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 8 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 8 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 8 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 8 38ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 8 39ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 8 40ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 8 41ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 1 dws SO: the, Input: [d]
1 2 5 5 5 9 2 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 6 ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 11ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 12ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 13ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 14ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 15ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 16ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 17ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 19ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 20ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 21ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 22ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 23ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 25ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 26ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 27ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 28ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 29ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 30ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 31ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 9 32ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 9 33ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 9 34ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 9 35ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 9 36ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 9 37ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 9 38ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 9 39ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 9 40ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 9 41ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 9 42ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 9 43ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 9 44ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 9 45ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 9 46ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 9 47ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 9 48ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 9 49ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 9 50ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 9 51ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 9 52ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 9 53ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 9 54ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 9 55ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 9 56ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 9 57ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 9 58ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 9 59ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 9 60ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 9 61ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 10ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 101 dws SO: the, Input: [d]
1 2 5 5 5 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 103 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 105 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 106 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 108 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 109 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1010ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1011ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1012ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1013ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1015ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1017ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1018ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1019ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1020ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1021ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1022ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1023ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1024ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1025ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1026ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1027ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 1028ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1029ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1030ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1031ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1032ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1033ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1034ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1035ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 1036ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1037ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1038ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1039ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1040ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1041ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1042ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1043ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1044ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1045ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 111 dws SO: the, Input: [d]
1 2 5 5 5 112 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 113 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 114 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 115 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 116 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 117 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 118 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 119 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1110ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1111ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1112ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1113ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1114ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1115ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1116ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1117ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1118ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1119ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1120ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1121ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1122ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1123ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 1124ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1125ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1126ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1127ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1128ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1129ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1130ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1131ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 1132ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1133ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1134ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1135ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1136ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1137ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1138ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1139ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1140ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1141ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 121 dws SO: the, Input: [d]
1 2 5 5 5 122 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 123 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 124 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 125 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 126 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 127 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 128 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 129 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1210ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1211ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1213ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1214ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1215ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1216ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1217ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1218ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1219ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1220ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1221ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1222ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1223ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 1224ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1225ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1226ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1227ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1228ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1229ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1230ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1231ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 1232ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1233ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1234ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1235ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1236ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1237ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1238ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1239ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1240ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1241ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 131 dws SO: the, Input: [d]
1 2 5 5 5 132 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 133 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 134 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 135 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 136 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 137 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 138 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 139 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1310ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1311ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1312ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1313ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1314ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1315ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1316ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1317ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1318ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1319ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1320ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1321ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1322ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1323ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1324ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1325ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1326ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1327ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1328ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1329ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1330ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1331ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1332ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1333ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1334ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1335ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 1336ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1337ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1338ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1339ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1340ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1341ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1342ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1343ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 1344ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1345ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1346ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1347ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1348ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1349ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1350ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1351ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1352ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1353ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 141 dws SO: the, Input: [d]
1 2 5 5 5 142 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 143 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 144 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 145 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 146 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 147 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 148 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 149 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1410ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1411ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1412ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1413ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1414ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1415ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1416ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1417ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1418ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1419ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1420ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1421ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1422ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1423ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 1424ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1425ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1426ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1427ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1428ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1429ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1430ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1431ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 1432ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1433ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1434ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1435ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1436ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1437ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1438ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1439ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1440ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1441ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 151 dws SO: the, Input: [d]
1 2 5 5 5 152 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 153 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 154 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 155 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 156 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 157 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 158 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 159 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1510ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1511ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1512ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1513ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1514ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1515ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1516ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1517ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1518ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1519ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1520ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1521ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1522ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1523ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1524ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1525ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1526ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1527ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1528ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1529ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1530ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1531ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 1532ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1533ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1534ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1535ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1536ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1537ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1538ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1539ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 1540ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1541ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1542ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1543ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1544ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1545ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1546ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1547ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1548ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1549ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 161 dws SO: the, Input: [d]
1 2 5 5 5 162 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 163 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 164 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 165 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 166 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 167 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 168 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 169 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1610ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1611ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1612ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1613ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1614ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1615ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1616ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1617ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1618ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1619ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1620ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1621ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1622ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1623ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 1624ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1625ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1626ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1627ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1628ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1629ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1630ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1631ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 1632ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1633ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1634ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1635ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1636ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1637ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1638ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1639ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1640ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1641ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 171 dws SO: the, Input: [d]
1 2 5 5 5 172 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 173 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 174 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 175 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 176 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 177 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 178 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 179 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1710ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1711ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1712ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1713ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1714ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1715ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1716ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1717ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1718ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1719ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1720ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1721ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1722ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1723ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1724ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1725ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1726ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1727ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 1728ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1729ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1730ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1731ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1732ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1733ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1734ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1735ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 1736ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1737ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1738ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1739ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1740ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1741ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1742ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1743ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1744ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1745ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 181 dws SO: the, Input: [d]
1 2 5 5 5 182 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 183 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 184 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 185 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 186 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 187 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 188 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 189 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1810ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1811ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1812ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1813ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1814ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1815ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1816ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1817ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1818ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1819ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1820ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1821ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1822ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1823ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 1824ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1825ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1826ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1827ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1828ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1829ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1830ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1831ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 1832ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1833ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1834ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1835ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1836ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1837ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1838ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1839ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1840ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1841ipm SO: <{book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 5 191 dws SO: the, Input: [d]
1 2 5 5 5 192 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 193 ism SO: {{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 194 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 195 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 196 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 197 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 198 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 199 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1910ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1911ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1912ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1913ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1914ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1915ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1916ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1917ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1918ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1919ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1920ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1921ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 5 1922ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1923ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 5 1924ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1925ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1926ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1927ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1928ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1929ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1930ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1931ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 1932ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1933ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1934ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1935ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 1936ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 1937ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 1938ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1939ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 1940ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 5 1941ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 201 dws SO: the, Input: [d]
1 2 5 5 5 202 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 203 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 204 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 205 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 206 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 207 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 208 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 5 209 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 2010ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 5 2011ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 2012ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 5 2013ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 211 dws SO: the, Input: [d]
1 2 5 5 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 221 dws SO: the, Input: [d]
1 2 5 5 5 222 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 5 223 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 5 224 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 5 225 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 5 226 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 5 227 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 228 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 5 229 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 5 231 dws SO: the, Input: [d]
1 2 5 5 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 241 dws SO: the, Input: [d]
1 2 5 5 5 242 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 5 243 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 5 244 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 5 245 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 5 251 dws SO: the, Input: [d]
1 2 5 5 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 261 dws SO: the, Input: [d]
1 2 5 5 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 5 271 dws SO: the, Input: [d]
1 2 5 5 5 272 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 5 273 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 5 274 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 5 275 ism SO: {{n!case,{book,{book,n!case}}},<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 5 276 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 5 277 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 5 278 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 5 279 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 5 2710ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 5 2711ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 5 2712ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 2713ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 5 2714ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 5 2715ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 2716ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 5 2717ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 2718ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 5 2719ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 2720ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 5 2721ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 281 dws SO: the, Input: [d]
1 2 5 5 5 282 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 5 283 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 5 284 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 5 285 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 5 291 dws SO: the, Input: [d]
1 2 5 5 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 301 dws SO: the, Input: [d]
1 2 5 5 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 5 311 dws SO: the, Input: [d]
1 2 5 5 5 312 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 313 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 314 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 315 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 316 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 317 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 5 318 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 5 319 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 3110ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 5 3111ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 3112ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 5 3113ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 321 dws SO: the, Input: [d]
1 2 5 5 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 5 331 dws SO: the, Input: [d]
1 2 5 5 5 332 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 5 333 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 5 334 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 5 335 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 5 336 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 5 337 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 338 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 5 339 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 5 341 dws SO: the, Input: [d]
1 2 5 5 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 5 351 dws SO: the, Input: [d]
1 2 5 5 5 352 ism SO: {book,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 5 353 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 5 354 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 5 355 ipm SO: <<{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 5 361 dws SO: the, Input: [d]
1 2 5 5 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 5 371 dws SO: the, Input: [d]
1 2 5 5 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 5 6 1 dws SO: the, Input: [d]
1 2 5 5 6 1 1 esm SO: {the,d}, Input: []
1 2 5 5 6 1 2 epm SO: <the,d>, Input: []
1 2 5 5 6 1 3 epm SO: <d,the>, Input: []
1 2 5 5 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 1 dws SO: the, Input: [d]
1 2 5 5 6 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 3 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 1 dws SO: the, Input: [d]
1 2 5 5 6 3 2 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 4 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 6 ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 9 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 11ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 12ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 13ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 14ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 15ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 17ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 18ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 19ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 20ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 22ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 24ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 25ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 3 26ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 3 27ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 3 28ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 3 29ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 3 30ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 3 31ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 3 32ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 3 33ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 3 34ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 3 35ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 3 36ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 3 37ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 3 38ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 3 39ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 3 40ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 3 41ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 3 42ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 3 43ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 3 44ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 3 45ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 3 46ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 3 47ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 3 48ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 3 49ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 1 dws SO: the, Input: [d]
1 2 5 5 6 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 11ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 1 dws SO: the, Input: [d]
1 2 5 5 6 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 11ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 12ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 14ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 5 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 5 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 5 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 5 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 5 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 5 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 5 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 5 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 5 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 5 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 5 26ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 5 27ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 5 28ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 5 29ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 1 dws SO: the, Input: [d]
1 2 5 5 6 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 1 dws SO: the, Input: [d]
1 2 5 5 6 7 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 12ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 13ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 19ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 20ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 21ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 7 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 7 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 7 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 7 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 7 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 7 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 7 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 7 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 7 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 7 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 7 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 7 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 7 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 7 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 7 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 7 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 7 38ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 7 39ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 7 40ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 7 41ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 1 dws SO: the, Input: [d]
1 2 5 5 6 8 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 8 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 8 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 8 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 8 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 8 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 8 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 8 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 8 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 8 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 8 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 8 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 8 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 8 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 8 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 9 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 1 dws SO: the, Input: [d]
1 2 5 5 6 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 9 20ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 9 21ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 9 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 9 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 9 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 9 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 9 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 9 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 9 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 9 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 9 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 9 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 9 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 9 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 9 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 9 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 9 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 9 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 101 dws SO: the, Input: [d]
1 2 5 5 6 102 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 103 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 104 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 105 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 107 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 108 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 109 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1010ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1011ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1012ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1013ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1014ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1015ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1016ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1017ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 1018ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1019ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 1020ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1021ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1022ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1023ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 1024ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1025ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 1026ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1027ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1028ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1029ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 11ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 111 dws SO: the, Input: [d]
1 2 5 5 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 115 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 117 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1111ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1112ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1114ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 12ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 121 dws SO: the, Input: [d]
1 2 5 5 6 122 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 123 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 125 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 127 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 129 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1210ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1211ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1212ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1214ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1216ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1217ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 1218ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1219ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 1220ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1221ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1222ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1223ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 1224ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1225ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 1226ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1227ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1228ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1229ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 13ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 6 131 dws SO: the, Input: [d]
1 2 5 5 6 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 133 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 135 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 139 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1310ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1311ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1312ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 6 1316ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1317ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 6 1318ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1319ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 1320ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1321ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1322ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1323ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 1324ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 1325ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 1326ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1327ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1328ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 6 1329ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 14ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 141 dws SO: the, Input: [d]
1 2 5 5 6 15ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 6 151 dws SO: the, Input: [d]
1 2 5 5 6 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 6 153 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 6 154 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 6 155 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 6 156 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 6 157 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 6 158 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 6 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 6 1510ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 6 1511ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 6 1512ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1513ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 6 1514ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 6 1515ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 1516ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 6 1517ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 1518ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 6 1519ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1520ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 6 1521ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 161 dws SO: the, Input: [d]
1 2 5 5 6 162 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 6 163 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 6 164 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 6 165 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 6 171 dws SO: the, Input: [d]
1 2 5 5 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 181 dws SO: the, Input: [d]
1 2 5 5 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 6 191 dws SO: the, Input: [d]
1 2 5 5 6 192 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 6 193 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 6 194 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 6 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 6 196 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 6 197 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 6 198 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 6 199 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 1910ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 6 1911ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 1912ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 6 1913ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 201 dws SO: the, Input: [d]
1 2 5 5 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 6 211 dws SO: the, Input: [d]
1 2 5 5 6 212 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 6 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 6 214 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 6 215 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 6 216 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 6 217 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 218 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 6 219 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 6 221 dws SO: the, Input: [d]
1 2 5 5 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 6 231 dws SO: the, Input: [d]
1 2 5 5 6 232 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 6 233 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 6 234 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 6 235 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 6 241 dws SO: the, Input: [d]
1 2 5 5 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 6 251 dws SO: the, Input: [d]
1 2 5 5 7 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 5 7 1 dws SO: the, Input: [d]
1 2 5 5 7 1 1 esm SO: {the,d}, Input: []
1 2 5 5 7 1 2 epm SO: <the,d>, Input: []
1 2 5 5 7 1 3 epm SO: <d,the>, Input: []
1 2 5 5 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 1 dws SO: the, Input: [d]
1 2 5 5 7 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 7 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 13ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 14ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 15ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 17ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 18ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 21ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 22ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 23ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 2 42ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 2 43ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 2 44ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 2 45ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 1 dws SO: the, Input: [d]
1 2 5 5 7 3 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 19ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 3 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 3 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 3 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 3 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 3 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 3 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 3 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 3 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 3 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 3 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 3 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 3 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 3 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 3 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 3 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 3 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 3 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 3 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 1 dws SO: the, Input: [d]
1 2 5 5 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 15ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 21ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 4 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 4 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 4 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 4 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 1 dws SO: the, Input: [d]
1 2 5 5 7 5 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 19ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 5 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 5 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 5 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 5 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 5 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 5 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 5 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 5 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 5 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 5 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 5 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 5 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 5 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 5 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 5 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 5 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 5 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 5 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 1 dws SO: the, Input: [d]
1 2 5 5 7 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 10ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 11ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 13ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 14ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 15ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 17ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 18ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 19ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 6 20ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 6 21ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 6 22ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 6 23ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 6 24ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 6 25ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 6 26ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 6 27ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 6 28ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 6 29ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 6 30ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 6 31ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 6 32ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 6 33ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 6 34ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 6 35ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 6 36ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 6 37ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 1 dws SO: the, Input: [d]
1 2 5 5 7 7 2 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 6 ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 11ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 12ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 13ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 14ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 15ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 17ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 18ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 19ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 21ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 23ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 24ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 25ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 26ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 27ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 28ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 29ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 7 30ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 7 31ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 7 32ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 7 33ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 7 34ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 7 35ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 7 36ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 7 37ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 7 38ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 7 39ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 7 40ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 7 41ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 7 42ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 7 43ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 7 44ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 7 45ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 7 46ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 7 47ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 7 48ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 7 49ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 7 50ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 7 51ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 7 52ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 7 53ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 7 54ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 7 55ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 7 56ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 7 57ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 1 dws SO: the, Input: [d]
1 2 5 5 7 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 5 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 12ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 13ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 15ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 16ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 17ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 19ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 20ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 21ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 8 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 8 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 8 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 8 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 8 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 8 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 8 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 8 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 8 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 8 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 8 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 8 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 8 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 8 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 8 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 8 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 8 38ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 8 39ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 8 40ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 8 41ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 1 dws SO: the, Input: [d]
1 2 5 5 7 9 2 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 3 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 5 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 7 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 8 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 10ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 11ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 12ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 14ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 15ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 16ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 17ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 18ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 19ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 9 20ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 9 21ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 9 22ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 9 23ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 9 24ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 9 25ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 9 26ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 9 27ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 9 28ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 9 29ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 9 30ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 9 31ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 9 32ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 9 33ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 9 34ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 9 35ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 9 36ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 9 37ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 101 dws SO: the, Input: [d]
1 2 5 5 7 102 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 103 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 104 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 105 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 106 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 107 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 108 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 109 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1010ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1011ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1012ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1013ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1014ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1015ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1016ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1017ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1018ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1019ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1020ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1021ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 1022ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1023ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1024ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1025ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1026ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1027ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 1028ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1029ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1030ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1031ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 1032ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1033ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1034ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1035ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1036ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1037ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 111 dws SO: the, Input: [d]
1 2 5 5 7 112 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 113 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 114 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 115 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 116 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 117 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 118 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 119 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1110ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1111ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1112ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1113ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1114ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1115ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1116ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1117ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1118ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1119ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1120ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1121ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1122ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1123ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1124ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1125ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1126ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 1127ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1128ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1129ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1130ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1131ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1132ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1133ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 1134ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1135ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1136ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1137ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1138ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1139ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 1140ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1141ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1142ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1143ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 1144ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1145ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1146ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1147ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1148ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1149ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 12ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 121 dws SO: the, Input: [d]
1 2 5 5 7 122 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 123 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 124 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 125 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 126 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 127 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 128 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 129 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1210ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1211ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1212ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1213ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1214ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1215ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1216ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1217ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1218ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1219ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1220ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1221ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 1222ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1223ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1224ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1225ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1226ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1227ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 1228ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1229ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1230ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1231ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 1232ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1233ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1234ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1235ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1236ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1237ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 131 dws SO: the, Input: [d]
1 2 5 5 7 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 133 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 135 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 136 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 137 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 138 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 139 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1310ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1311ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1312ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1313ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1314ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1315ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1316ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1317ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1318ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1320ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1322ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1323ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1324ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1325ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1326ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1327ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1328ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1329ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 1330ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1331ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1332ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1333ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1334ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1335ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 1336ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1337ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1338ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1339ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 1340ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1341ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1342ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1343ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1344ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1345ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 14ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 141 dws SO: the, Input: [d]
1 2 5 5 7 142 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 143 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 145 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 147 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 148 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 149 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1410ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1411ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1412ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1413ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1414ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1415ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1416ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1417ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1418ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1419ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1420ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1421ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 1422ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1423ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1424ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1425ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1426ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1427ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 1428ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1429ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1430ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1431ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 1432ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1433ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1434ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1435ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1436ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1437ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 151 dws SO: the, Input: [d]
1 2 5 5 7 152 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 153 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 154 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 155 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 156 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 157 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 158 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 159 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1510ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1511ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1512ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1513ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1514ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1515ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1516ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1518ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1519ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1520ism SO: {book,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1521ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1522ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1523ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1524ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1525ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 1526ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1527ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1528ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1529ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1530ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1531ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 1532ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1533ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1534ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1535ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 1536ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1537ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1538ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1539ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1540ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1541ipm SO: <{{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 161 dws SO: the, Input: [d]
1 2 5 5 7 162 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 163 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 164 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 165 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 166 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 167 ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 168 ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 169 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1610ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1611ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1612ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1613ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1614ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1615ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1616ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1617ism SO: {{book,n!case},{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1618ism SO: {book,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1619ism SO: {n!case,{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1620ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1621ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 1622ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1623ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1624ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1625ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1626ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1627ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 1628ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1629ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1630ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1631ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 1632ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1633ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1634ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1635ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1636ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1637ipm SO: <{book,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 17ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 7 171 dws SO: the, Input: [d]
1 2 5 5 7 172 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 173 ism SO: {{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 174 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 175 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 176 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 177 ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 178 ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 179 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1710ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1711ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1712ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1713ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1714ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1715ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1716ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1717ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1718ism SO: {book,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1719ism SO: {n!case,{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 7 1720ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1721ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 7 1722ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1723ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1724ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1725ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1726ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1727ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 1728ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1729ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1730ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1731ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 1732ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 1733ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 1734ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1735ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 1736ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 7 1737ipm SO: <{n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 18ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 181 dws SO: the, Input: [d]
1 2 5 5 7 182 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 7 183 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 7 184 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 7 185 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 7 186 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 7 187 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 188 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 7 189 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 7 19ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 7 191 dws SO: the, Input: [d]
1 2 5 5 7 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 201 dws SO: the, Input: [d]
1 2 5 5 7 202 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 7 203 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 7 204 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 7 205 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 7 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 7 211 dws SO: the, Input: [d]
1 2 5 5 7 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 221 dws SO: the, Input: [d]
1 2 5 5 7 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 7 231 dws SO: the, Input: [d]
1 2 5 5 7 232 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 7 233 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 7 234 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 7 235 ism SO: {{n!case,{book,{book,n!case}}},<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 7 236 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 7 237 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 7 238 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 7 239 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 7 2310ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 7 2311ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 7 2312ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 2313ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 7 2314ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 7 2315ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 2316ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 7 2317ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 2318ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 7 2319ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 2320ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 7 2321ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 7 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 241 dws SO: the, Input: [d]
1 2 5 5 7 242 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 7 243 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 7 244 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 7 245 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 7 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 7 251 dws SO: the, Input: [d]
1 2 5 5 7 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 261 dws SO: the, Input: [d]
1 2 5 5 7 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 7 271 dws SO: the, Input: [d]
1 2 5 5 7 272 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 7 273 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 7 274 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 7 275 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 7 276 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 7 277 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 7 278 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 7 279 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 2710ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 7 2711ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 2712ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 7 2713ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 7 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 281 dws SO: the, Input: [d]
1 2 5 5 7 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 7 291 dws SO: the, Input: [d]
1 2 5 5 7 292 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 7 293 ism SO: {{book,n!case},<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 7 294 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 7 295 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 7 296 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 7 297 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 298 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 7 299 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 7 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 7 301 dws SO: the, Input: [d]
1 2 5 5 7 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 7 311 dws SO: the, Input: [d]
1 2 5 5 7 312 ism SO: {book,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 7 313 ism SO: {n!case,<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 7 314 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 7 315 ipm SO: <<{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 7 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 7 321 dws SO: the, Input: [d]
1 2 5 5 7 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 7 331 dws SO: the, Input: [d]
1 2 5 5 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 5 8 1 dws SO: the, Input: [d]
1 2 5 5 8 1 1 esm SO: {the,d}, Input: []
1 2 5 5 8 1 2 epm SO: <the,d>, Input: []
1 2 5 5 8 1 3 epm SO: <d,the>, Input: []
1 2 5 5 8 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 1 dws SO: the, Input: [d]
1 2 5 5 8 2 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 12ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 2 16ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 2 17ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 2 18ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 2 19ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 2 20ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 2 21ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 2 22ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 2 23ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 2 24ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 2 25ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 2 26ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 2 27ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 2 28ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 2 29ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 3 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 1 dws SO: the, Input: [d]
1 2 5 5 8 3 2 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 4 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 6 ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 9 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 11ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 12ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 13ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 14ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 15ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 17ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 18ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 19ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 20ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 21ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 22ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 24ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 25ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 3 26ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 3 27ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 3 28ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 3 29ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 3 30ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 3 31ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 3 32ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 3 33ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 3 34ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 3 35ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 3 36ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 3 37ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 3 38ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 3 39ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 3 40ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 3 41ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 3 42ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 3 43ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 3 44ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 3 45ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 3 46ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 3 47ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 3 48ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 3 49ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 1 dws SO: the, Input: [d]
1 2 5 5 8 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 11ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 12ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 1 dws SO: the, Input: [d]
1 2 5 5 8 5 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 12ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 5 16ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 5 17ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 5 18ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 5 19ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 5 20ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 5 21ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 5 22ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 5 23ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 5 24ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 5 25ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 5 26ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 5 27ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 5 28ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 5 29ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 1 dws SO: the, Input: [d]
1 2 5 5 8 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 12ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 6 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 6 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 6 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 6 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 6 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 6 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 6 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 6 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 6 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 6 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 6 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 6 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 6 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 6 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 1 dws SO: the, Input: [d]
1 2 5 5 8 7 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 9 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 12ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 13ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 19ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 20ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 21ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 7 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 7 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 7 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 7 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 7 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 7 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 7 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 7 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 7 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 7 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 7 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 7 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 7 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 7 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 7 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 7 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 7 38ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 7 39ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 7 40ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 7 41ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 1 dws SO: the, Input: [d]
1 2 5 5 8 8 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 12ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 8 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 8 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 8 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 8 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 8 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 8 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 8 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 8 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 8 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 8 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 8 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 8 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 8 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 8 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 9 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 1 dws SO: the, Input: [d]
1 2 5 5 8 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 7 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 18ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 19ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 9 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 9 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 9 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 9 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 9 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 9 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 9 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 9 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 9 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 9 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 9 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 9 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 9 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 9 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 9 34ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 9 35ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 9 36ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 9 37ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 10ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 101 dws SO: the, Input: [d]
1 2 5 5 8 102 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 103 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 104 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 105 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 107 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 108 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 109 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1010ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1011ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1012ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1013ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1014ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1015ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1016ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1017ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 1018ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1019ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 1020ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1021ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1022ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 1023ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 1024ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 1025ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 1026ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1027ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1028ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1029ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 11ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 111 dws SO: the, Input: [d]
1 2 5 5 8 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 115 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 117 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1111ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1112ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1114ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 12ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 121 dws SO: the, Input: [d]
1 2 5 5 8 122 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 123 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 124 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 125 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 127 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 128 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 129 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1210ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1211ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1212ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1214ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1215ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1216ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1217ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 1218ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1219ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 1220ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1221ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1222ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 1223ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 1224ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 1225ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 1226ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1227ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1228ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1229ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 13ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 8 131 dws SO: the, Input: [d]
1 2 5 5 8 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 133 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 134 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 135 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 137 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 139 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1310ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1311ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1312ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1314ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 8 1316ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 1317ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 8 1318ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1319ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 1320ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1321ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1322ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 1323ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 1324ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 1325ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 1326ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1327ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1328ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 8 1329ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 14ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 8 141 dws SO: the, Input: [d]
1 2 5 5 8 15ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 8 151 dws SO: the, Input: [d]
1 2 5 5 8 152 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 8 153 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 8 154 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 8 155 ism SO: {{n!case,{book,{book,n!case}}},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 8 156 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 8 157 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 8 158 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 8 159 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 8 1510ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 8 1511ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 8 1512ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1513ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 8 1514ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 8 1515ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 1516ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 8 1517ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 1518ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 8 1519ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1520ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 8 1521ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 8 16ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 161 dws SO: the, Input: [d]
1 2 5 5 8 162 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 8 163 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 8 164 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 8 165 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 8 17ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 8 171 dws SO: the, Input: [d]
1 2 5 5 8 18ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 181 dws SO: the, Input: [d]
1 2 5 5 8 19ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 8 191 dws SO: the, Input: [d]
1 2 5 5 8 192 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 8 193 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 8 194 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 8 195 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 8 196 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 8 197 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 8 198 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 8 199 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 1910ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 8 1911ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 1912ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 8 1913ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 8 20ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 201 dws SO: the, Input: [d]
1 2 5 5 8 21ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 8 211 dws SO: the, Input: [d]
1 2 5 5 8 212 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 8 213 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 8 214 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 8 215 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 8 216 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 8 217 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 218 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 8 219 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 8 22ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 8 221 dws SO: the, Input: [d]
1 2 5 5 8 23ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 8 231 dws SO: the, Input: [d]
1 2 5 5 8 232 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 8 233 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 8 234 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 8 235 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 8 24ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 8 241 dws SO: the, Input: [d]
1 2 5 5 8 25ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 8 251 dws SO: the, Input: [d]
1 2 5 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 5 9 1 dws SO: the, Input: [d]
1 2 5 5 9 1 1 esm SO: {the,d}, Input: []
1 2 5 5 9 1 2 epm SO: <the,d>, Input: []
1 2 5 5 9 1 3 epm SO: <d,the>, Input: []
1 2 5 5 9 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 1 dws SO: the, Input: [d]
1 2 5 5 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 1 dws SO: the, Input: [d]
1 2 5 5 9 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 1 dws SO: the, Input: [d]
1 2 5 5 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 1 dws SO: the, Input: [d]
1 2 5 5 9 5 2 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 6 ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 11ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 15ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 16ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 17ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 19ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 21ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 22ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 23ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 24ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 26ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 27ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 5 28ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 5 29ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 5 30ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 5 31ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 5 32ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 5 33ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 5 34ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 5 35ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 5 36ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 5 37ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 5 38ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 5 39ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 5 40ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 5 41ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 5 42ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 5 43ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 5 44ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 5 45ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 5 46ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 5 47ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 5 48ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 5 49ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 5 50ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 5 51ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 5 52ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 5 53ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 1 dws SO: the, Input: [d]
1 2 5 5 9 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 1 dws SO: the, Input: [d]
1 2 5 5 9 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 13ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 1 dws SO: the, Input: [d]
1 2 5 5 9 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 13ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 1 dws SO: the, Input: [d]
1 2 5 5 9 9 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 10ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 13ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 15ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 20ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 22ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 9 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 9 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 9 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 9 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 9 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 9 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 9 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 9 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 9 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 9 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 9 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 9 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 9 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 9 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 9 38ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 9 39ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 9 40ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 9 41ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 9 42ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 9 43ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 9 44ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 9 45ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 101 dws SO: the, Input: [d]
1 2 5 5 9 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 103 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 105 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 107 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 108 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 109 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1010ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1013ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1014ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1016ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1017ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1018ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1019ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 1020ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1021ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1022ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1023ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 1024ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1025ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1026ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1027ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 1028ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1029ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 1030ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1031ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1032ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1033ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 111 dws SO: the, Input: [d]
1 2 5 5 9 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 113 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 115 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 116 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 118 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 119 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1110ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1111ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1112ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1113ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1114ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1116ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1118ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1120ism SO: {book,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1121ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1122ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 1123ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1124ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1125ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1126ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1127ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 1128ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1129ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1130ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1131ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 1132ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1133ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1134ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1135ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 1136ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1137ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 1138ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1139ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1140ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1141ipm SO: <{{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 12ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 121 dws SO: the, Input: [d]
1 2 5 5 9 122 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 123 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 125 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 126 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 127 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 128 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 129 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1210ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1211ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1212ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1213ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1214ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1215ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1216ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1217ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1218ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1219ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 1220ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1221ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1222ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1223ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 1224ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1225ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1226ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1227ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 1228ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1229ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 1230ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1231ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1232ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1233ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 131 dws SO: the, Input: [d]
1 2 5 5 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 135 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 139 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1316ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 14ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 141 dws SO: the, Input: [d]
1 2 5 5 9 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 143 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 147 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1411ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1412ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1413ism SO: {{book,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1414ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 15ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 9 151 dws SO: the, Input: [d]
1 2 5 5 9 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 153 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 157 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1512ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1513ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1514ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 9 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 9 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 9 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 16ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 161 dws SO: the, Input: [d]
1 2 5 5 9 162 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 9 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 9 164 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 9 165 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 9 17ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 9 171 dws SO: the, Input: [d]
1 2 5 5 9 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 181 dws SO: the, Input: [d]
1 2 5 5 9 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 9 191 dws SO: the, Input: [d]
1 2 5 5 9 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 9 193 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 9 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 9 195 ism SO: {{n!case,{book,{book,n!case}}},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 9 196 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 9 197 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 9 198 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 9 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 9 1910ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 9 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 9 1912ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1913ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 9 1914ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 9 1915ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 1916ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 9 1917ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 1918ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 9 1919ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 1920ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 9 1921ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 9 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 201 dws SO: the, Input: [d]
1 2 5 5 9 202 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 9 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 9 204 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 9 205 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 9 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 9 211 dws SO: the, Input: [d]
1 2 5 5 9 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 221 dws SO: the, Input: [d]
1 2 5 5 9 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 9 231 dws SO: the, Input: [d]
1 2 5 5 9 232 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 9 233 ism SO: {{book,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 9 234 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 9 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 9 236 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 9 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 9 238 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 9 239 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 2310ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 9 2311ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 2312ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 9 2313ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 9 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 241 dws SO: the, Input: [d]
1 2 5 5 9 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 9 251 dws SO: the, Input: [d]
1 2 5 5 9 252 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 9 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 9 254 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 9 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 9 256 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 9 257 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 258 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 9 259 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 9 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 9 261 dws SO: the, Input: [d]
1 2 5 5 9 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 9 271 dws SO: the, Input: [d]
1 2 5 5 9 272 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 9 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 9 274 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 9 275 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 9 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 9 281 dws SO: the, Input: [d]
1 2 5 5 9 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 9 291 dws SO: the, Input: [d]
1 2 5 5 10ism SO: {book,{{book,n!case},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 5 101 dws SO: the, Input: [d]
1 2 5 5 101 1 esm SO: {the,d}, Input: []
1 2 5 5 101 2 epm SO: <the,d>, Input: []
1 2 5 5 101 3 epm SO: <d,the>, Input: []
1 2 5 5 102 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 102 1 dws SO: the, Input: [d]
1 2 5 5 102 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 12ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 102 16ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 102 17ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 102 18ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 102 19ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 102 20ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 102 21ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 102 22ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 102 23ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 102 24ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 102 25ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 102 26ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 102 27ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 102 28ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 102 29ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 103 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 103 1 dws SO: the, Input: [d]
1 2 5 5 103 2 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 4 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 6 ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 9 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 11ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 12ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 13ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 14ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 15ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 17ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 18ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 19ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 20ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 21ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 22ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 24ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 25ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 103 26ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 103 27ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 103 28ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 103 29ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 103 30ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 103 31ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 103 32ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 103 33ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 103 34ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 103 35ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 103 36ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 103 37ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 103 38ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 103 39ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 103 40ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 103 41ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 103 42ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 103 43ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 103 44ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 103 45ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 103 46ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 103 47ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 103 48ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 103 49ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 104 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 104 1 dws SO: the, Input: [d]
1 2 5 5 104 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 5 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 11ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 12ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 13ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 104 18ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 104 19ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 104 20ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 104 21ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 104 22ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 104 23ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 104 24ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 104 25ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 104 26ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 104 27ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 104 28ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 104 29ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 104 30ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 104 31ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 104 32ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 104 33ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 105 ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 105 1 dws SO: the, Input: [d]
1 2 5 5 105 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 11ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 12ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 105 16ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 105 17ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 105 18ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 105 19ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 105 20ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 105 21ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 105 22ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 105 23ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 105 24ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 105 25ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 105 26ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 105 27ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 105 28ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 105 29ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 106 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 106 1 dws SO: the, Input: [d]
1 2 5 5 106 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 12ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 106 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 106 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 106 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 106 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 106 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 106 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 106 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 106 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 106 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 106 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 106 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 106 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 106 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 106 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 107 1 dws SO: the, Input: [d]
1 2 5 5 107 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 9 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 12ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 13ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 19ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 20ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 21ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 107 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 107 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 107 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 107 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 107 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 107 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 107 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 107 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 107 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 107 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 107 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 107 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 107 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 107 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 107 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 107 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 107 38ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 107 39ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 107 40ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 107 41ipm SO: <{{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 108 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 108 1 dws SO: the, Input: [d]
1 2 5 5 108 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 3 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 11ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 12ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 108 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 108 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 108 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 108 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 108 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 108 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 108 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 108 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 108 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 108 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 108 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 108 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 108 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 108 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 109 ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 109 1 dws SO: the, Input: [d]
1 2 5 5 109 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 3 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 5 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 6 ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 7 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 8 ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 10ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 11ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 12ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 14ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 16ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 17ism SO: {{book,n!case},{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 18ism SO: {book,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 19ism SO: {n!case,{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 109 20ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 109 21ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 109 22ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 109 23ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 109 24ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 109 25ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 109 26ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 109 27ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 109 28ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 109 29ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 109 30ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 109 31ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 109 32ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 109 33ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 109 34ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 109 35ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 109 36ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 109 37ipm SO: <{{book,{book,n!case}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 1010ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 10101 dws SO: the, Input: [d]
1 2 5 5 10102 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10103 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10104 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10105 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10107 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10108 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10109 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101010ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101011ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101012ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101013ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101014ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101015ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101016ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101017ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 101018ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101019ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 101020ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 101021ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101022ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 101023ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 101024ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 101025ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 101026ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101027ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 101028ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101029ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 1011ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 10111 dws SO: the, Input: [d]
1 2 5 5 10112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10115 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10117 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101111ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101112ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101113ism SO: {{book,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101114ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101116ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101118ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 101119ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101120ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 101121ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 101122ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101123ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 101124ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 101125ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101126ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 101127ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 101128ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 101129ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 101130ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101131ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 101132ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101133ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 1012ism SO: {book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 10121 dws SO: the, Input: [d]
1 2 5 5 10122 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10123 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10124 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10125 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10127 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10128 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10129 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101210ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101211ism SO: {{book,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101212ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101213ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101214ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101215ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101216ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101217ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 101218ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101219ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 101220ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 101221ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101222ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 101223ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 101224ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 101225ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 101226ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101227ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 101228ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101229ipm SO: <{book,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 1013ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 10131 dws SO: the, Input: [d]
1 2 5 5 10132 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10133 ism SO: {{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10134 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10135 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10137 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10138 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 10139 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101310ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101311ism SO: {{book,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101312ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101314ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101315ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 101316ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 101317ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 101318ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101319ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 101320ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 101321ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101322ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 101323ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 101324ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 101325ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 101326ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101327ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 101328ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 101329ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 1014ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 10141 dws SO: the, Input: [d]
1 2 5 5 1015ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 10151 dws SO: the, Input: [d]
1 2 5 5 10152 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 10153 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 10154 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 10155 ism SO: {{n!case,{book,{book,n!case}}},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 10156 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 10157 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 10158 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 10159 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 101510ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 101511ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 101512ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 101513ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 101514ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 101515ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 101516ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 101517ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 101518ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 101519ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 101520ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 101521ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 1016ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 10161 dws SO: the, Input: [d]
1 2 5 5 10162 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 10163 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 10164 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 10165 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 1017ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 10171 dws SO: the, Input: [d]
1 2 5 5 1018ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 10181 dws SO: the, Input: [d]
1 2 5 5 1019ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 10191 dws SO: the, Input: [d]
1 2 5 5 10192 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 10193 ism SO: {{book,{book,n!case}},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 10194 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 10195 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 10196 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 10197 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 10198 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 10199 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 101910ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 101911ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 101912ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 101913ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 1020ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 10201 dws SO: the, Input: [d]
1 2 5 5 1021ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 10211 dws SO: the, Input: [d]
1 2 5 5 10212 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 10213 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 10214 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 10215 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 10216 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 10217 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 10218 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 10219 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 1022ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 10221 dws SO: the, Input: [d]
1 2 5 5 1023ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 10231 dws SO: the, Input: [d]
1 2 5 5 10232 ism SO: {book,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 10233 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 10234 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 10235 ipm SO: <<{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 1024ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 10241 dws SO: the, Input: [d]
1 2 5 5 1025ipm SO: <{book,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 10251 dws SO: the, Input: [d]
1 2 5 5 11ism SO: {n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 5 111 dws SO: the, Input: [d]
1 2 5 5 111 1 esm SO: {the,d}, Input: []
1 2 5 5 111 2 epm SO: <the,d>, Input: []
1 2 5 5 111 3 epm SO: <d,the>, Input: []
1 2 5 5 112 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 112 1 dws SO: the, Input: [d]
1 2 5 5 112 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 112 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 112 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 112 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 112 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 112 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 112 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 112 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 112 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 112 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 112 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 112 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 112 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 112 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 112 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 113 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 113 1 dws SO: the, Input: [d]
1 2 5 5 113 2 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 4 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 6 ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 8 ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 9 ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 11ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 12ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 13ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 14ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 15ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 17ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 18ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 19ism SO: {{n!case,{book,{book,n!case}}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 20ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 21ism SO: {{book,{book,n!case}},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 22ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 24ism SO: {book,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 25ism SO: {n!case,{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 113 26ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 113 27ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 113 28ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 113 29ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 113 30ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 113 31ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 113 32ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 113 33ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 113 34ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 113 35ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 113 36ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 113 37ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 113 38ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 113 39ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 113 40ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 113 41ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 113 42ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 113 43ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 113 44ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 113 45ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 113 46ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 113 47ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 113 48ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 113 49ipm SO: <{{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 114 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 114 1 dws SO: the, Input: [d]
1 2 5 5 114 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 7 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 11ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 13ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 114 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 114 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 114 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 114 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 114 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 114 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 114 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 114 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 114 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 114 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 114 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 114 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 114 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 114 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 114 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 114 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 115 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 115 1 dws SO: the, Input: [d]
1 2 5 5 115 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 11ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 12ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 14ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 15ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 115 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 115 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 115 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 115 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 115 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 115 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 115 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 115 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 115 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 115 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 115 26ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 115 27ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 115 28ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 115 29ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 116 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 116 1 dws SO: the, Input: [d]
1 2 5 5 116 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 116 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 116 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 116 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 116 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 116 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 116 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 116 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 116 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 116 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 116 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 116 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 116 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 116 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 116 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 117 1 dws SO: the, Input: [d]
1 2 5 5 117 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 11ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 12ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 13ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 19ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 20ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 21ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 117 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 117 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 117 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 117 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 117 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 117 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 117 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 117 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 117 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 117 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 117 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 117 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 117 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 117 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 117 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 117 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 117 38ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 117 39ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 117 40ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 117 41ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 118 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 118 1 dws SO: the, Input: [d]
1 2 5 5 118 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 5 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 11ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 118 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 118 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 118 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 118 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 118 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 118 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 118 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 118 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 118 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 118 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 118 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 118 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 118 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 118 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 119 ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 119 1 dws SO: the, Input: [d]
1 2 5 5 119 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 3 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 5 ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 9 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 10ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 11ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 14ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 16ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 17ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 18ism SO: {book,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 19ism SO: {n!case,{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 119 20ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 119 21ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 119 22ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 119 23ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 119 24ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 119 25ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 119 26ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 119 27ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 119 28ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 119 29ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 119 30ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 119 31ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 119 32ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 119 33ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 119 34ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 119 35ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 119 36ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 119 37ipm SO: <{{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 1110ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 11101 dws SO: the, Input: [d]
1 2 5 5 11102 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11103 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11104 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11105 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11107 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11108 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11109 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111010ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111011ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111012ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111013ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111014ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111015ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111016ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111017ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 111018ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111019ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 111020ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 111021ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111022ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111023ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 111024ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111025ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 111026ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111027ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 111028ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111029ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 1111ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 11111 dws SO: the, Input: [d]
1 2 5 5 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11115 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11117 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111111ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111112ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111113ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111114ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 111119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 111122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 111124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 111125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 111128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 111130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 111132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 1112ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 11121 dws SO: the, Input: [d]
1 2 5 5 11122 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11123 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11124 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11125 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11127 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11128 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11129 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111210ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111211ism SO: {{book,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111212ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111214ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111215ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111216ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111217ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 111218ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111219ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 111220ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 111221ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111222ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111223ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 111224ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111225ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 111226ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111227ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 111228ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111229ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 1113ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 5 11131 dws SO: the, Input: [d]
1 2 5 5 11132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11133 ism SO: {{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11135 ism SO: {{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11137 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 11139 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111310ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111311ism SO: {{book,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111312ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111314ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 5 111316ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111317ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 5 111318ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111319ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 111320ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 111321ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111322ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111323ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 111324ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 111325ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 111326ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111327ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 111328ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 5 111329ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 5 1114ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 11141 dws SO: the, Input: [d]
1 2 5 5 1115ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 5 11151 dws SO: the, Input: [d]
1 2 5 5 11152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 11153 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 11154 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 11155 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 11156 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 11157 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 11158 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 11159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 111510ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 111511ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 5 111512ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 111513ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 111514ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 111515ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 111516ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 111517ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 111518ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 111519ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 111520ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 5 111521ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 5 1116ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 11161 dws SO: the, Input: [d]
1 2 5 5 11162 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 11163 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 11164 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 11165 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 1117ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 11171 dws SO: the, Input: [d]
1 2 5 5 1118ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 11181 dws SO: the, Input: [d]
1 2 5 5 1119ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 11191 dws SO: the, Input: [d]
1 2 5 5 11192 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 11193 ism SO: {{book,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 11194 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 11195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 11196 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 11197 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 11198 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 11199 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 111910ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 111911ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 111912ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 111913ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 1120ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 11201 dws SO: the, Input: [d]
1 2 5 5 1121ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 11211 dws SO: the, Input: [d]
1 2 5 5 11212 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 11213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 11214 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 11215 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 11216 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 11217 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 11218 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 11219 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 1122ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 11221 dws SO: the, Input: [d]
1 2 5 5 1123ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 11231 dws SO: the, Input: [d]
1 2 5 5 11232 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 11233 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 11234 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 11235 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 1124ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 5 11241 dws SO: the, Input: [d]
1 2 5 5 1125ipm SO: <{n!case,{{book,n!case},{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 5 11251 dws SO: the, Input: [d]
1 2 5 5 12ipm SO: <{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 121 dws SO: the, Input: [d]
1 2 5 5 121 1 esm SO: {the,d}, Input: []
1 2 5 5 121 2 epm SO: <the,d>, Input: []
1 2 5 5 121 3 epm SO: <d,the>, Input: []
1 2 5 5 122 ism SO: {book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 122 1 dws SO: the, Input: [d]
1 2 5 5 122 2 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 122 3 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 122 4 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 122 5 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 122 6 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 5 122 7 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 5 122 8 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 5 122 9 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 5 123 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 123 1 dws SO: the, Input: [d]
1 2 5 5 123 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 123 3 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 123 4 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 123 5 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 123 6 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 5 123 7 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 5 123 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 5 123 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 5 124 ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 124 1 dws SO: the, Input: [d]
1 2 5 5 125 ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 125 1 dws SO: the, Input: [d]
1 2 5 5 13ipm SO: <{{book,n!case},{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 5 131 dws SO: the, Input: [d]
1 2 5 5 131 1 esm SO: {the,d}, Input: []
1 2 5 5 131 2 epm SO: <the,d>, Input: []
1 2 5 5 131 3 epm SO: <d,the>, Input: []
1 2 5 5 14ipm SO: <{{book,n!case},{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 5 141 dws SO: the, Input: [d]
1 2 5 5 141 1 esm SO: {the,d}, Input: []
1 2 5 5 141 2 epm SO: <the,d>, Input: []
1 2 5 5 141 3 epm SO: <d,the>, Input: []
1 2 5 5 15ipm SO: <{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 5 151 dws SO: the, Input: [d]
1 2 5 5 151 1 esm SO: {the,d}, Input: []
1 2 5 5 151 2 epm SO: <the,d>, Input: []
1 2 5 5 151 3 epm SO: <d,the>, Input: []
1 2 5 5 152 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 152 1 dws SO: the, Input: [d]
1 2 5 5 152 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 152 3 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 152 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 152 5 ism SO: {{book,{book,n!case}},{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 152 6 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 152 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 152 8 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 152 9 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 152 10ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 152 11ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 5 152 12ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 152 13ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 152 14ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 152 15ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 152 16ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 152 17ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 153 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 153 1 dws SO: the, Input: [d]
1 2 5 5 153 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 3 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 5 ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 6 ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 7 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 8 ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 10ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 11ism SO: {{book,n!case},{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 12ism SO: {book,{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 13ism SO: {n!case,{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 153 14ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 153 15ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 153 16ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 153 17ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 153 18ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 153 19ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 5 153 20ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 153 21ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 153 22ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 153 23ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 153 24ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 153 25ipm SO: <{{book,{book,n!case}},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 154 ism SO: {book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 154 1 dws SO: the, Input: [d]
1 2 5 5 154 2 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 154 3 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 154 4 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 154 5 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 154 6 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 154 7 ism SO: {{book,n!case},{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 154 8 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 154 9 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 154 10ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 154 11ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 5 154 12ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 154 13ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 154 14ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 154 15ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 154 16ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 154 17ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 155 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 155 1 dws SO: the, Input: [d]
1 2 5 5 155 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 155 3 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 155 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 155 5 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 155 6 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 155 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 155 8 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 155 9 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 155 10ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 155 11ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 155 12ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 155 13ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 155 14ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 155 15ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 5 155 16ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 155 17ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 155 18ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 155 19ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 155 20ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 155 21ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 156 ism SO: {book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 156 1 dws SO: the, Input: [d]
1 2 5 5 156 2 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 156 3 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 156 4 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 156 5 ism SO: {{book,{book,n!case}},{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 156 6 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 156 7 ism SO: {{book,n!case},{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 156 8 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 156 9 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 156 10ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 156 11ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 5 156 12ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 156 13ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 156 14ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 156 15ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 156 16ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 156 17ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 157 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 5 157 1 dws SO: the, Input: [d]
1 2 5 5 157 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 157 3 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 157 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 157 5 ism SO: {{book,{book,n!case}},{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 157 6 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 157 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 157 8 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 157 9 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 5 157 10ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 157 11ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 5 157 12ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 157 13ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 157 14ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 157 15ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 157 16ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 5 157 17ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 5 158 ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 158 1 dws SO: the, Input: [d]
1 2 5 5 159 ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 159 1 dws SO: the, Input: [d]
1 2 5 5 159 2 ism SO: {book,<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 159 3 ism SO: {{book,n!case},<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 159 4 ism SO: {book,<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 159 5 ism SO: {n!case,<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 159 6 ipm SO: <<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 159 7 ipm SO: <<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 159 8 ipm SO: <<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 159 9 ipm SO: <<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 1510ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 15101 dws SO: the, Input: [d]
1 2 5 5 1511ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 15111 dws SO: the, Input: [d]
1 2 5 5 15112 ism SO: {book,<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 5 15113 ism SO: {n!case,<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 5 15114 ipm SO: <<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 15115 ipm SO: <<<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 1512ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 5 15121 dws SO: the, Input: [d]
1 2 5 5 1513ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 5 15131 dws SO: the, Input: [d]
1 2 5 5 16ipm SO: <{{book,n!case},{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 5 161 dws SO: the, Input: [d]
1 2 5 5 161 1 esm SO: {the,d}, Input: []
1 2 5 5 161 2 epm SO: <the,d>, Input: []
1 2 5 5 161 3 epm SO: <d,the>, Input: []
1 2 5 5 17ipm SO: <{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 5 171 dws SO: the, Input: [d]
1 2 5 5 171 1 esm SO: {the,d}, Input: []
1 2 5 5 171 2 epm SO: <the,d>, Input: []
1 2 5 5 171 3 epm SO: <d,the>, Input: []
1 2 5 5 172 ism SO: {book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 172 1 dws SO: the, Input: [d]
1 2 5 5 172 2 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 172 3 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 172 4 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 172 5 ism SO: {{book,n!case},{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 172 6 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 172 7 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 172 8 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 5 172 9 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 5 172 10ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 5 172 11ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 172 12ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 5 172 13ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 5 173 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 173 1 dws SO: the, Input: [d]
1 2 5 5 173 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 173 3 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 173 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 173 5 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 173 6 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 173 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 173 8 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 173 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 173 10ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 173 11ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 5 173 12ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 5 173 13ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 5 173 14ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 5 173 15ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 173 16ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 5 173 17ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 5 174 ism SO: {book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 174 1 dws SO: the, Input: [d]
1 2 5 5 174 2 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 174 3 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 174 4 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 174 5 ism SO: {{book,n!case},{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 174 6 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 174 7 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 174 8 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 5 174 9 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 5 174 10ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 5 174 11ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 174 12ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 5 174 13ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 5 175 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 5 175 1 dws SO: the, Input: [d]
1 2 5 5 175 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 175 3 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 175 4 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 175 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 175 6 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 175 7 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 5 175 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 5 175 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 5 175 10ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 5 175 11ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 5 175 12ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 5 175 13ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 5 176 ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 176 1 dws SO: the, Input: [d]
1 2 5 5 177 ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 5 177 1 dws SO: the, Input: [d]
1 2 5 5 177 2 ism SO: {book,<<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 5 177 3 ism SO: {n!case,<<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 5 177 4 ipm SO: <<<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 177 5 ipm SO: <<<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 178 ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 5 178 1 dws SO: the, Input: [d]
1 2 5 5 179 ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 5 179 1 dws SO: the, Input: [d]
1 2 5 5 18ipm SO: <{{book,n!case},{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 5 181 dws SO: the, Input: [d]
1 2 5 5 181 1 esm SO: {the,d}, Input: []
1 2 5 5 181 2 epm SO: <the,d>, Input: []
1 2 5 5 181 3 epm SO: <d,the>, Input: []
1 2 5 5 19ipm SO: <{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 5 191 dws SO: the, Input: [d]
1 2 5 5 191 1 esm SO: {the,d}, Input: []
1 2 5 5 191 2 epm SO: <the,d>, Input: []
1 2 5 5 191 3 epm SO: <d,the>, Input: []
1 2 5 5 192 ism SO: {book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 192 1 dws SO: the, Input: [d]
1 2 5 5 192 2 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 192 3 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 192 4 ism SO: {book,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 192 5 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 192 6 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 5 192 7 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 5 192 8 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 5 192 9 ipm SO: <{book,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 5 193 ism SO: {n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 5 193 1 dws SO: the, Input: [d]
1 2 5 5 193 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 193 3 ism SO: {<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 193 4 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 193 5 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 5 193 6 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 5 193 7 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 5 193 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 5 193 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 5 194 ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 5 194 1 dws SO: the, Input: [d]
1 2 5 5 195 ipm SO: <<{{book,n!case},{n!case,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 5 195 1 dws SO: the, Input: [d]
1 2 5 5 20ipm SO: <{{book,n!case},{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 5 201 dws SO: the, Input: [d]
1 2 5 5 201 1 esm SO: {the,d}, Input: []
1 2 5 5 201 2 epm SO: <the,d>, Input: []
1 2 5 5 201 3 epm SO: <d,the>, Input: []
1 2 5 5 21ipm SO: <{{book,n!case},{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 5 211 dws SO: the, Input: [d]
1 2 5 5 211 1 esm SO: {the,d}, Input: []
1 2 5 5 211 2 epm SO: <the,d>, Input: []
1 2 5 5 211 3 epm SO: <d,the>, Input: []
1 2 5 6 ism SO: {book,{n!case,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 5 6 1 dws SO: the, Input: [d]
1 2 5 6 1 1 esm SO: {the,d}, Input: []
1 2 5 6 1 1 1 uws SO: {book,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 6 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 6 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 6 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 6 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 6 1 2 epm SO: <the,d>, Input: []
1 2 5 6 1 2 1 uws SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 6 1 3 epm SO: <d,the>, Input: []
1 2 5 6 1 3 1 uws SO: {book,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 6 2 ism SO: {book,{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 6 2 1 dws SO: the, Input: [d]
1 2 5 6 2 1 1 esm SO: {the,d}, Input: []
1 2 5 6 2 1 2 epm SO: <the,d>, Input: []
1 2 5 6 2 1 3 epm SO: <d,the>, Input: []
1 2 5 6 2 2 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 1 dws SO: the, Input: [d]
1 2 5 6 2 2 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 2 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 2 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 2 2 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 2 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 2 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 2 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 2 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 2 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 2 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 2 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 2 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 2 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 3 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 1 dws SO: the, Input: [d]
1 2 5 6 2 3 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 11ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 12ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 14ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 17ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 19ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 21ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 3 22ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 3 23ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 3 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 3 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 3 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 3 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 3 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 3 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 3 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 3 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 2 3 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 3 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 3 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 3 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 3 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 3 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 3 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 3 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 3 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 3 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 4 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 1 dws SO: the, Input: [d]
1 2 5 6 2 4 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 4 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 4 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 2 4 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 4 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 4 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 4 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 4 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 4 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 4 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 4 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 4 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 4 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 5 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 1 dws SO: the, Input: [d]
1 2 5 6 2 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 9 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 12ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 2 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 1 dws SO: the, Input: [d]
1 2 5 6 2 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 10ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 12ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 13ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 6 14ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 6 15ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 2 6 16ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 6 17ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 6 18ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 6 19ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 6 20ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 6 21ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 6 22ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 6 23ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 6 24ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 6 25ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 7 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 1 dws SO: the, Input: [d]
1 2 5 6 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 7 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 2 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 8 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 1 dws SO: the, Input: [d]
1 2 5 6 2 8 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 8 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 8 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 2 8 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 8 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 8 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 8 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 8 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 8 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 8 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 8 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 8 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 8 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 9 ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 1 dws SO: the, Input: [d]
1 2 5 6 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 5 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 12ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 14ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 9 16ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 9 17ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 9 18ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 9 19ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 2 9 20ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 9 21ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 9 22ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 9 23ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 9 24ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 9 25ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 9 26ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 9 27ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 9 28ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 9 29ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 10ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 2 101 dws SO: the, Input: [d]
1 2 5 6 2 102 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 103 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 104 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 105 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 106 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 108 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 1010ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 1011ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 1012ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 1013ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 1014ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 1015ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 2 1016ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 1017ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 1018ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 1019ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 1020ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 1021ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 1022ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 1023ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 1024ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 1025ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 11ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 2 111 dws SO: the, Input: [d]
1 2 5 6 2 112 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 113 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 114 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 115 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 116 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 118 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 1110ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 1112ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 1113ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 2 1114ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 1115ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 2 1116ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 1117ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 1118ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 1119ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 1120ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 1121ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 1122ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 1123ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 1124ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 2 1125ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 12ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 2 121 dws SO: the, Input: [d]
1 2 5 6 2 13ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 2 131 dws SO: the, Input: [d]
1 2 5 6 2 132 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 2 133 ism SO: {{n!case,{book,{book,n!case}}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 2 134 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 2 135 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 2 136 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 2 137 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 2 138 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 2 139 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 2 1310ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 2 1311ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 1312ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 2 1313ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 1314ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 2 1315ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 1316ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 2 1317ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 2 14ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 2 141 dws SO: the, Input: [d]
1 2 5 6 2 15ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 2 151 dws SO: the, Input: [d]
1 2 5 6 2 152 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 2 153 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 2 154 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 2 155 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 2 156 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 2 157 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 2 158 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 2 159 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 1510ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 2 1511ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 1512ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 2 1513ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 2 16ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 161 dws SO: the, Input: [d]
1 2 5 6 2 17ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 2 171 dws SO: the, Input: [d]
1 2 5 6 2 172 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 2 173 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 2 174 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 2 175 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 2 176 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 2 177 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 178 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 2 179 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 2 18ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 2 181 dws SO: the, Input: [d]
1 2 5 6 2 19ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 2 191 dws SO: the, Input: [d]
1 2 5 6 2 192 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 2 193 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 2 194 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 2 195 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 2 20ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 2 201 dws SO: the, Input: [d]
1 2 5 6 2 21ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 2 211 dws SO: the, Input: [d]
1 2 5 6 3 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 6 3 1 dws SO: the, Input: [d]
1 2 5 6 3 1 1 esm SO: {the,d}, Input: []
1 2 5 6 3 1 2 epm SO: <the,d>, Input: []
1 2 5 6 3 1 3 epm SO: <d,the>, Input: []
1 2 5 6 3 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 1 dws SO: the, Input: [d]
1 2 5 6 3 2 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 9 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 10ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 11ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 13ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 15ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 17ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 18ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 19ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 20ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 21ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 22ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 23ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 24ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 25ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 2 26ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 2 27ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 2 28ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 2 29ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 2 30ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 2 31ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 2 32ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 2 33ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 2 34ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 2 35ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 2 36ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 2 37ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 2 38ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 2 39ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 2 40ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 2 41ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 2 42ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 2 43ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 2 44ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 2 45ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 2 46ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 2 47ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 2 48ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 2 49ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 1 dws SO: the, Input: [d]
1 2 5 6 3 3 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 3 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 12ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 13ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 14ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 15ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 16ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 18ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 19ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 3 20ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 3 21ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 3 22ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 3 23ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 3 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 3 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 3 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 3 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 3 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 3 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 3 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 3 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 3 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 3 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 3 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 3 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 3 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 3 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 1 dws SO: the, Input: [d]
1 2 5 6 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 3 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 5 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 7 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 8 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 9 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 11ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 13ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 15ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 16ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 17ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 18ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 20ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 22ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 4 24ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 4 25ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 4 26ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 4 27ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 4 28ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 4 29ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 4 30ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 4 31ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 4 32ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 4 33ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 4 34ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 4 35ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 4 36ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 4 37ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 4 38ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 4 39ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 4 40ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 4 41ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 4 42ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 4 43ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 4 44ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 4 45ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 1 dws SO: the, Input: [d]
1 2 5 6 3 5 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 3 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 12ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 14ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 15ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 16ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 17ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 18ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 19ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 5 20ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 5 21ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 5 22ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 5 23ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 5 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 5 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 5 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 5 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 5 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 5 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 5 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 5 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 5 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 5 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 5 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 5 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 5 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 5 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 1 dws SO: the, Input: [d]
1 2 5 6 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 5 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 6 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 9 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 11ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 14ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 15ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 18ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 20ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 6 22ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 6 23ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 6 24ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 6 25ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 6 26ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 6 27ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 6 28ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 6 29ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 6 30ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 6 31ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 6 32ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 6 33ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 6 34ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 6 35ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 6 36ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 6 37ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 6 38ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 6 39ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 6 40ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 6 41ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 1 dws SO: the, Input: [d]
1 2 5 6 3 7 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 3 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 12ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 14ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 15ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 16ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 17ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 18ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 19ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 7 20ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 7 21ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 7 22ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 7 23ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 7 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 7 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 7 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 7 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 7 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 7 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 7 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 7 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 7 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 7 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 7 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 7 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 7 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 7 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 1 dws SO: the, Input: [d]
1 2 5 6 3 8 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 3 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 12ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 13ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 14ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 16ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 18ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 19ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 8 20ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 8 21ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 8 22ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 8 23ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 8 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 8 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 8 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 8 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 8 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 8 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 8 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 8 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 8 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 8 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 8 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 8 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 8 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 8 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 1 dws SO: the, Input: [d]
1 2 5 6 3 9 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 11ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 12ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 13ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 14ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 15ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 16ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 17ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 18ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 19ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 21ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 22ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 23ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 24ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 25ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 26ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 27ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 9 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 9 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 9 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 9 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 9 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 9 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 9 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 9 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 9 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 9 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 9 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 9 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 9 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 9 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 9 42ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 9 43ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 9 44ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 9 45ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 9 46ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 9 47ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 9 48ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 9 49ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 9 50ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 9 51ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 9 52ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 9 53ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 101 dws SO: the, Input: [d]
1 2 5 6 3 102 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 103 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 104 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 105 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 106 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 107 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 108 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 109 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1010ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1011ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1012ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1013ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1014ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1015ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1016ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1017ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1018ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1019ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1020ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1021ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 1022ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1023ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1024ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1025ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1026ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1027ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1028ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1029ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 1030ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1031ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1032ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1033ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1034ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1035ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1036ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1037ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 11ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 111 dws SO: the, Input: [d]
1 2 5 6 3 112 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 113 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 114 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 115 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 116 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 117 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 118 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 119 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1110ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1111ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1112ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1113ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1114ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1115ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1116ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1117ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1118ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1119ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1120ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1121ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1122ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1123ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1124ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1125ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1126ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1127ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1128ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1129ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1130ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1131ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1132ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1133ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 1134ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1135ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1136ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1137ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1138ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1139ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1140ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1141ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 1142ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1143ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1144ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1145ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1146ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1147ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1148ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1149ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 121 dws SO: the, Input: [d]
1 2 5 6 3 122 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 123 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 124 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 125 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 126 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 127 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 129 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1210ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1211ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1212ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1213ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1214ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1215ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1216ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1218ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1219ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1220ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1221ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 1222ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1223ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1224ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1225ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1226ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1227ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1228ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1229ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 1230ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1231ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1232ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1233ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1234ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1235ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1236ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1237ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 13ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 131 dws SO: the, Input: [d]
1 2 5 6 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 133 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 135 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 136 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 137 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 138 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 139 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1311ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1313ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1314ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1315ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1316ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1317ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1318ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1320ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1322ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1323ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1324ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1325ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1326ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1327ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1328ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1329ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 1330ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1331ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1332ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1333ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1334ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1335ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1336ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1337ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 1338ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1339ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1340ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1341ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1342ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1343ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1344ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1345ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 14ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 141 dws SO: the, Input: [d]
1 2 5 6 3 142 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 143 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 144 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 145 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 146 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 147 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 148 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 149 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1410ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1411ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1412ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1413ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1414ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1415ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1416ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1417ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1418ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1419ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1420ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1421ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 1422ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1423ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1424ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1425ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1426ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1427ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1428ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1429ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 1430ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1431ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1432ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1433ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1434ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1435ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1436ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1437ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 15ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 151 dws SO: the, Input: [d]
1 2 5 6 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 153 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 155 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 156 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 159 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1511ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1513ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1514ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1515ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1518ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1520ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1522ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1523ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1524ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1525ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 1526ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1527ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1528ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1529ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1530ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1531ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1532ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1533ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 1534ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1535ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1536ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1537ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1538ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1539ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1540ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1541ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 161 dws SO: the, Input: [d]
1 2 5 6 3 162 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 163 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 164 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 165 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 166 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 167 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 168 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 169 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1610ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1611ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1612ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1613ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1614ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1615ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1616ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1617ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1618ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1619ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1620ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1621ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 1622ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1623ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1624ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1625ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1626ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1627ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1628ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1629ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 1630ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1631ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1632ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1633ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1634ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1635ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1636ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1637ipm SO: <{book,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 17ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 3 171 dws SO: the, Input: [d]
1 2 5 6 3 172 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 173 ism SO: {{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 174 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 175 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 176 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 177 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 179 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1710ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1711ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1712ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1713ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1714ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1715ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1716ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1718ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1719ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 3 1720ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1721ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 3 1722ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1723ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1724ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1725ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1726ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1727ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1728ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1729ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 1730ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1731ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 1732ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 1733ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1734ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1735ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1736ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 3 1737ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 18ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 181 dws SO: the, Input: [d]
1 2 5 6 3 182 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 183 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 184 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 185 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 186 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 187 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 188 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 3 189 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 1810ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 3 1811ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 1812ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 3 1813ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 3 19ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 191 dws SO: the, Input: [d]
1 2 5 6 3 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 201 dws SO: the, Input: [d]
1 2 5 6 3 202 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 3 203 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 3 204 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 3 205 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 3 206 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 3 207 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 208 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 3 209 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 3 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 3 211 dws SO: the, Input: [d]
1 2 5 6 3 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 221 dws SO: the, Input: [d]
1 2 5 6 3 222 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 3 223 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 3 224 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 3 225 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 3 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 3 231 dws SO: the, Input: [d]
1 2 5 6 3 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 241 dws SO: the, Input: [d]
1 2 5 6 3 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 3 251 dws SO: the, Input: [d]
1 2 5 6 3 252 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 3 253 ism SO: {{n!case,{book,{book,n!case}}},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 3 254 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 3 255 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 3 256 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 3 257 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 3 258 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 3 259 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 3 2510ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 3 2511ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 2512ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 3 2513ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 2514ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 3 2515ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 2516ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 3 2517ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 3 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 3 261 dws SO: the, Input: [d]
1 2 5 6 3 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 3 271 dws SO: the, Input: [d]
1 2 5 6 3 272 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 273 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 274 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 275 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 276 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 277 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 3 278 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 3 279 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 2710ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 3 2711ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 2712ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 3 2713ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 3 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 281 dws SO: the, Input: [d]
1 2 5 6 3 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 3 291 dws SO: the, Input: [d]
1 2 5 6 3 292 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 3 293 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 3 294 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 3 295 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 3 296 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 3 297 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 298 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 3 299 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 3 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 3 301 dws SO: the, Input: [d]
1 2 5 6 3 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 3 311 dws SO: the, Input: [d]
1 2 5 6 3 312 ism SO: {book,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 3 313 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 3 314 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 3 315 ipm SO: <<{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 3 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 3 321 dws SO: the, Input: [d]
1 2 5 6 3 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 3 331 dws SO: the, Input: [d]
1 2 5 6 4 ism SO: {n!case,{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 6 4 1 dws SO: the, Input: [d]
1 2 5 6 4 1 1 esm SO: {the,d}, Input: []
1 2 5 6 4 1 2 epm SO: <the,d>, Input: []
1 2 5 6 4 1 3 epm SO: <d,the>, Input: []
1 2 5 6 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 1 dws SO: the, Input: [d]
1 2 5 6 4 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 12ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 4 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 2 22ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 2 23ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 2 24ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 2 25ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 3 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 1 dws SO: the, Input: [d]
1 2 5 6 4 3 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 11ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 12ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 14ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 17ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 19ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 21ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 3 22ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 3 23ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 3 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 3 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 3 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 3 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 3 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 3 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 3 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 3 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 4 3 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 3 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 3 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 3 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 3 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 3 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 3 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 3 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 3 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 3 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 1 dws SO: the, Input: [d]
1 2 5 6 4 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 10ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 12ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 13ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 4 14ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 4 15ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 4 4 16ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 4 17ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 4 18ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 4 19ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 4 20ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 4 21ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 4 22ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 4 23ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 4 24ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 4 25ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 5 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 1 dws SO: the, Input: [d]
1 2 5 6 4 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 9 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 12ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 4 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 1 dws SO: the, Input: [d]
1 2 5 6 4 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 12ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 4 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 6 22ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 6 23ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 6 24ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 6 25ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 7 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 1 dws SO: the, Input: [d]
1 2 5 6 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 7 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 7 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 7 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 7 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 7 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 7 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 7 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 4 7 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 7 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 7 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 7 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 7 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 7 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 7 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 7 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 7 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 7 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 1 dws SO: the, Input: [d]
1 2 5 6 4 8 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 10ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 12ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 13ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 8 14ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 8 15ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 4 8 16ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 8 17ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 8 18ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 8 19ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 8 20ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 8 21ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 8 22ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 8 23ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 8 24ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 8 25ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 9 ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 1 dws SO: the, Input: [d]
1 2 5 6 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 5 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 12ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 14ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 9 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 9 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 9 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 9 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 4 9 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 9 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 9 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 9 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 9 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 9 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 9 26ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 9 27ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 9 28ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 9 29ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 10ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 4 101 dws SO: the, Input: [d]
1 2 5 6 4 102 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 103 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 104 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 105 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 106 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 108 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 109 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 1010ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 1011ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 1012ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 1013ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 1014ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 1015ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 4 1016ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 1017ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 1018ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 1019ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 1020ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 1021ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 1022ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 1023ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 1024ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 1025ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 11ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 4 111 dws SO: the, Input: [d]
1 2 5 6 4 112 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 113 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 114 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 115 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 116 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 118 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 1110ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 1112ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 1113ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 4 1114ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 1115ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 4 1116ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 1117ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 1118ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 1119ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 1120ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 1121ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 1122ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 1123ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 1124ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 4 1125ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 12ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 121 dws SO: the, Input: [d]
1 2 5 6 4 13ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 4 131 dws SO: the, Input: [d]
1 2 5 6 4 132 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 4 133 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 4 134 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 4 135 ism SO: {{book,{book,n!case}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 4 136 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 4 137 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 4 138 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 4 139 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 4 1310ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 4 1311ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 1312ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 4 1313ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 1314ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 4 1315ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 1316ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 4 1317ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 4 14ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 4 141 dws SO: the, Input: [d]
1 2 5 6 4 15ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 4 151 dws SO: the, Input: [d]
1 2 5 6 4 152 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 4 153 ism SO: {{book,{book,n!case}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 4 154 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 4 155 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 4 156 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 4 157 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 4 158 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 4 159 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 1510ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 4 1511ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 1512ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 4 1513ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 4 16ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 161 dws SO: the, Input: [d]
1 2 5 6 4 17ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 4 171 dws SO: the, Input: [d]
1 2 5 6 4 172 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 4 173 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 4 174 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 4 175 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 4 176 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 4 177 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 178 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 4 179 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 4 18ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 4 181 dws SO: the, Input: [d]
1 2 5 6 4 19ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 4 191 dws SO: the, Input: [d]
1 2 5 6 4 192 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 4 193 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 4 194 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 4 195 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 4 20ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 4 201 dws SO: the, Input: [d]
1 2 5 6 4 21ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 4 211 dws SO: the, Input: [d]
1 2 5 6 5 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 6 5 1 dws SO: the, Input: [d]
1 2 5 6 5 1 1 esm SO: {the,d}, Input: []
1 2 5 6 5 1 2 epm SO: <the,d>, Input: []
1 2 5 6 5 1 3 epm SO: <d,the>, Input: []
1 2 5 6 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 1 dws SO: the, Input: [d]
1 2 5 6 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 7 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 14ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 1 dws SO: the, Input: [d]
1 2 5 6 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 3 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 10ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 12ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 3 18ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 3 19ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 3 20ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 3 21ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 3 22ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 3 23ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 3 24ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 3 25ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 3 26ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 3 27ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 3 28ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 3 29ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 3 30ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 3 31ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 3 32ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 3 33ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 1 dws SO: the, Input: [d]
1 2 5 6 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 5 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 12ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 1 dws SO: the, Input: [d]
1 2 5 6 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 3 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 10ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 12ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 5 18ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 5 19ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 5 20ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 5 21ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 5 22ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 5 23ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 5 24ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 5 25ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 5 26ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 5 27ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 5 28ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 5 29ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 5 30ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 5 31ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 5 32ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 5 33ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 1 dws SO: the, Input: [d]
1 2 5 6 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 3 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 10ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 1 dws SO: the, Input: [d]
1 2 5 6 5 7 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 11ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 12ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 13ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 14ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 15ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 17ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 19ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 20ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 21ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 22ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 23ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 24ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 25ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 7 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 7 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 7 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 7 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 7 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 7 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 7 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 7 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 7 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 7 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 7 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 7 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 7 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 7 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 7 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 7 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 7 42ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 7 43ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 7 44ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 7 45ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 7 46ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 7 47ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 7 48ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 7 49ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 1 dws SO: the, Input: [d]
1 2 5 6 5 8 2 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 3 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 5 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 7 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 8 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 10ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 12ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 14ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 16ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 17ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 8 18ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 8 19ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 8 20ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 8 21ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 8 22ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 8 23ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 8 24ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 8 25ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 8 26ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 8 27ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 8 28ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 8 29ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 8 30ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 8 31ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 8 32ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 8 33ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 1 dws SO: the, Input: [d]
1 2 5 6 5 9 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 9 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 10ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 12ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 13ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 15ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 16ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 20ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 22ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 9 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 9 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 9 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 9 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 9 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 9 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 9 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 9 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 9 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 9 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 9 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 9 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 9 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 9 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 9 38ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 9 39ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 9 40ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 9 41ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 9 42ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 9 43ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 9 44ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 9 45ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 101 dws SO: the, Input: [d]
1 2 5 6 5 102 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 103 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 104 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 105 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 106 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 107 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 108 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 109 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1010ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1012ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1013ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1014ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1015ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1016ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1017ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1018ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1019ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 1020ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1021ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1022ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1023ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1024ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1025ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 1026ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1027ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 1028ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1029ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1030ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1031ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1032ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1033ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 111 dws SO: the, Input: [d]
1 2 5 6 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 117 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1113ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1114ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1116ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 12ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 121 dws SO: the, Input: [d]
1 2 5 6 5 122 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 123 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 125 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 127 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 129 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1210ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1211ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1212ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1214ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1216ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1218ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1219ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 1220ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1221ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1222ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1223ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1224ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1225ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 1226ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1227ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 1228ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1229ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1230ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1231ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1232ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1233ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 131 dws SO: the, Input: [d]
1 2 5 6 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 135 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1311ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1312ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1314ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 141 dws SO: the, Input: [d]
1 2 5 6 5 142 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 143 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 145 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 147 ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 149 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1410ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1411ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1412ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1414ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1416ism SO: {book,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1418ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1419ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 1420ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1421ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1422ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1423ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1424ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1425ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 1426ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1427ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 1428ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1429ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1430ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1431ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1432ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1433ipm SO: <{book,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 15ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 5 151 dws SO: the, Input: [d]
1 2 5 6 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 153 ism SO: {{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 159 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1510ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1512ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 16ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 161 dws SO: the, Input: [d]
1 2 5 6 5 162 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 5 164 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 5 165 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 5 166 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 5 167 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 168 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 5 169 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 5 17ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 5 171 dws SO: the, Input: [d]
1 2 5 6 5 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 181 dws SO: the, Input: [d]
1 2 5 6 5 182 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 5 183 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 5 184 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 5 185 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 5 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 5 191 dws SO: the, Input: [d]
1 2 5 6 5 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 201 dws SO: the, Input: [d]
1 2 5 6 5 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 5 211 dws SO: the, Input: [d]
1 2 5 6 5 212 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 5 213 ism SO: {{n!case,{book,{book,n!case}}},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 5 214 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 5 216 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 5 218 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 5 219 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 5 2110ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 5 2111ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 2112ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 5 2113ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 2114ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 5 2115ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 2116ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 5 2117ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 5 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 5 221 dws SO: the, Input: [d]
1 2 5 6 5 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 5 231 dws SO: the, Input: [d]
1 2 5 6 5 232 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 5 234 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 5 236 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 5 237 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 5 238 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 5 239 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 2310ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 5 2311ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 2312ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 5 2313ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 5 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 241 dws SO: the, Input: [d]
1 2 5 6 5 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 5 251 dws SO: the, Input: [d]
1 2 5 6 5 252 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 5 254 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 5 255 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 5 256 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 5 257 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 258 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 5 259 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 5 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 5 261 dws SO: the, Input: [d]
1 2 5 6 5 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 5 271 dws SO: the, Input: [d]
1 2 5 6 5 272 ism SO: {book,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 5 273 ism SO: {n!case,<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 5 274 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 5 275 ipm SO: <<{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 5 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 5 281 dws SO: the, Input: [d]
1 2 5 6 5 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 5 291 dws SO: the, Input: [d]
1 2 5 6 6 ism SO: {book,{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 6 6 1 dws SO: the, Input: [d]
1 2 5 6 6 1 1 esm SO: {the,d}, Input: []
1 2 5 6 6 1 2 epm SO: <the,d>, Input: []
1 2 5 6 6 1 3 epm SO: <d,the>, Input: []
1 2 5 6 6 2 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 1 dws SO: the, Input: [d]
1 2 5 6 6 2 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 2 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 2 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 6 2 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 2 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 2 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 2 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 2 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 2 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 2 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 2 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 2 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 2 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 3 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 1 dws SO: the, Input: [d]
1 2 5 6 6 3 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 11ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 12ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 14ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 17ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 19ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 21ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 3 22ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 3 23ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 3 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 3 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 3 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 3 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 3 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 3 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 3 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 3 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 6 3 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 3 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 3 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 3 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 3 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 3 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 3 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 3 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 3 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 3 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 4 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 1 dws SO: the, Input: [d]
1 2 5 6 6 4 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 4 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 4 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 6 4 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 4 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 4 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 4 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 4 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 4 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 4 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 4 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 4 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 4 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 5 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 1 dws SO: the, Input: [d]
1 2 5 6 6 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 9 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 12ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 6 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 1 dws SO: the, Input: [d]
1 2 5 6 6 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 10ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 12ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 13ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 6 14ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 6 15ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 6 6 16ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 6 17ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 6 18ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 6 19ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 6 20ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 6 21ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 6 22ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 6 23ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 6 24ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 6 25ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 7 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 1 dws SO: the, Input: [d]
1 2 5 6 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 7 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 6 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 8 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 1 dws SO: the, Input: [d]
1 2 5 6 6 8 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 8 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 8 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 6 8 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 8 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 8 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 8 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 8 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 8 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 8 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 8 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 8 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 8 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 9 ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 1 dws SO: the, Input: [d]
1 2 5 6 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 5 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 12ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 14ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 15ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 9 16ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 9 17ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 9 18ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 9 19ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 6 9 20ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 9 21ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 9 22ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 9 23ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 9 24ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 9 25ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 9 26ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 9 27ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 9 28ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 9 29ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 10ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 6 101 dws SO: the, Input: [d]
1 2 5 6 6 102 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 103 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 104 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 105 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 106 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 108 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 1010ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 1011ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 1012ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 1013ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 1014ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 1015ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 6 1016ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 1017ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 1018ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 1019ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 1020ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 1021ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 1022ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 1023ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 1024ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 1025ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 11ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 6 111 dws SO: the, Input: [d]
1 2 5 6 6 112 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 113 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 114 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 115 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 116 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 118 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 1110ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 1111ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 1112ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 1113ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 6 1114ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 1115ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 6 1116ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 1117ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 1118ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 1119ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 1120ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 1121ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 1122ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 1123ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 1124ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 6 1125ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 12ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 6 121 dws SO: the, Input: [d]
1 2 5 6 6 13ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 6 131 dws SO: the, Input: [d]
1 2 5 6 6 132 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 6 133 ism SO: {{n!case,{book,{book,n!case}}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 6 134 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 6 135 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 6 136 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 6 137 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 6 138 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 6 139 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 6 1310ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 6 1311ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 1312ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 6 1313ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 1314ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 6 1315ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 1316ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 6 1317ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 6 14ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 6 141 dws SO: the, Input: [d]
1 2 5 6 6 15ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 6 151 dws SO: the, Input: [d]
1 2 5 6 6 152 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 6 153 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 6 154 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 6 155 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 6 156 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 6 157 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 6 158 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 6 159 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 1510ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 6 1511ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 1512ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 6 1513ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 6 16ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 161 dws SO: the, Input: [d]
1 2 5 6 6 17ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 6 171 dws SO: the, Input: [d]
1 2 5 6 6 172 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 6 173 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 6 174 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 6 175 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 6 176 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 6 177 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 178 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 6 179 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 6 18ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 6 181 dws SO: the, Input: [d]
1 2 5 6 6 19ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 6 191 dws SO: the, Input: [d]
1 2 5 6 6 192 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 6 193 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 6 194 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 6 195 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 6 20ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 6 201 dws SO: the, Input: [d]
1 2 5 6 6 21ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 6 211 dws SO: the, Input: [d]
1 2 5 6 7 ism SO: {{book,n!case},{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 6 7 1 dws SO: the, Input: [d]
1 2 5 6 7 1 1 esm SO: {the,d}, Input: []
1 2 5 6 7 1 2 epm SO: <the,d>, Input: []
1 2 5 6 7 1 3 epm SO: <d,the>, Input: []
1 2 5 6 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 1 dws SO: the, Input: [d]
1 2 5 6 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 5 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 11ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 1 dws SO: the, Input: [d]
1 2 5 6 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 3 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 10ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 12ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 14ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 3 16ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 3 17ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 3 18ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 3 19ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 3 20ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 3 21ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 3 22ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 3 23ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 3 24ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 3 25ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 3 26ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 3 27ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 3 28ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 3 29ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 1 dws SO: the, Input: [d]
1 2 5 6 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 3 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 12ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 1 dws SO: the, Input: [d]
1 2 5 6 7 5 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 11ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 12ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 13ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 14ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 15ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 16ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 17ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 18ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 19ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 21ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 22ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 23ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 5 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 5 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 5 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 5 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 5 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 5 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 5 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 5 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 5 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 5 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 5 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 5 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 5 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 5 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 5 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 5 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 5 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 5 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 5 42ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 5 43ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 5 44ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 5 45ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 1 dws SO: the, Input: [d]
1 2 5 6 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 3 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 10ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 12ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 14ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 6 16ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 6 17ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 6 18ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 6 19ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 6 20ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 6 21ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 6 22ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 6 23ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 6 24ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 6 25ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 6 26ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 6 27ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 6 28ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 6 29ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 7 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 1 dws SO: the, Input: [d]
1 2 5 6 7 7 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 9 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 10ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 14ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 18ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 19ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 20ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 21ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 7 22ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 7 23ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 7 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 7 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 7 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 7 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 7 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 7 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 7 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 7 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 7 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 7 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 7 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 7 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 7 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 7 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 7 38ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 7 39ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 7 40ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 7 41ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 1 dws SO: the, Input: [d]
1 2 5 6 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 3 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 5 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 8 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 12ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 14ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 8 16ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 8 17ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 8 18ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 8 19ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 8 20ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 8 21ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 8 22ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 8 23ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 8 24ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 8 25ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 8 26ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 8 27ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 8 28ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 8 29ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 1 dws SO: the, Input: [d]
1 2 5 6 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 7 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 12ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 14ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 101 dws SO: the, Input: [d]
1 2 5 6 7 102 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 103 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 105 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 106 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 107 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 108 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 109 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1010ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1012ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1014ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1015ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1016ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1017ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 1018ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 1019ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1020ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 1021ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 1022ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1023ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 1024ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 1025ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 1026ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1027ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 1028ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1029ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 11ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 111 dws SO: the, Input: [d]
1 2 5 6 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 115 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 119 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1111ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 12ism SO: {book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 121 dws SO: the, Input: [d]
1 2 5 6 7 122 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 123 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 125 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 127 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 128 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 129 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1210ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1212ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1214ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1216ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1217ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 1218ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 1219ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1220ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 1221ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 1222ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1223ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 1224ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 1225ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 1226ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1227ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 1228ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1229ipm SO: <{book,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 13ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 7 131 dws SO: the, Input: [d]
1 2 5 6 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 133 ism SO: {{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 137 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 139 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1310ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1312ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 7 1316ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 1317ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 7 1318ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 1319ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1320ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 1321ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 1322ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1323ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 1324ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 1325ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 1326ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1327ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 1328ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 7 1329ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 14ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 141 dws SO: the, Input: [d]
1 2 5 6 7 142 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 7 143 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 7 144 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 7 145 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 7 15ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 7 151 dws SO: the, Input: [d]
1 2 5 6 7 16ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 161 dws SO: the, Input: [d]
1 2 5 6 7 17ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 7 171 dws SO: the, Input: [d]
1 2 5 6 7 172 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 7 173 ism SO: {{n!case,{book,{book,n!case}}},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 7 174 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 7 176 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 7 178 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 7 179 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 7 1710ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 7 1711ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 1712ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 7 1713ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 1714ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 7 1715ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 1716ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 7 1717ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 7 18ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 7 181 dws SO: the, Input: [d]
1 2 5 6 7 19ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 7 191 dws SO: the, Input: [d]
1 2 5 6 7 192 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 7 194 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 7 196 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 7 197 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 7 198 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 7 199 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 1910ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 7 1911ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 1912ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 7 1913ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 7 20ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 201 dws SO: the, Input: [d]
1 2 5 6 7 21ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 7 211 dws SO: the, Input: [d]
1 2 5 6 7 212 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 7 214 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 7 215 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 7 216 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 7 217 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 218 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 7 219 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 7 22ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 7 221 dws SO: the, Input: [d]
1 2 5 6 7 23ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 7 231 dws SO: the, Input: [d]
1 2 5 6 7 232 ism SO: {book,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 7 233 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 7 234 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 7 235 ipm SO: <<{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 7 24ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 7 241 dws SO: the, Input: [d]
1 2 5 6 7 25ipm SO: <{{book,n!case},{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 7 251 dws SO: the, Input: [d]
1 2 5 6 8 ism SO: {book,{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 6 8 1 dws SO: the, Input: [d]
1 2 5 6 8 1 1 esm SO: {the,d}, Input: []
1 2 5 6 8 1 2 epm SO: <the,d>, Input: []
1 2 5 6 8 1 3 epm SO: <d,the>, Input: []
1 2 5 6 8 2 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 1 dws SO: the, Input: [d]
1 2 5 6 8 2 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 2 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 2 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 8 2 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 2 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 2 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 2 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 2 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 2 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 2 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 2 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 2 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 2 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 3 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 1 dws SO: the, Input: [d]
1 2 5 6 8 3 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 11ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 12ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 14ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 17ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 19ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 21ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 3 22ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 3 23ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 3 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 3 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 3 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 3 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 3 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 3 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 3 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 3 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 8 3 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 3 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 3 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 3 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 3 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 3 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 3 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 3 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 3 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 3 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 4 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 1 dws SO: the, Input: [d]
1 2 5 6 8 4 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 4 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 4 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 8 4 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 4 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 4 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 4 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 4 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 4 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 4 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 4 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 4 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 4 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 5 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 1 dws SO: the, Input: [d]
1 2 5 6 8 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 9 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 12ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 8 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 6 ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 1 dws SO: the, Input: [d]
1 2 5 6 8 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 10ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 12ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 13ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 6 14ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 6 15ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 8 6 16ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 6 17ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 6 18ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 6 19ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 6 20ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 6 21ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 6 22ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 6 23ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 6 24ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 6 25ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 7 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 1 dws SO: the, Input: [d]
1 2 5 6 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 7 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 10ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 7 18ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 7 19ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 7 20ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 7 21ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 7 22ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 7 23ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 8 7 24ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 7 25ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 7 26ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 7 27ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 7 28ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 7 29ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 7 30ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 7 31ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 7 32ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 7 33ipm SO: <{{book,{book,n!case}},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 8 ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 1 dws SO: the, Input: [d]
1 2 5 6 8 8 2 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 3 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 4 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 6 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 10ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 12ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 13ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 8 14ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 8 15ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 8 8 16ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 8 17ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 8 18ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 8 19ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 8 20ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 8 21ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 8 22ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 8 23ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 8 24ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 8 25ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 9 ism SO: {{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 1 dws SO: the, Input: [d]
1 2 5 6 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 5 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 12ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 14ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 9 16ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 9 17ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 9 18ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 9 19ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 8 9 20ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 9 21ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 9 22ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 9 23ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 9 24ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 9 25ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 9 26ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 9 27ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 9 28ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 9 29ipm SO: <{{book,n!case},{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 10ism SO: {book,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 8 101 dws SO: the, Input: [d]
1 2 5 6 8 102 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 103 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 104 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 105 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 106 ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 108 ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 109 ism SO: {{book,{book,n!case}},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 1010ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 1011ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 1012ism SO: {book,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 1013ism SO: {n!case,{book,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 1014ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 1015ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 8 1016ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 1017ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 1018ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 1019ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 1020ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 1021ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 1022ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 1023ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 1024ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 1025ipm SO: <{book,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 11ism SO: {n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 8 111 dws SO: the, Input: [d]
1 2 5 6 8 112 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 113 ism SO: {{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 114 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 115 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 116 ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 118 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 1110ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 1112ism SO: {book,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 1113ism SO: {n!case,{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 8 1114ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 1115ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 8 1116ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 1117ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 1118ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 1119ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 1120ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 1121ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 1122ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 1123ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 1124ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 8 1125ipm SO: <{n!case,{book,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 12ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 8 121 dws SO: the, Input: [d]
1 2 5 6 8 13ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 8 131 dws SO: the, Input: [d]
1 2 5 6 8 132 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 8 133 ism SO: {{n!case,{book,{book,n!case}}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 8 134 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 8 135 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 8 136 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 8 137 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 8 138 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 8 139 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 8 1310ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 8 1311ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 1312ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 8 1313ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 1314ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 8 1315ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 1316ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 8 1317ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 8 14ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 8 141 dws SO: the, Input: [d]
1 2 5 6 8 15ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 8 151 dws SO: the, Input: [d]
1 2 5 6 8 152 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 8 153 ism SO: {{book,{book,n!case}},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 8 154 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 8 155 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 8 156 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 8 157 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 8 158 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 8 159 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 1510ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 8 1511ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 1512ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 8 1513ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 8 16ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 161 dws SO: the, Input: [d]
1 2 5 6 8 17ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 8 171 dws SO: the, Input: [d]
1 2 5 6 8 172 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 8 173 ism SO: {{book,n!case},<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 8 174 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 8 175 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 8 176 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 8 177 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 178 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 8 179 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 8 18ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 8 181 dws SO: the, Input: [d]
1 2 5 6 8 19ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 8 191 dws SO: the, Input: [d]
1 2 5 6 8 192 ism SO: {book,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 8 193 ism SO: {n!case,<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 8 194 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 8 195 ipm SO: <<{book,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 8 20ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 8 201 dws SO: the, Input: [d]
1 2 5 6 8 21ipm SO: <{book,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 8 211 dws SO: the, Input: [d]
1 2 5 6 9 ism SO: {n!case,{book,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 6 9 1 dws SO: the, Input: [d]
1 2 5 6 9 1 1 esm SO: {the,d}, Input: []
1 2 5 6 9 1 2 epm SO: <the,d>, Input: []
1 2 5 6 9 1 3 epm SO: <d,the>, Input: []
1 2 5 6 9 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 1 dws SO: the, Input: [d]
1 2 5 6 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 12ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 9 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 2 22ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 2 23ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 2 24ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 2 25ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 3 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 1 dws SO: the, Input: [d]
1 2 5 6 9 3 2 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 3 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 5 ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 6 ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 7 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 8 ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 9 ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 10ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 11ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 12ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 13ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 14ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 16ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 17ism SO: {{book,{book,n!case}},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 18ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 19ism SO: {{book,n!case},{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 20ism SO: {book,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 21ism SO: {n!case,{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 3 22ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 3 23ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 3 24ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 3 25ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 3 26ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 3 27ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 3 28ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 3 29ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 3 30ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 3 31ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 9 3 32ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 3 33ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 3 34ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 3 35ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 3 36ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 3 37ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 3 38ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 3 39ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 3 40ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 3 41ipm SO: <{{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 4 ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 1 dws SO: the, Input: [d]
1 2 5 6 9 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 10ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 12ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 13ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 4 14ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 4 15ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 9 4 16ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 4 17ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 4 18ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 4 19ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 4 20ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 4 21ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 4 22ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 4 23ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 4 24ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 4 25ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 5 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 1 dws SO: the, Input: [d]
1 2 5 6 9 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 9 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 11ism SO: {{book,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 12ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 9 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 1 dws SO: the, Input: [d]
1 2 5 6 9 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 12ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 9 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 6 22ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 6 23ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 6 24ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 6 25ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 7 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 1 dws SO: the, Input: [d]
1 2 5 6 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 7 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 9 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 10ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 8 ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 1 dws SO: the, Input: [d]
1 2 5 6 9 8 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 3 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 5 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 10ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 12ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 13ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 8 14ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 8 15ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 9 8 16ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 8 17ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 8 18ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 8 19ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 8 20ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 8 21ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 8 22ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 8 23ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 8 24ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 8 25ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 9 ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 1 dws SO: the, Input: [d]
1 2 5 6 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 5 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 7 ism SO: {{book,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 12ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 10ism SO: {book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 9 101 dws SO: the, Input: [d]
1 2 5 6 9 102 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 103 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 104 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 105 ism SO: {{book,{n!case,{book,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 106 ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 108 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 1010ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 1012ism SO: {book,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 1013ism SO: {n!case,{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 1014ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 1015ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 9 1016ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 1017ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 1018ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 1019ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 1020ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 1021ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 1022ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 1023ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 1024ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 1025ipm SO: <{book,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 11ism SO: {n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 6 9 111 dws SO: the, Input: [d]
1 2 5 6 9 112 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 113 ism SO: {{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 114 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 115 ism SO: {{book,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 116 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 118 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 1110ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 1112ism SO: {book,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 1113ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 6 9 1114ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 1115ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 6 9 1116ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 1117ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 1118ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 1119ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 1120ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 1121ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 1122ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 1123ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 1124ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 6 9 1125ipm SO: <{n!case,{n!case,{book,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 12ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 121 dws SO: the, Input: [d]
1 2 5 6 9 13ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 6 9 131 dws SO: the, Input: [d]
1 2 5 6 9 132 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 9 133 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 9 134 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 9 135 ism SO: {{book,{book,n!case}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 9 136 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 9 137 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 9 138 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 9 139 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 6 9 1310ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 9 1311ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 1312ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 9 1313ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 1314ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 9 1315ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 1316ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 6 9 1317ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 6 9 14ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 9 141 dws SO: the, Input: [d]
1 2 5 6 9 15ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 9 151 dws SO: the, Input: [d]
1 2 5 6 9 152 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 9 153 ism SO: {{book,{book,n!case}},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 9 154 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 9 155 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 9 156 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 9 157 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 9 158 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 9 159 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 1510ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 9 1511ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 1512ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 9 1513ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 9 16ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 161 dws SO: the, Input: [d]
1 2 5 6 9 17ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 9 171 dws SO: the, Input: [d]
1 2 5 6 9 172 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 9 173 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 9 174 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 9 175 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 9 176 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 9 177 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 178 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 9 179 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 9 18ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 9 181 dws SO: the, Input: [d]
1 2 5 6 9 19ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 9 191 dws SO: the, Input: [d]
1 2 5 6 9 192 ism SO: {book,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 9 193 ism SO: {n!case,<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 9 194 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 9 195 ipm SO: <<{n!case,{book,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 9 20ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 6 9 201 dws SO: the, Input: [d]
1 2 5 6 9 21ipm SO: <{n!case,{book,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 6 9 211 dws SO: the, Input: [d]
1 2 5 6 10ipm SO: <{book,{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 6 101 dws SO: the, Input: [d]
1 2 5 6 101 1 esm SO: {the,d}, Input: []
1 2 5 6 101 2 epm SO: <the,d>, Input: []
1 2 5 6 101 3 epm SO: <d,the>, Input: []
1 2 5 6 11ipm SO: <{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 6 111 dws SO: the, Input: [d]
1 2 5 6 111 1 esm SO: {the,d}, Input: []
1 2 5 6 111 2 epm SO: <the,d>, Input: []
1 2 5 6 111 3 epm SO: <d,the>, Input: []
1 2 5 6 112 ism SO: {n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 112 1 dws SO: the, Input: [d]
1 2 5 6 112 2 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 112 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 112 4 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 112 5 ism SO: {{book,{book,n!case}},{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 112 6 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 112 7 ism SO: {{book,n!case},{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 112 8 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 112 9 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 112 10ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 112 11ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 6 112 12ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 112 13ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 112 14ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 112 15ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 112 16ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 112 17ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 113 ism SO: {{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 113 1 dws SO: the, Input: [d]
1 2 5 6 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 3 ism SO: {book,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 5 ism SO: {book,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 6 ism SO: {n!case,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 7 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 8 ism SO: {n!case,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 10ism SO: {book,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 12ism SO: {book,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 13ism SO: {n!case,{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 113 14ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 113 15ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 113 16ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 113 17ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 113 18ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 113 19ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 6 113 20ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 113 21ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 113 22ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 113 23ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 113 24ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 113 25ipm SO: <{{book,{book,n!case}},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 114 ism SO: {book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 114 1 dws SO: the, Input: [d]
1 2 5 6 114 2 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 114 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 114 4 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 114 5 ism SO: {{book,{book,n!case}},{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 114 6 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 114 7 ism SO: {{book,n!case},{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 114 8 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 114 9 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 114 10ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 114 11ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 6 114 12ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 114 13ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 114 14ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 114 15ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 114 16ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 114 17ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 115 ism SO: {{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 115 1 dws SO: the, Input: [d]
1 2 5 6 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 115 3 ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 115 4 ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 115 5 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 115 6 ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 115 8 ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 115 10ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 115 11ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 115 12ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 115 13ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 115 14ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 115 15ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 6 115 16ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 115 17ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 115 18ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 115 19ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 115 20ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 115 21ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 116 ism SO: {book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 116 1 dws SO: the, Input: [d]
1 2 5 6 116 2 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 116 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 116 4 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 116 5 ism SO: {{book,{book,n!case}},{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 116 6 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 116 7 ism SO: {{book,n!case},{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 116 8 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 116 9 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 116 10ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 116 11ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 6 116 12ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 116 13ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 116 14ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 116 15ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 116 16ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 116 17ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 117 ism SO: {n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 6 117 1 dws SO: the, Input: [d]
1 2 5 6 117 2 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 117 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 117 4 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 117 5 ism SO: {{book,{book,n!case}},{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 117 6 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 117 7 ism SO: {{book,n!case},{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 117 8 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 117 9 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 6 117 10ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 117 11ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 6 117 12ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 117 13ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 117 14ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 117 15ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 117 16ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 6 117 17ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 6 118 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 118 1 dws SO: the, Input: [d]
1 2 5 6 119 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 119 1 dws SO: the, Input: [d]
1 2 5 6 119 2 ism SO: {book,<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 119 3 ism SO: {{book,n!case},<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 119 4 ism SO: {book,<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 119 5 ism SO: {n!case,<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 119 6 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 119 7 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 119 8 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 119 9 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 1110ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 11101 dws SO: the, Input: [d]
1 2 5 6 1111ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 11111 dws SO: the, Input: [d]
1 2 5 6 11112 ism SO: {book,<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 6 11113 ism SO: {n!case,<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 6 11114 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 11115 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 1112ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 6 11121 dws SO: the, Input: [d]
1 2 5 6 1113ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 6 11131 dws SO: the, Input: [d]
1 2 5 6 12ipm SO: <{book,{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 6 121 dws SO: the, Input: [d]
1 2 5 6 121 1 esm SO: {the,d}, Input: []
1 2 5 6 121 2 epm SO: <the,d>, Input: []
1 2 5 6 121 3 epm SO: <d,the>, Input: []
1 2 5 6 13ipm SO: <{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 6 131 dws SO: the, Input: [d]
1 2 5 6 131 1 esm SO: {the,d}, Input: []
1 2 5 6 131 2 epm SO: <the,d>, Input: []
1 2 5 6 131 3 epm SO: <d,the>, Input: []
1 2 5 6 132 ism SO: {book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 132 1 dws SO: the, Input: [d]
1 2 5 6 132 2 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 132 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 132 4 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 132 5 ism SO: {{book,n!case},{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 132 6 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 132 7 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 132 8 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 6 132 9 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 6 132 10ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 6 132 11ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 132 12ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 6 132 13ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 6 133 ism SO: {{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 133 1 dws SO: the, Input: [d]
1 2 5 6 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 133 3 ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 133 4 ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 133 5 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 133 6 ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 133 8 ism SO: {book,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 133 9 ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 133 10ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 133 11ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 6 133 12ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 6 133 13ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 6 133 14ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 6 133 15ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 133 16ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 6 133 17ipm SO: <{{book,n!case},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 6 134 ism SO: {book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 134 1 dws SO: the, Input: [d]
1 2 5 6 134 2 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 134 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 134 4 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 134 5 ism SO: {{book,n!case},{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 134 6 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 134 7 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 134 8 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 6 134 9 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 6 134 10ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 6 134 11ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 134 12ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 6 134 13ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 6 135 ism SO: {n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 6 135 1 dws SO: the, Input: [d]
1 2 5 6 135 2 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 135 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 135 4 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 135 5 ism SO: {{book,n!case},{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 135 6 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 135 7 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 6 135 8 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 6 135 9 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 6 135 10ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 6 135 11ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 6 135 12ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 6 135 13ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 6 136 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 136 1 dws SO: the, Input: [d]
1 2 5 6 137 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 6 137 1 dws SO: the, Input: [d]
1 2 5 6 137 2 ism SO: {book,<<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 6 137 3 ism SO: {n!case,<<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 6 137 4 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 137 5 ipm SO: <<<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 138 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 6 138 1 dws SO: the, Input: [d]
1 2 5 6 139 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 6 139 1 dws SO: the, Input: [d]
1 2 5 6 14ipm SO: <{book,{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 6 141 dws SO: the, Input: [d]
1 2 5 6 141 1 esm SO: {the,d}, Input: []
1 2 5 6 141 2 epm SO: <the,d>, Input: []
1 2 5 6 141 3 epm SO: <d,the>, Input: []
1 2 5 6 15ipm SO: <{book,{n!case,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 6 151 dws SO: the, Input: [d]
1 2 5 6 151 1 esm SO: {the,d}, Input: []
1 2 5 6 151 2 epm SO: <the,d>, Input: []
1 2 5 6 151 3 epm SO: <d,the>, Input: []
1 2 5 6 152 ism SO: {book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 152 1 dws SO: the, Input: [d]
1 2 5 6 152 2 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 6 152 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>,{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 6 152 4 ism SO: {book,{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 6 152 5 ism SO: {n!case,{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 6 152 6 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 6 152 7 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 6 152 8 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 6 152 9 ipm SO: <{book,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 6 153 ism SO: {n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 6 153 1 dws SO: the, Input: [d]
1 2 5 6 153 2 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 6 153 3 ism SO: {<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 6 153 4 ism SO: {book,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 6 153 5 ism SO: {n!case,{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 6 153 6 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 6 153 7 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 6 153 8 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 6 153 9 ipm SO: <{n!case,<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 6 154 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 6 154 1 dws SO: the, Input: [d]
1 2 5 6 155 ipm SO: <<{book,{n!case,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 6 155 1 dws SO: the, Input: [d]
1 2 5 6 16ipm SO: <{book,{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 6 161 dws SO: the, Input: [d]
1 2 5 6 161 1 esm SO: {the,d}, Input: []
1 2 5 6 161 2 epm SO: <the,d>, Input: []
1 2 5 6 161 3 epm SO: <d,the>, Input: []
1 2 5 6 17ipm SO: <{book,{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 6 171 dws SO: the, Input: [d]
1 2 5 6 171 1 esm SO: {the,d}, Input: []
1 2 5 6 171 2 epm SO: <the,d>, Input: []
1 2 5 6 171 3 epm SO: <d,the>, Input: []
1 2 5 7 ism SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [[the,d]]
1 2 5 7 1 dws SO: the, Input: [d]
1 2 5 7 1 1 esm SO: {the,d}, Input: []
1 2 5 7 1 1 1 uws SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [{the,d}]
1 2 5 7 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 7 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 7 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 7 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 7 1 2 epm SO: <the,d>, Input: []
1 2 5 7 1 2 1 uws SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<the,d>]
1 2 5 7 1 3 epm SO: <d,the>, Input: []
1 2 5 7 1 3 1 uws SO: {n!case,{n!case,{book,{book,n!case}}}}, Input: [<d,the>]
1 2 5 7 2 ism SO: {n!case,{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 7 2 1 dws SO: the, Input: [d]
1 2 5 7 2 1 1 esm SO: {the,d}, Input: []
1 2 5 7 2 1 2 epm SO: <the,d>, Input: []
1 2 5 7 2 1 3 epm SO: <d,the>, Input: []
1 2 5 7 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 1 dws SO: the, Input: [d]
1 2 5 7 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 2 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 3 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 1 dws SO: the, Input: [d]
1 2 5 7 2 3 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 11ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 12ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 17ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 18ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 19ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 21ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 3 22ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 3 23ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 3 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 3 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 3 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 3 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 3 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 3 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 3 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 3 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 2 3 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 3 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 3 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 3 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 3 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 3 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 3 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 3 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 3 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 3 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 1 dws SO: the, Input: [d]
1 2 5 7 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 2 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 5 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 1 dws SO: the, Input: [d]
1 2 5 7 2 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 9 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 2 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 1 dws SO: the, Input: [d]
1 2 5 7 2 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 2 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 7 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 1 dws SO: the, Input: [d]
1 2 5 7 2 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 7 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 7 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 7 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 7 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 7 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 7 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 7 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 2 7 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 7 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 7 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 7 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 7 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 7 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 7 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 7 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 7 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 7 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 1 dws SO: the, Input: [d]
1 2 5 7 2 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 11ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 12ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 13ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 2 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 8 22ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 8 23ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 8 24ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 8 25ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 1 dws SO: the, Input: [d]
1 2 5 7 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 5 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 2 101 dws SO: the, Input: [d]
1 2 5 7 2 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 103 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 105 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 109 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 1010ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 1014ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 1015ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 2 1016ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 1017ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 1018ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 1019ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 1020ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 1021ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 1022ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 1023ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 1024ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 1025ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 11ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 2 111 dws SO: the, Input: [d]
1 2 5 7 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 113 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 115 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 1110ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 2 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 2 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 2 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 12ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 121 dws SO: the, Input: [d]
1 2 5 7 2 13ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 2 131 dws SO: the, Input: [d]
1 2 5 7 2 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 2 133 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 2 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 2 135 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 2 136 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 2 138 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 2 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 2 1310ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 2 1311ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 1312ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 2 1313ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 1314ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 2 1315ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 1316ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 2 1317ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 141 dws SO: the, Input: [d]
1 2 5 7 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 2 151 dws SO: the, Input: [d]
1 2 5 7 2 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 2 153 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 2 154 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 2 156 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 2 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 2 158 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 2 159 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 1510ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 2 1511ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 1512ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 2 1513ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 161 dws SO: the, Input: [d]
1 2 5 7 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 2 171 dws SO: the, Input: [d]
1 2 5 7 2 172 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 2 174 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 2 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 2 176 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 2 177 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 178 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 2 179 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 2 181 dws SO: the, Input: [d]
1 2 5 7 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 2 191 dws SO: the, Input: [d]
1 2 5 7 2 192 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 2 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 2 194 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 2 195 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 2 201 dws SO: the, Input: [d]
1 2 5 7 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 2 211 dws SO: the, Input: [d]
1 2 5 7 3 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 7 3 1 dws SO: the, Input: [d]
1 2 5 7 3 1 1 esm SO: {the,d}, Input: []
1 2 5 7 3 1 2 epm SO: <the,d>, Input: []
1 2 5 7 3 1 3 epm SO: <d,the>, Input: []
1 2 5 7 3 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 1 dws SO: the, Input: [d]
1 2 5 7 3 2 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 9 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 10ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 11ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 12ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 13ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 14ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 15ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 17ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 19ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 20ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 21ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 22ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 23ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 24ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 25ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 2 26ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 2 27ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 2 28ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 2 29ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 2 30ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 2 31ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 2 32ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 2 33ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 2 34ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 2 35ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 2 36ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 2 37ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 2 38ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 2 39ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 2 40ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 2 41ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 2 42ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 2 43ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 2 44ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 2 45ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 2 46ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 2 47ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 2 48ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 2 49ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 1 dws SO: the, Input: [d]
1 2 5 7 3 3 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 3 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 12ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 13ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 14ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 15ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 16ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 18ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 19ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 3 20ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 3 21ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 3 22ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 3 23ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 3 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 3 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 3 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 3 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 3 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 3 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 3 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 3 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 3 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 3 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 3 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 3 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 3 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 3 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 1 dws SO: the, Input: [d]
1 2 5 7 3 4 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 3 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 5 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 6 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 7 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 8 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 9 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 10ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 11ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 12ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 13ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 14ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 15ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 16ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 17ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 18ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 19ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 20ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 21ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 22ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 23ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 4 24ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 4 25ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 4 26ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 4 27ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 4 28ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 4 29ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 4 30ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 4 31ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 4 32ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 4 33ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 4 34ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 4 35ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 4 36ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 4 37ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 4 38ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 4 39ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 4 40ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 4 41ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 4 42ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 4 43ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 4 44ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 4 45ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 1 dws SO: the, Input: [d]
1 2 5 7 3 5 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 3 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 12ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 14ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 15ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 16ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 17ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 18ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 19ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 5 20ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 5 21ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 5 22ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 5 23ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 5 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 5 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 5 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 5 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 5 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 5 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 5 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 5 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 5 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 5 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 5 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 5 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 5 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 5 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 1 dws SO: the, Input: [d]
1 2 5 7 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 5 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 6 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 8 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 9 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 11ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 14ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 15ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 17ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 18ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 20ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 6 22ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 6 23ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 6 24ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 6 25ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 6 26ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 6 27ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 6 28ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 6 29ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 6 30ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 6 31ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 6 32ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 6 33ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 6 34ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 6 35ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 6 36ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 6 37ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 6 38ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 6 39ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 6 40ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 6 41ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 1 dws SO: the, Input: [d]
1 2 5 7 3 7 2 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 3 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 4 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 5 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 6 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 7 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 9 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 10ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 12ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 13ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 14ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 15ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 16ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 17ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 18ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 19ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 7 20ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 7 21ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 7 22ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 7 23ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 7 24ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 7 25ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 7 26ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 7 27ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 7 28ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 7 29ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 7 30ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 7 31ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 7 32ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 7 33ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 7 34ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 7 35ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 7 36ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 7 37ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 1 dws SO: the, Input: [d]
1 2 5 7 3 8 2 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 3 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 4 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 5 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 6 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 7 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 9 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 10ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 12ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 13ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 14ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 15ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 16ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 18ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 19ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 8 20ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 8 21ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 8 22ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 8 23ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 8 24ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 8 25ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 8 26ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 8 27ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 8 28ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 8 29ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 8 30ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 8 31ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 8 32ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 8 33ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 8 34ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 8 35ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 8 36ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 8 37ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 1 dws SO: the, Input: [d]
1 2 5 7 3 9 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 11ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 12ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 13ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 14ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 15ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 16ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 17ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 18ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 19ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 20ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 21ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 22ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 23ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 24ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 25ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 26ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 27ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 9 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 9 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 9 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 9 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 9 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 9 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 9 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 9 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 9 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 9 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 9 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 9 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 9 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 9 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 9 42ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 9 43ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 9 44ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 9 45ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 9 46ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 9 47ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 9 48ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 9 49ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 9 50ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 9 51ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 9 52ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 9 53ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 101 dws SO: the, Input: [d]
1 2 5 7 3 102 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 103 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 104 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 105 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 106 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 107 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 108 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 109 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1010ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1011ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1012ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1013ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1014ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1015ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1016ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1017ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1018ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1019ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1020ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1021ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 1022ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1023ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1024ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1025ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1026ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1027ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1028ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1029ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 1030ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1031ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1032ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1033ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1034ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1035ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1036ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1037ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 11ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 111 dws SO: the, Input: [d]
1 2 5 7 3 112 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 113 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 114 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 115 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 116 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 117 ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 118 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 119 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1110ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1111ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1112ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1113ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1114ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1115ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1116ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1117ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1118ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1119ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1120ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1121ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1122ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1123ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1124ism SO: {book,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1125ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1126ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1127ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1128ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1129ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1130ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1131ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1132ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1133ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 1134ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1135ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1136ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1137ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1138ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1139ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1140ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1141ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 1142ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1143ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1144ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1145ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1146ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1147ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1148ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1149ipm SO: <{{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 121 dws SO: the, Input: [d]
1 2 5 7 3 122 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 123 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 124 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 125 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 126 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 127 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 129 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1210ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1211ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1212ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1213ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1214ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1215ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1216ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1218ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1219ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1220ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1221ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 1222ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1223ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1224ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1225ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1226ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1227ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1228ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1229ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 1230ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1231ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1232ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1233ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1234ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1235ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1236ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1237ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 13ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 131 dws SO: the, Input: [d]
1 2 5 7 3 132 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 133 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 134 ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 135 ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 136 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 137 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 138 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 139 ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1310ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1311ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1312ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1313ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1314ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1315ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1316ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1317ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1318ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1319ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1320ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1321ism SO: {{book,n!case},{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1322ism SO: {book,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1323ism SO: {n!case,{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1324ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1325ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1326ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1327ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1328ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1329ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 1330ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1331ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1332ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1333ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1334ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1335ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1336ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1337ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 1338ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1339ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1340ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1341ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1342ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1343ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1344ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1345ipm SO: <{{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 14ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 141 dws SO: the, Input: [d]
1 2 5 7 3 142 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 143 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 144 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 145 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 146 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 147 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 148 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 149 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1410ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1411ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1412ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1413ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1414ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1415ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1416ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1417ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1418ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1419ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1420ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1421ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 1422ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1423ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1424ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1425ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1426ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1427ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1428ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1429ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 1430ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1431ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1432ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1433ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1434ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1435ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1436ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1437ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 15ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 151 dws SO: the, Input: [d]
1 2 5 7 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 153 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 155 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 156 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 158 ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 159 ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1511ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1513ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1514ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1515ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1517ism SO: {{book,{book,n!case}},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1518ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1520ism SO: {book,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1522ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1523ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1524ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1525ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 1526ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1527ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1528ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1529ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1530ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1531ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1532ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1533ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 1534ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1535ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1536ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1537ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1538ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1539ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1540ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1541ipm SO: <{{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 161 dws SO: the, Input: [d]
1 2 5 7 3 162 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 163 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 164 ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 165 ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 166 ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 167 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 168 ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 169 ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1610ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1611ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1612ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1613ism SO: {{n!case,{book,{book,n!case}}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1614ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1615ism SO: {{book,{book,n!case}},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1616ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1617ism SO: {{book,n!case},{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1618ism SO: {book,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1619ism SO: {n!case,{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1620ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1621ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 1622ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1623ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1624ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1625ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1626ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1627ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1628ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1629ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 1630ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1631ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1632ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1633ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1634ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1635ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1636ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1637ipm SO: <{book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 17ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 3 171 dws SO: the, Input: [d]
1 2 5 7 3 172 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 173 ism SO: {{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 174 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 175 ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 176 ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 177 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 179 ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1710ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1711ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1712ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1713ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1714ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1715ism SO: {{book,{book,n!case}},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1716ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1718ism SO: {book,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1719ism SO: {n!case,{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 3 1720ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1721ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 3 1722ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1723ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1724ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1725ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1726ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1727ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1728ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1729ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 1730ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1731ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 1732ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 1733ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1734ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1735ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1736ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 3 1737ipm SO: <{n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 18ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 181 dws SO: the, Input: [d]
1 2 5 7 3 182 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 183 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 184 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 185 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 186 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 187 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 188 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 3 189 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 1810ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 3 1811ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 1812ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 3 1813ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 3 19ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 191 dws SO: the, Input: [d]
1 2 5 7 3 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 201 dws SO: the, Input: [d]
1 2 5 7 3 202 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 3 203 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 3 204 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 3 205 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 3 206 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 3 207 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 208 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 3 209 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 3 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 3 211 dws SO: the, Input: [d]
1 2 5 7 3 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 221 dws SO: the, Input: [d]
1 2 5 7 3 222 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 3 223 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 3 224 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 3 225 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 3 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 3 231 dws SO: the, Input: [d]
1 2 5 7 3 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 241 dws SO: the, Input: [d]
1 2 5 7 3 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 3 251 dws SO: the, Input: [d]
1 2 5 7 3 252 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 3 253 ism SO: {{n!case,{book,{book,n!case}}},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 3 254 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 3 255 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 3 256 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 3 257 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 3 258 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 3 259 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 3 2510ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 3 2511ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 2512ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 3 2513ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 2514ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 3 2515ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 2516ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 3 2517ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 3 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 261 dws SO: the, Input: [d]
1 2 5 7 3 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 3 271 dws SO: the, Input: [d]
1 2 5 7 3 272 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 273 ism SO: {{book,{book,n!case}},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 274 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 275 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 276 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 277 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 3 278 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 3 279 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 2710ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 3 2711ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 2712ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 3 2713ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 3 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 281 dws SO: the, Input: [d]
1 2 5 7 3 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 3 291 dws SO: the, Input: [d]
1 2 5 7 3 292 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 3 293 ism SO: {{book,n!case},<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 3 294 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 3 295 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 3 296 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 3 297 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 298 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 3 299 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 3 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 3 301 dws SO: the, Input: [d]
1 2 5 7 3 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 3 311 dws SO: the, Input: [d]
1 2 5 7 3 312 ism SO: {book,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 3 313 ism SO: {n!case,<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 3 314 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 3 315 ipm SO: <<{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 3 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 3 321 dws SO: the, Input: [d]
1 2 5 7 3 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 3 331 dws SO: the, Input: [d]
1 2 5 7 4 ism SO: {n!case,{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 7 4 1 dws SO: the, Input: [d]
1 2 5 7 4 1 1 esm SO: {the,d}, Input: []
1 2 5 7 4 1 2 epm SO: <the,d>, Input: []
1 2 5 7 4 1 3 epm SO: <d,the>, Input: []
1 2 5 7 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 1 dws SO: the, Input: [d]
1 2 5 7 4 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 4 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 3 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 1 dws SO: the, Input: [d]
1 2 5 7 4 3 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 11ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 12ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 17ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 18ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 19ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 21ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 3 22ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 3 23ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 3 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 3 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 3 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 3 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 3 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 3 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 3 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 3 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 4 3 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 3 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 3 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 3 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 3 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 3 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 3 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 3 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 3 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 3 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 1 dws SO: the, Input: [d]
1 2 5 7 4 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 4 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 5 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 1 dws SO: the, Input: [d]
1 2 5 7 4 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 9 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 4 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 1 dws SO: the, Input: [d]
1 2 5 7 4 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 4 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 7 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 1 dws SO: the, Input: [d]
1 2 5 7 4 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 7 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 7 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 7 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 7 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 7 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 7 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 7 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 4 7 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 7 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 7 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 7 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 7 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 7 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 7 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 7 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 7 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 7 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 1 dws SO: the, Input: [d]
1 2 5 7 4 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 11ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 12ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 13ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 4 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 8 22ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 8 23ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 8 24ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 8 25ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 1 dws SO: the, Input: [d]
1 2 5 7 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 5 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 4 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 4 101 dws SO: the, Input: [d]
1 2 5 7 4 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 103 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 105 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 109 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 1010ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 1014ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 1015ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 4 1016ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 1017ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 1018ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 1019ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 1020ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 1021ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 1022ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 1023ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 1024ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 1025ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 11ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 4 111 dws SO: the, Input: [d]
1 2 5 7 4 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 113 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 115 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 1110ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 4 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 4 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 4 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 12ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 121 dws SO: the, Input: [d]
1 2 5 7 4 13ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 4 131 dws SO: the, Input: [d]
1 2 5 7 4 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 4 133 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 4 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 4 135 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 4 136 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 4 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 4 138 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 4 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 4 1310ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 4 1311ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 1312ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 4 1313ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 1314ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 4 1315ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 1316ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 4 1317ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 141 dws SO: the, Input: [d]
1 2 5 7 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 4 151 dws SO: the, Input: [d]
1 2 5 7 4 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 4 153 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 4 154 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 4 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 4 156 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 4 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 4 158 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 4 159 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 1510ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 4 1511ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 1512ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 4 1513ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 161 dws SO: the, Input: [d]
1 2 5 7 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 4 171 dws SO: the, Input: [d]
1 2 5 7 4 172 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 4 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 4 174 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 4 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 4 176 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 4 177 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 178 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 4 179 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 4 181 dws SO: the, Input: [d]
1 2 5 7 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 4 191 dws SO: the, Input: [d]
1 2 5 7 4 192 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 4 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 4 194 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 4 195 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 4 201 dws SO: the, Input: [d]
1 2 5 7 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 4 211 dws SO: the, Input: [d]
1 2 5 7 5 ism SO: {{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 7 5 1 dws SO: the, Input: [d]
1 2 5 7 5 1 1 esm SO: {the,d}, Input: []
1 2 5 7 5 1 2 epm SO: <the,d>, Input: []
1 2 5 7 5 1 3 epm SO: <d,the>, Input: []
1 2 5 7 5 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 1 dws SO: the, Input: [d]
1 2 5 7 5 2 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 3 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 5 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 6 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 7 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 8 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 9 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 10ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 11ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 12ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 14ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 15ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 16ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 17ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 18ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 19ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 20ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 21ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 2 22ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 2 23ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 2 24ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 2 25ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 2 26ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 2 27ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 2 28ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 2 29ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 2 30ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 2 31ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 2 32ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 2 33ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 2 34ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 2 35ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 2 36ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 2 37ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 2 38ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 2 39ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 2 40ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 2 41ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 1 dws SO: the, Input: [d]
1 2 5 7 5 3 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 3 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 12ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 14ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 17ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 3 18ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 3 19ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 3 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 3 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 3 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 3 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 3 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 3 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 3 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 3 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 3 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 3 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 3 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 3 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 3 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 3 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 1 dws SO: the, Input: [d]
1 2 5 7 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 3 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 4 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 5 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 6 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 7 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 9 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 10ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 12ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 13ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 14ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 15ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 16ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 17ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 18ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 19ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 4 20ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 4 21ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 4 22ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 4 23ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 4 24ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 4 25ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 4 26ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 4 27ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 4 28ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 4 29ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 4 30ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 4 31ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 4 32ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 4 33ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 4 34ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 4 35ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 4 36ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 4 37ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 1 dws SO: the, Input: [d]
1 2 5 7 5 5 2 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 3 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 4 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 5 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 6 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 7 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 8 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 10ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 11ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 12ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 13ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 14ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 15ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 16ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 17ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 5 18ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 5 19ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 5 20ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 5 21ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 5 22ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 5 23ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 5 24ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 5 25ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 5 26ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 5 27ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 5 28ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 5 29ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 5 30ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 5 31ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 5 32ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 5 33ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 1 dws SO: the, Input: [d]
1 2 5 7 5 6 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 3 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 14ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 6 18ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 6 19ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 6 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 6 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 6 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 6 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 6 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 6 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 6 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 6 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 6 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 6 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 6 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 6 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 6 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 6 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 1 dws SO: the, Input: [d]
1 2 5 7 5 7 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 11ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 12ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 13ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 14ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 15ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 17ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 18ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 19ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 20ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 21ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 22ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 23ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 24ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 25ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 7 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 7 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 7 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 7 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 7 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 7 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 7 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 7 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 7 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 7 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 7 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 7 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 7 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 7 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 7 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 7 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 7 42ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 7 43ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 7 44ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 7 45ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 7 46ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 7 47ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 7 48ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 7 49ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 1 dws SO: the, Input: [d]
1 2 5 7 5 8 2 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 3 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 4 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 5 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 6 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 7 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 8 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 10ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 11ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 12ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 13ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 14ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 15ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 16ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 17ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 8 18ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 8 19ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 8 20ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 8 21ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 8 22ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 8 23ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 8 24ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 8 25ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 8 26ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 8 27ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 8 28ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 8 29ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 8 30ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 8 31ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 8 32ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 8 33ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 1 dws SO: the, Input: [d]
1 2 5 7 5 9 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 9 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 10ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 12ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 13ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 15ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 18ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 19ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 20ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 21ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 22ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 23ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 9 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 9 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 9 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 9 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 9 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 9 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 9 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 9 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 9 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 9 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 9 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 9 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 9 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 9 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 9 38ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 9 39ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 9 40ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 9 41ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 9 42ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 9 43ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 9 44ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 9 45ipm SO: <{{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 101 dws SO: the, Input: [d]
1 2 5 7 5 102 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 103 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 104 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 105 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 106 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 107 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 108 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 109 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1010ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1011ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1012ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1013ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1014ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1015ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1016ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1017ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1018ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1019ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 1020ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1021ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1022ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1023ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1024ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1025ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 1026ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1027ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 1028ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1029ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1030ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1031ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1032ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1033ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 11ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 111 dws SO: the, Input: [d]
1 2 5 7 5 112 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 113 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 114 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 115 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 116 ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 117 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 118 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 119 ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1110ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1111ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1112ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1113ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1114ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1115ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1116ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1117ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1118ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1119ism SO: {{book,n!case},{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1120ism SO: {book,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1121ism SO: {n!case,{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1122ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1123ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1124ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1125ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1126ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1127ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 1128ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1129ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1130ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1131ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1132ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1133ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 1134ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1135ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 1136ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1137ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1138ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1139ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1140ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1141ipm SO: <{{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 12ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 121 dws SO: the, Input: [d]
1 2 5 7 5 122 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 123 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 124 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 125 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 126 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 127 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 128 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 129 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1210ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1211ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1212ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1213ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1214ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1215ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1216ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1217ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1218ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1219ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 1220ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1221ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1222ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1223ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1224ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1225ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 1226ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1227ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 1228ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1229ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1230ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1231ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1232ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1233ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 13ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 131 dws SO: the, Input: [d]
1 2 5 7 5 132 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 133 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 134 ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 135 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 136 ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 137 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 138 ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 139 ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1310ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1311ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1312ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1313ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1314ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1315ism SO: {{book,{book,n!case}},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1316ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1317ism SO: {{book,n!case},{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1318ism SO: {book,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1319ism SO: {n!case,{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1320ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1321ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1322ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1323ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 1324ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1325ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1326ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1327ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1328ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1329ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 1330ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1331ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 1332ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1333ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1334ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1335ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1336ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1337ipm SO: <{{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 141 dws SO: the, Input: [d]
1 2 5 7 5 142 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 143 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 144 ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 145 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 146 ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 147 ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 148 ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 149 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1410ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1411ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1412ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1413ism SO: {{book,{book,n!case}},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1414ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1415ism SO: {{book,n!case},{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1416ism SO: {book,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1417ism SO: {n!case,{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1418ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1419ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 1420ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1421ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1422ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1423ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1424ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1425ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 1426ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1427ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 1428ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1429ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1430ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1431ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1432ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1433ipm SO: <{book,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 15ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 5 151 dws SO: the, Input: [d]
1 2 5 7 5 152 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 153 ism SO: {{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 154 ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 155 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 156 ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 157 ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 158 ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 159 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1510ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1511ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1512ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1513ism SO: {{book,{book,n!case}},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1514ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1515ism SO: {{book,n!case},{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1516ism SO: {book,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1517ism SO: {n!case,{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 5 1518ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1519ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 5 1520ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1521ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1522ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1523ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1524ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1525ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 1526ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1527ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 1528ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 1529ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 1530ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1531ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 1532ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 5 1533ipm SO: <{n!case,{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 16ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 161 dws SO: the, Input: [d]
1 2 5 7 5 162 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 5 163 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 5 164 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 5 165 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 5 166 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 5 167 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 168 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 5 169 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 5 17ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 5 171 dws SO: the, Input: [d]
1 2 5 7 5 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 181 dws SO: the, Input: [d]
1 2 5 7 5 182 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 5 183 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 5 184 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 5 185 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 5 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 5 191 dws SO: the, Input: [d]
1 2 5 7 5 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 201 dws SO: the, Input: [d]
1 2 5 7 5 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 5 211 dws SO: the, Input: [d]
1 2 5 7 5 212 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 5 213 ism SO: {{n!case,{book,{book,n!case}}},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 5 214 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 5 215 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 5 216 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 5 217 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 5 218 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 5 219 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 5 2110ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 5 2111ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 2112ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 5 2113ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 2114ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 5 2115ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 2116ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 5 2117ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 5 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 221 dws SO: the, Input: [d]
1 2 5 7 5 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 5 231 dws SO: the, Input: [d]
1 2 5 7 5 232 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 5 233 ism SO: {{book,{book,n!case}},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 5 234 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 5 235 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 5 236 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 5 237 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 5 238 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 5 239 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 2310ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 5 2311ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 2312ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 5 2313ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 5 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 241 dws SO: the, Input: [d]
1 2 5 7 5 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 5 251 dws SO: the, Input: [d]
1 2 5 7 5 252 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 5 253 ism SO: {{book,n!case},<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 5 254 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 5 255 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 5 256 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 5 257 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 258 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 5 259 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 5 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 5 261 dws SO: the, Input: [d]
1 2 5 7 5 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 5 271 dws SO: the, Input: [d]
1 2 5 7 5 272 ism SO: {book,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 5 273 ism SO: {n!case,<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 5 274 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 5 275 ipm SO: <<{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 5 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 5 281 dws SO: the, Input: [d]
1 2 5 7 5 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 5 291 dws SO: the, Input: [d]
1 2 5 7 6 ism SO: {book,{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 7 6 1 dws SO: the, Input: [d]
1 2 5 7 6 1 1 esm SO: {the,d}, Input: []
1 2 5 7 6 1 2 epm SO: <the,d>, Input: []
1 2 5 7 6 1 3 epm SO: <d,the>, Input: []
1 2 5 7 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 1 dws SO: the, Input: [d]
1 2 5 7 6 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 10ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 12ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 13ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 2 14ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 2 15ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 6 2 16ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 2 17ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 2 18ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 2 19ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 2 20ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 2 21ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 2 22ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 2 23ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 2 24ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 2 25ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 3 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 1 dws SO: the, Input: [d]
1 2 5 7 6 3 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 11ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 12ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 17ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 18ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 19ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 21ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 3 22ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 3 23ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 3 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 3 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 3 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 3 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 3 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 3 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 3 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 3 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 6 3 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 3 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 3 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 3 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 3 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 3 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 3 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 3 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 3 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 3 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 1 dws SO: the, Input: [d]
1 2 5 7 6 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 12ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 6 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 4 22ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 4 23ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 4 24ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 4 25ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 5 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 1 dws SO: the, Input: [d]
1 2 5 7 6 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 9 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 6 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 1 dws SO: the, Input: [d]
1 2 5 7 6 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 12ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 6 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 6 22ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 6 23ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 6 24ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 6 25ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 7 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 1 dws SO: the, Input: [d]
1 2 5 7 6 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 7 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 7 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 7 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 7 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 7 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 7 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 7 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 6 7 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 7 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 7 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 7 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 7 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 7 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 7 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 7 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 7 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 7 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 1 dws SO: the, Input: [d]
1 2 5 7 6 8 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 10ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 12ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 13ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 8 14ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 8 15ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 6 8 16ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 8 17ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 8 18ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 8 19ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 8 20ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 8 21ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 8 22ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 8 23ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 8 24ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 8 25ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 9 ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 1 dws SO: the, Input: [d]
1 2 5 7 6 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 5 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 12ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 14ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 9 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 9 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 9 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 9 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 6 9 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 9 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 9 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 9 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 9 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 9 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 9 26ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 9 27ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 9 28ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 9 29ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 10ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 6 101 dws SO: the, Input: [d]
1 2 5 7 6 102 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 103 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 104 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 105 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 106 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 108 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 109 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 1010ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 1011ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 1012ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 1013ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 1014ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 1015ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 6 1016ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 1017ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 1018ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 1019ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 1020ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 1021ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 1022ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 1023ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 1024ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 1025ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 11ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 6 111 dws SO: the, Input: [d]
1 2 5 7 6 112 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 113 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 114 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 115 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 116 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 118 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 119 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 1110ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 1112ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 1113ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 6 1114ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 1115ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 6 1116ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 1117ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 1118ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 1119ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 1120ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 1121ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 1122ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 1123ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 1124ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 6 1125ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 12ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 6 121 dws SO: the, Input: [d]
1 2 5 7 6 13ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 6 131 dws SO: the, Input: [d]
1 2 5 7 6 132 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 6 133 ism SO: {{n!case,{book,{book,n!case}}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 6 134 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 6 135 ism SO: {{book,{book,n!case}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 6 136 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 6 137 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 6 138 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 6 139 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 6 1310ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 6 1311ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 1312ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 6 1313ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 1314ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 6 1315ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 1316ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 6 1317ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 6 14ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 141 dws SO: the, Input: [d]
1 2 5 7 6 15ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 6 151 dws SO: the, Input: [d]
1 2 5 7 6 152 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 6 153 ism SO: {{book,{book,n!case}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 6 154 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 6 155 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 6 156 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 6 157 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 6 158 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 6 159 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 1510ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 6 1511ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 1512ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 6 1513ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 6 16ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 161 dws SO: the, Input: [d]
1 2 5 7 6 17ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 6 171 dws SO: the, Input: [d]
1 2 5 7 6 172 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 6 173 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 6 174 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 6 175 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 6 176 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 6 177 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 178 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 6 179 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 6 18ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 6 181 dws SO: the, Input: [d]
1 2 5 7 6 19ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 6 191 dws SO: the, Input: [d]
1 2 5 7 6 192 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 6 193 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 6 194 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 6 195 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 6 20ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 6 201 dws SO: the, Input: [d]
1 2 5 7 6 21ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 6 211 dws SO: the, Input: [d]
1 2 5 7 7 ism SO: {{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 7 7 1 dws SO: the, Input: [d]
1 2 5 7 7 1 1 esm SO: {the,d}, Input: []
1 2 5 7 7 1 2 epm SO: <the,d>, Input: []
1 2 5 7 7 1 3 epm SO: <d,the>, Input: []
1 2 5 7 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 1 dws SO: the, Input: [d]
1 2 5 7 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 11ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 13ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 14ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 1 dws SO: the, Input: [d]
1 2 5 7 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 9 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 10ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 11ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 12ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 1 dws SO: the, Input: [d]
1 2 5 7 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 1 dws SO: the, Input: [d]
1 2 5 7 7 5 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 11ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 12ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 13ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 15ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 17ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 18ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 19ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 21ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 22ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 23ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 5 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 5 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 5 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 5 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 5 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 5 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 5 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 5 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 5 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 5 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 5 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 5 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 5 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 5 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 5 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 5 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 5 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 5 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 5 42ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 5 43ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 5 44ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 5 45ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 1 dws SO: the, Input: [d]
1 2 5 7 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 7 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 1 dws SO: the, Input: [d]
1 2 5 7 7 7 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 10ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 11ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 16ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 17ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 18ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 19ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 20ism SO: {book,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 21ism SO: {n!case,{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 7 22ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 7 23ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 7 24ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 7 25ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 7 26ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 7 27ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 7 28ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 7 29ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 7 30ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 7 31ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 7 32ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 7 33ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 7 34ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 7 35ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 7 36ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 7 37ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 7 38ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 7 39ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 7 40ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 7 41ipm SO: <{{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 1 dws SO: the, Input: [d]
1 2 5 7 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 9 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 11ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 8 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 8 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 8 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 8 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 8 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 8 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 8 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 8 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 8 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 8 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 8 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 8 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 8 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 8 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 9 ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 1 dws SO: the, Input: [d]
1 2 5 7 7 9 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 3 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 4 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 5 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 6 ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 8 ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 9 ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 10ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 12ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 13ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 14ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 15ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 16ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 17ism SO: {{book,n!case},{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 18ism SO: {book,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 19ism SO: {n!case,{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 9 20ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 9 21ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 9 22ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 9 23ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 9 24ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 9 25ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 9 26ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 9 27ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 9 28ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 9 29ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 9 30ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 9 31ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 9 32ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 9 33ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 9 34ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 9 35ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 9 36ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 9 37ipm SO: <{{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 101 dws SO: the, Input: [d]
1 2 5 7 7 102 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 103 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 104 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 105 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 106 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 107 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 108 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 109 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1010ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1011ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1012ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1013ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1014ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1015ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1016ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1017ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 1018ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 1019ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1020ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1021ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 1022ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1023ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 1024ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1025ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 1026ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1027ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 1028ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1029ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 111 dws SO: the, Input: [d]
1 2 5 7 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 115 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 119 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1111ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1113ism SO: {{book,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1114ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 12ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 121 dws SO: the, Input: [d]
1 2 5 7 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 123 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 127 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 129 ism SO: {{n!case,{book,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1210ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1211ism SO: {{book,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1212ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1216ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1217ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 1218ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 1219ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1220ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1221ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 1222ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1223ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 1224ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1225ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 1226ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1227ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 1228ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1229ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 13ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 7 131 dws SO: the, Input: [d]
1 2 5 7 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 133 ism SO: {{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 137 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 139 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1310ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1311ism SO: {{book,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1312ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 14ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 141 dws SO: the, Input: [d]
1 2 5 7 7 142 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 7 144 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 7 145 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 7 15ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 7 151 dws SO: the, Input: [d]
1 2 5 7 7 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 161 dws SO: the, Input: [d]
1 2 5 7 7 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 7 171 dws SO: the, Input: [d]
1 2 5 7 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 7 173 ism SO: {{n!case,{book,{book,n!case}}},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 7 174 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 7 175 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 7 176 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 7 178 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 7 1710ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 7 1711ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 1712ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 7 1713ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 1714ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 7 1715ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 1716ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 7 1717ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 7 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 181 dws SO: the, Input: [d]
1 2 5 7 7 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 7 191 dws SO: the, Input: [d]
1 2 5 7 7 192 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 7 193 ism SO: {{book,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 7 194 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 7 196 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 7 198 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 7 199 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 1910ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 7 1911ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 1912ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 7 1913ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 7 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 201 dws SO: the, Input: [d]
1 2 5 7 7 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 7 211 dws SO: the, Input: [d]
1 2 5 7 7 212 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 7 214 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 7 216 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 7 217 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 218 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 7 219 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 7 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 7 221 dws SO: the, Input: [d]
1 2 5 7 7 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 7 231 dws SO: the, Input: [d]
1 2 5 7 7 232 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 7 234 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 7 235 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 7 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 7 241 dws SO: the, Input: [d]
1 2 5 7 7 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 7 251 dws SO: the, Input: [d]
1 2 5 7 8 ism SO: {book,{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 7 8 1 dws SO: the, Input: [d]
1 2 5 7 8 1 1 esm SO: {the,d}, Input: []
1 2 5 7 8 1 2 epm SO: <the,d>, Input: []
1 2 5 7 8 1 3 epm SO: <d,the>, Input: []
1 2 5 7 8 2 ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 1 dws SO: the, Input: [d]
1 2 5 7 8 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 10ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 12ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 13ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 2 14ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 2 15ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 8 2 16ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 2 17ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 2 18ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 2 19ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 2 20ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 2 21ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 2 22ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 2 23ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 2 24ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 2 25ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 3 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 1 dws SO: the, Input: [d]
1 2 5 7 8 3 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 11ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 12ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 17ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 18ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 19ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 21ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 3 22ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 3 23ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 3 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 3 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 3 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 3 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 3 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 3 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 3 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 3 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 8 3 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 3 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 3 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 3 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 3 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 3 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 3 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 3 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 3 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 3 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 1 dws SO: the, Input: [d]
1 2 5 7 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 12ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 8 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 4 22ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 4 23ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 4 24ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 4 25ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 5 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 1 dws SO: the, Input: [d]
1 2 5 7 8 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 9 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 10ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 8 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 1 dws SO: the, Input: [d]
1 2 5 7 8 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 9 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 12ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 8 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 6 22ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 6 23ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 6 24ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 6 25ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 7 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 1 dws SO: the, Input: [d]
1 2 5 7 8 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 3 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 5 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 6 ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 7 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 8 ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 10ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 12ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 14ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 16ism SO: {book,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 17ism SO: {n!case,{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 7 18ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 7 19ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 7 20ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 7 21ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 7 22ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 7 23ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 8 7 24ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 7 25ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 7 26ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 7 27ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 7 28ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 7 29ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 7 30ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 7 31ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 7 32ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 7 33ipm SO: <{{book,{book,n!case}},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 8 ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 1 dws SO: the, Input: [d]
1 2 5 7 8 8 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 3 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 9 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 10ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 12ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 13ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 8 14ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 8 15ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 8 8 16ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 8 17ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 8 18ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 8 19ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 8 20ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 8 21ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 8 22ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 8 23ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 8 24ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 8 25ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 9 ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 1 dws SO: the, Input: [d]
1 2 5 7 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 5 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 12ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 10ism SO: {book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 8 101 dws SO: the, Input: [d]
1 2 5 7 8 102 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 103 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 104 ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 105 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 106 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 108 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 109 ism SO: {{book,{book,n!case}},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 1010ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 1012ism SO: {book,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 1013ism SO: {n!case,{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 1014ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 1015ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 8 1016ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 1017ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 1018ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 1019ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 1020ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 1021ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 1022ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 1023ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 1024ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 1025ipm SO: <{book,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 11ism SO: {n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 8 111 dws SO: the, Input: [d]
1 2 5 7 8 112 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 113 ism SO: {{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 114 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 115 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 116 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 118 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 119 ism SO: {{book,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 1110ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 1112ism SO: {book,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 1113ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 8 1114ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 1115ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 8 1116ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 1117ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 1118ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 1119ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 1120ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 1121ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 1122ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 1123ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 1124ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 8 1125ipm SO: <{n!case,{book,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 12ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 8 121 dws SO: the, Input: [d]
1 2 5 7 8 13ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 8 131 dws SO: the, Input: [d]
1 2 5 7 8 132 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 8 133 ism SO: {{n!case,{book,{book,n!case}}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 8 134 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 8 135 ism SO: {{book,{book,n!case}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 8 136 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 8 137 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 8 138 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 8 139 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 8 1310ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 8 1311ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 1312ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 8 1313ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 1314ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 8 1315ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 1316ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 8 1317ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 8 14ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 141 dws SO: the, Input: [d]
1 2 5 7 8 15ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 8 151 dws SO: the, Input: [d]
1 2 5 7 8 152 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 8 153 ism SO: {{book,{book,n!case}},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 8 154 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 8 155 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 8 156 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 8 157 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 8 158 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 8 159 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 1510ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 8 1511ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 1512ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 8 1513ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 8 16ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 161 dws SO: the, Input: [d]
1 2 5 7 8 17ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 8 171 dws SO: the, Input: [d]
1 2 5 7 8 172 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 8 173 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 8 174 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 8 175 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 8 176 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 8 177 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 178 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 8 179 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 8 18ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 8 181 dws SO: the, Input: [d]
1 2 5 7 8 19ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 8 191 dws SO: the, Input: [d]
1 2 5 7 8 192 ism SO: {book,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 8 193 ism SO: {n!case,<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 8 194 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 8 195 ipm SO: <<{book,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 8 20ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 8 201 dws SO: the, Input: [d]
1 2 5 7 8 21ipm SO: <{book,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 8 211 dws SO: the, Input: [d]
1 2 5 7 9 ism SO: {n!case,{n!case,{n!case,{book,{book,n!case}}}}}, Input: [[the,d]]
1 2 5 7 9 1 dws SO: the, Input: [d]
1 2 5 7 9 1 1 esm SO: {the,d}, Input: []
1 2 5 7 9 1 2 epm SO: <the,d>, Input: []
1 2 5 7 9 1 3 epm SO: <d,the>, Input: []
1 2 5 7 9 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 1 dws SO: the, Input: [d]
1 2 5 7 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 9 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 3 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 1 dws SO: the, Input: [d]
1 2 5 7 9 3 2 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 3 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 4 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 5 ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 6 ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 7 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 9 ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 10ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 11ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 12ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 13ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 14ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 15ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 16ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 17ism SO: {{book,{book,n!case}},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 18ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 19ism SO: {{book,n!case},{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 20ism SO: {book,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 21ism SO: {n!case,{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 3 22ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 3 23ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 3 24ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 3 25ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 3 26ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 3 27ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 3 28ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 3 29ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 3 30ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 3 31ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 9 3 32ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 3 33ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 3 34ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 3 35ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 3 36ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 3 37ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 3 38ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 3 39ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 3 40ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 3 41ipm SO: <{{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 1 dws SO: the, Input: [d]
1 2 5 7 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 9 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 5 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 1 dws SO: the, Input: [d]
1 2 5 7 9 5 2 ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 3 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 4 ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 5 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 6 ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 7 ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 8 ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 9 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 10ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 11ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 12ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 13ism SO: {{n!case,{book,{book,n!case}}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 14ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 15ism SO: {{book,{book,n!case}},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 16ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 17ism SO: {{book,n!case},{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 18ism SO: {book,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 19ism SO: {n!case,{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 5 20ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 5 21ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 5 22ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 5 23ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 5 24ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 5 25ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 5 26ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 5 27ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 9 5 28ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 5 29ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 5 30ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 5 31ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 5 32ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 5 33ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 5 34ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 5 35ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 5 36ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 5 37ipm SO: <{{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 1 dws SO: the, Input: [d]
1 2 5 7 9 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 7 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 9 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 9 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 7 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 1 dws SO: the, Input: [d]
1 2 5 7 9 7 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 3 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 4 ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 5 ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 6 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 7 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 8 ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 9 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 10ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 11ism SO: {{n!case,{book,{book,n!case}}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 12ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 13ism SO: {{book,{book,n!case}},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 14ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 15ism SO: {{book,n!case},{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 16ism SO: {book,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 17ism SO: {n!case,{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 7 18ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 7 19ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 7 20ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 7 21ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 7 22ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 7 23ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 9 7 24ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 7 25ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 7 26ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 7 27ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 7 28ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 7 29ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 7 30ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 7 31ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 7 32ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 7 33ipm SO: <{{book,{book,n!case}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 1 dws SO: the, Input: [d]
1 2 5 7 9 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 3 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 5 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 7 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 9 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 11ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 12ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 13ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 9 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 8 22ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 8 23ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 8 24ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 8 25ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 1 dws SO: the, Input: [d]
1 2 5 7 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 5 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 7 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 9 ism SO: {{n!case,{book,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 11ism SO: {{book,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 10ism SO: {book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 9 101 dws SO: the, Input: [d]
1 2 5 7 9 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 103 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 105 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 107 ism SO: {{n!case,{book,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 109 ism SO: {{book,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 1010ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 1014ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 1015ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 9 1016ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 1017ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 1018ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 1019ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 1020ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 1021ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 1022ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 1023ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 1024ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 1025ipm SO: <{book,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 11ism SO: {n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}, Input: [[the,d]]
1 2 5 7 9 111 dws SO: the, Input: [d]
1 2 5 7 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 113 ism SO: {{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 115 ism SO: {{n!case,{n!case,{book,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 117 ism SO: {{n!case,{book,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 119 ism SO: {{book,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 1110ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}}}, Input: [[the,d]]
1 2 5 7 9 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,{book,n!case}}}}}>, Input: [[the,d]]
1 2 5 7 9 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},book>, Input: [[the,d]]
1 2 5 7 9 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 12ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 121 dws SO: the, Input: [d]
1 2 5 7 9 13ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>, Input: [[the,d]]
1 2 5 7 9 131 dws SO: the, Input: [d]
1 2 5 7 9 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 9 133 ism SO: {{n!case,{book,{book,n!case}}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 9 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 9 135 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 9 136 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 9 138 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 9 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>}, Input: [[the,d]]
1 2 5 7 9 1310ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 9 1311ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 1312ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 9 1313ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 1314ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 9 1315ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 1316ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,book>, Input: [[the,d]]
1 2 5 7 9 1317ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{n!case,{book,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 2 5 7 9 14ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 141 dws SO: the, Input: [d]
1 2 5 7 9 15ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 9 151 dws SO: the, Input: [d]
1 2 5 7 9 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 9 153 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 9 154 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 9 156 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 9 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 9 158 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 9 159 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 1510ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 9 1511ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 1512ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 9 1513ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 9 16ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 161 dws SO: the, Input: [d]
1 2 5 7 9 17ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 9 171 dws SO: the, Input: [d]
1 2 5 7 9 172 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 9 174 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 9 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 9 176 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 9 177 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 178 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 9 179 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 9 18ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 9 181 dws SO: the, Input: [d]
1 2 5 7 9 19ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 9 191 dws SO: the, Input: [d]
1 2 5 7 9 192 ism SO: {book,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 9 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 9 194 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 9 195 ipm SO: <<{n!case,{n!case,{n!case,{book,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 9 20ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},book>, Input: [[the,d]]
1 2 5 7 9 201 dws SO: the, Input: [d]
1 2 5 7 9 21ipm SO: <{n!case,{n!case,{n!case,{book,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 2 5 7 9 211 dws SO: the, Input: [d]
1 2 5 7 10ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 7 101 dws SO: the, Input: [d]
1 2 5 7 101 1 esm SO: {the,d}, Input: []
1 2 5 7 101 2 epm SO: <the,d>, Input: []
1 2 5 7 101 3 epm SO: <d,the>, Input: []
1 2 5 7 11ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>, Input: [[the,d]]
1 2 5 7 111 dws SO: the, Input: [d]
1 2 5 7 111 1 esm SO: {the,d}, Input: []
1 2 5 7 111 2 epm SO: <the,d>, Input: []
1 2 5 7 111 3 epm SO: <d,the>, Input: []
1 2 5 7 112 ism SO: {n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 112 1 dws SO: the, Input: [d]
1 2 5 7 112 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 112 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 112 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 112 5 ism SO: {{book,{book,n!case}},{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 112 6 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 112 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 112 8 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 112 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 112 10ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 112 11ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 7 112 12ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 112 13ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 112 14ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 112 15ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 112 16ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 112 17ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 113 ism SO: {{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 113 1 dws SO: the, Input: [d]
1 2 5 7 113 2 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 3 ism SO: {book,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 4 ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 5 ism SO: {book,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 6 ism SO: {n!case,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 7 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 8 ism SO: {n!case,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 9 ism SO: {{book,{book,n!case}},{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 10ism SO: {book,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 11ism SO: {{book,n!case},{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 12ism SO: {book,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 13ism SO: {n!case,{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 113 14ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 113 15ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 113 16ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 113 17ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 113 18ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 113 19ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 7 113 20ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 113 21ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 113 22ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 113 23ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 113 24ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 113 25ipm SO: <{{book,{book,n!case}},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 114 ism SO: {book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 114 1 dws SO: the, Input: [d]
1 2 5 7 114 2 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 114 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 114 4 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 114 5 ism SO: {{book,{book,n!case}},{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 114 6 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 114 7 ism SO: {{book,n!case},{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 114 8 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 114 9 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 114 10ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 114 11ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 7 114 12ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 114 13ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 114 14ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 114 15ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 114 16ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 114 17ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 115 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 115 1 dws SO: the, Input: [d]
1 2 5 7 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 115 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 115 5 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 115 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 115 7 ism SO: {{book,{book,n!case}},{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 115 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 115 10ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 115 11ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 115 12ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 115 13ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 115 14ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 115 15ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 7 115 16ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 115 17ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 115 18ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 115 19ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 115 20ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 115 21ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 116 ism SO: {book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 116 1 dws SO: the, Input: [d]
1 2 5 7 116 2 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 116 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 116 4 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 116 5 ism SO: {{book,{book,n!case}},{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 116 6 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 116 7 ism SO: {{book,n!case},{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 116 8 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 116 9 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 116 10ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 116 11ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 7 116 12ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 116 13ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 116 14ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 116 15ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 116 16ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 116 17ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 117 ism SO: {n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}, Input: [[the,d]]
1 2 5 7 117 1 dws SO: the, Input: [d]
1 2 5 7 117 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 117 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 117 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 117 5 ism SO: {{book,{book,n!case}},{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 117 6 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 117 8 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 117 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>}}, Input: [[the,d]]
1 2 5 7 117 10ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 117 11ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>>, Input: [[the,d]]
1 2 5 7 117 12ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 117 13ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 117 14ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 117 15ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 117 16ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},book>, Input: [[the,d]]
1 2 5 7 117 17ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 2 5 7 118 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 118 1 dws SO: the, Input: [d]
1 2 5 7 119 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 119 1 dws SO: the, Input: [d]
1 2 5 7 119 2 ism SO: {book,<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 119 3 ism SO: {{book,n!case},<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 119 4 ism SO: {book,<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 119 5 ism SO: {n!case,<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 119 6 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 119 7 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 119 8 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 119 9 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 1110ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 11101 dws SO: the, Input: [d]
1 2 5 7 1111ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 11111 dws SO: the, Input: [d]
1 2 5 7 11112 ism SO: {book,<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 7 11113 ism SO: {n!case,<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 7 11114 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 11115 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 1112ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,book>, Input: [[the,d]]
1 2 5 7 11121 dws SO: the, Input: [d]
1 2 5 7 1113ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{n!case,{book,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 2 5 7 11131 dws SO: the, Input: [d]
1 2 5 7 12ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 7 121 dws SO: the, Input: [d]
1 2 5 7 121 1 esm SO: {the,d}, Input: []
1 2 5 7 121 2 epm SO: <the,d>, Input: []
1 2 5 7 121 3 epm SO: <d,the>, Input: []
1 2 5 7 13ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 7 131 dws SO: the, Input: [d]
1 2 5 7 131 1 esm SO: {the,d}, Input: []
1 2 5 7 131 2 epm SO: <the,d>, Input: []
1 2 5 7 131 3 epm SO: <d,the>, Input: []
1 2 5 7 132 ism SO: {book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 132 1 dws SO: the, Input: [d]
1 2 5 7 132 2 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 132 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 132 4 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 132 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 132 6 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 132 7 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 132 8 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 7 132 9 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 7 132 10ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 7 132 11ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 132 12ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 7 132 13ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 7 133 ism SO: {{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 133 1 dws SO: the, Input: [d]
1 2 5 7 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 133 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 133 5 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 133 6 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 133 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 133 10ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 133 11ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 7 133 12ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 7 133 13ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 7 133 14ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 7 133 15ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 133 16ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 7 133 17ipm SO: <{{book,n!case},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 7 134 ism SO: {book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 134 1 dws SO: the, Input: [d]
1 2 5 7 134 2 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 134 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 134 4 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 134 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 134 6 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 134 7 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 134 8 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 7 134 9 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 7 134 10ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 7 134 11ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 134 12ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 7 134 13ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 7 135 ism SO: {n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 7 135 1 dws SO: the, Input: [d]
1 2 5 7 135 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 135 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 135 4 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 135 6 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 135 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 7 135 8 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 7 135 9 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 7 135 10ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 7 135 11ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 7 135 12ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 7 135 13ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 7 136 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 136 1 dws SO: the, Input: [d]
1 2 5 7 137 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 7 137 1 dws SO: the, Input: [d]
1 2 5 7 137 2 ism SO: {book,<<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 7 137 3 ism SO: {n!case,<<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 7 137 4 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 137 5 ipm SO: <<<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 138 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 7 138 1 dws SO: the, Input: [d]
1 2 5 7 139 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 7 139 1 dws SO: the, Input: [d]
1 2 5 7 14ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 7 141 dws SO: the, Input: [d]
1 2 5 7 141 1 esm SO: {the,d}, Input: []
1 2 5 7 141 2 epm SO: <the,d>, Input: []
1 2 5 7 141 3 epm SO: <d,the>, Input: []
1 2 5 7 15ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 2 5 7 151 dws SO: the, Input: [d]
1 2 5 7 151 1 esm SO: {the,d}, Input: []
1 2 5 7 151 2 epm SO: <the,d>, Input: []
1 2 5 7 151 3 epm SO: <d,the>, Input: []
1 2 5 7 152 ism SO: {book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 152 1 dws SO: the, Input: [d]
1 2 5 7 152 2 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 7 152 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 7 152 4 ism SO: {book,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 7 152 5 ism SO: {n!case,{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 7 152 6 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 7 152 7 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 7 152 8 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 7 152 9 ipm SO: <{book,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 7 153 ism SO: {n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 7 153 1 dws SO: the, Input: [d]
1 2 5 7 153 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 7 153 3 ism SO: {<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 7 153 4 ism SO: {book,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 7 153 5 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 7 153 6 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 7 153 7 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 7 153 8 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 7 153 9 ipm SO: <{n!case,<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 7 154 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 7 154 1 dws SO: the, Input: [d]
1 2 5 7 155 ipm SO: <<{n!case,{n!case,{book,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 7 155 1 dws SO: the, Input: [d]
1 2 5 7 16ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},book>, Input: [[the,d]]
1 2 5 7 161 dws SO: the, Input: [d]
1 2 5 7 161 1 esm SO: {the,d}, Input: []
1 2 5 7 161 2 epm SO: <the,d>, Input: []
1 2 5 7 161 3 epm SO: <d,the>, Input: []
1 2 5 7 17ipm SO: <{n!case,{n!case,{book,{book,n!case}}}},n!case>, Input: [[the,d]]
1 2 5 7 171 dws SO: the, Input: [d]
1 2 5 7 171 1 esm SO: {the,d}, Input: []
1 2 5 7 171 2 epm SO: <the,d>, Input: []
1 2 5 7 171 3 epm SO: <d,the>, Input: []
1 2 5 8 ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [[the,d]]
1 2 5 8 1 dws SO: the, Input: [d]
1 2 5 8 1 1 esm SO: {the,d}, Input: []
1 2 5 8 1 1 1 uws SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 5 8 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 8 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 8 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 8 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 8 1 2 epm SO: <the,d>, Input: []
1 2 5 8 1 2 1 uws SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 5 8 1 3 epm SO: <d,the>, Input: []
1 2 5 8 1 3 1 uws SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 5 9 ipm SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [[the,d]]
1 2 5 9 1 dws SO: the, Input: [d]
1 2 5 9 1 1 esm SO: {the,d}, Input: []
1 2 5 9 1 1 1 uws SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [{the,d}]
1 2 5 9 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 9 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 9 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 9 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 9 1 2 epm SO: <the,d>, Input: []
1 2 5 9 1 2 1 uws SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<the,d>]
1 2 5 9 1 3 epm SO: <d,the>, Input: []
1 2 5 9 1 3 1 uws SO: <{n!case,{book,{book,n!case}}},{book,{book,n!case}}>, Input: [<d,the>]
1 2 5 9 2 ism SO: {book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 9 2 1 dws SO: the, Input: [d]
1 2 5 9 2 1 1 esm SO: {the,d}, Input: []
1 2 5 9 2 1 2 epm SO: <the,d>, Input: []
1 2 5 9 2 1 3 epm SO: <d,the>, Input: []
1 2 5 9 2 2 ism SO: {book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 2 2 1 dws SO: the, Input: [d]
1 2 5 9 2 2 2 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 2 3 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 2 4 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 2 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 2 6 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 2 7 ism SO: {{book,n!case},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 2 8 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 2 9 ism SO: {n!case,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 2 10ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 2 11ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 2 2 12ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 2 13ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 2 2 14ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 2 15ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 2 2 16ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 2 17ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 2 3 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 2 3 1 dws SO: the, Input: [d]
1 2 5 9 2 3 2 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 3 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 4 ism SO: {{book,n!case},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 5 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 6 ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 7 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 8 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 9 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 10ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 11ism SO: {{book,n!case},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 12ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 13ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 3 14ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 2 3 15ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 3 16ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 2 3 17ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 3 18ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 2 3 19ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 2 3 20ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 3 21ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 2 3 22ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 3 23ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 2 3 24ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 3 25ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 2 4 ism SO: {book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 2 4 1 dws SO: the, Input: [d]
1 2 5 9 2 4 2 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 4 3 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 4 4 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 4 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 4 6 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 4 7 ism SO: {{book,n!case},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 4 8 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 4 9 ism SO: {n!case,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 4 10ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 4 11ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 2 4 12ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 4 13ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 2 4 14ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 4 15ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 2 4 16ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 4 17ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 2 5 ism SO: {{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 2 5 1 dws SO: the, Input: [d]
1 2 5 9 2 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 5 3 ism SO: {book,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 5 4 ism SO: {n!case,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 5 5 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 5 6 ism SO: {book,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 5 7 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 5 8 ism SO: {book,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 5 10ism SO: {book,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 5 11ism SO: {n!case,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 5 12ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 2 5 13ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 5 14ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 2 5 15ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 2 5 16ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 5 17ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 2 5 18ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 5 19ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 2 5 20ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 5 21ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 2 6 ism SO: {book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 2 6 1 dws SO: the, Input: [d]
1 2 5 9 2 6 2 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 6 3 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 6 4 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 6 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 6 6 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 6 7 ism SO: {{book,n!case},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 6 8 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 6 9 ism SO: {n!case,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 6 10ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 6 11ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 2 6 12ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 6 13ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 2 6 14ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 6 15ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 2 6 16ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 6 17ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 2 7 ism SO: {n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 2 7 1 dws SO: the, Input: [d]
1 2 5 9 2 7 2 ism SO: {n!case,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 7 3 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 7 4 ism SO: {book,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 7 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 7 6 ism SO: {book,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 7 7 ism SO: {{book,n!case},{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 7 8 ism SO: {book,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 7 9 ism SO: {n!case,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 2 7 10ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 2 7 11ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 2 7 12ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 7 13ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 2 7 14ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 7 15ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 2 7 16ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 2 7 17ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 2 8 ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 9 2 8 1 dws SO: the, Input: [d]
1 2 5 9 2 9 ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 2 9 1 dws SO: the, Input: [d]
1 2 5 9 2 9 2 ism SO: {book,<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 2 9 3 ism SO: {{book,n!case},<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 2 9 4 ism SO: {book,<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 2 9 5 ism SO: {n!case,<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 2 9 6 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 5 9 2 9 7 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 5 9 2 9 8 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 5 9 2 9 9 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 5 9 2 10ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 9 2 101 dws SO: the, Input: [d]
1 2 5 9 2 11ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 9 2 111 dws SO: the, Input: [d]
1 2 5 9 2 112 ism SO: {book,<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 5 9 2 113 ism SO: {n!case,<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 5 9 2 114 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 9 2 115 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 9 2 12ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 9 2 121 dws SO: the, Input: [d]
1 2 5 9 2 13ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 9 2 131 dws SO: the, Input: [d]
1 2 5 9 3 ism SO: {{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 9 3 1 dws SO: the, Input: [d]
1 2 5 9 3 1 1 esm SO: {the,d}, Input: []
1 2 5 9 3 1 2 epm SO: <the,d>, Input: []
1 2 5 9 3 1 3 epm SO: <d,the>, Input: []
1 2 5 9 3 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 3 2 1 dws SO: the, Input: [d]
1 2 5 9 3 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 3 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 5 ism SO: {{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 7 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 9 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 10ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 12ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 2 14ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 2 15ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 2 16ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 2 17ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 3 2 18ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 2 19ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 2 20ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 2 21ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 3 2 22ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 2 23ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 2 24ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 2 25ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 3 ism SO: {book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 3 3 1 dws SO: the, Input: [d]
1 2 5 9 3 3 2 ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 3 3 ism SO: {{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 3 4 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 3 5 ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 3 6 ism SO: {n!case,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 3 7 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 3 8 ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 3 9 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 3 10ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 3 11ism SO: {n!case,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 3 12ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 3 13ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 3 3 14ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 3 15ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 3 16ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 3 17ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 3 3 18ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 3 19ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 3 20ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 3 21ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 4 ism SO: {n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 3 4 1 dws SO: the, Input: [d]
1 2 5 9 3 4 2 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 4 3 ism SO: {{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 4 5 ism SO: {book,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 4 6 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 4 7 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 4 8 ism SO: {book,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 4 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 4 10ism SO: {book,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 4 11ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 4 12ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 4 13ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 3 4 14ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 4 15ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 4 16ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 4 17ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 3 4 18ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 4 19ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 4 20ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 4 21ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 3 5 1 dws SO: the, Input: [d]
1 2 5 9 3 5 2 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 3 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 4 ism SO: {{book,n!case},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 5 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 6 ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 7 ism SO: {{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 8 ism SO: {{book,n!case},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 9 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 10ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 11ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 12ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 13ism SO: {{book,n!case},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 14ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 15ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 5 16ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 3 5 17ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 5 18ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 5 19ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 5 20ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 5 21ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 3 5 22ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 5 23ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 5 24ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 5 25ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 3 5 26ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 5 27ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 5 28ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 5 29ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 6 ism SO: {book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 3 6 1 dws SO: the, Input: [d]
1 2 5 9 3 6 2 ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 6 3 ism SO: {{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 6 4 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 6 5 ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 6 6 ism SO: {n!case,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 6 7 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 6 8 ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 6 9 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 6 10ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 6 11ism SO: {n!case,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 6 12ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 6 13ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 3 6 14ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 6 15ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 6 16ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 6 17ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 3 6 18ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 6 19ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 6 20ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 6 21ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 3 7 1 dws SO: the, Input: [d]
1 2 5 9 3 7 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 3 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 5 ism SO: {{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 7 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 9 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 10ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 12ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 7 14ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 7 15ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 7 16ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 7 17ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 3 7 18ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 7 19ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 7 20ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 7 21ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 3 7 22ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 7 23ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 7 24ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 7 25ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 8 ism SO: {book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 3 8 1 dws SO: the, Input: [d]
1 2 5 9 3 8 2 ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 8 3 ism SO: {{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 8 4 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 8 5 ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 8 6 ism SO: {n!case,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 8 7 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 8 8 ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 8 9 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 8 10ism SO: {book,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 8 11ism SO: {n!case,{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 8 12ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 8 13ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 3 8 14ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 8 15ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 8 16ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 8 17ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 3 8 18ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 8 19ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 8 20ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 8 21ipm SO: <{book,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 9 ism SO: {n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 3 9 1 dws SO: the, Input: [d]
1 2 5 9 3 9 2 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 9 3 ism SO: {{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 9 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 9 5 ism SO: {book,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 9 6 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 9 7 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 9 8 ism SO: {book,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 9 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 9 10ism SO: {book,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 9 11ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 3 9 12ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 9 13ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 3 9 14ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 9 15ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 9 16ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 9 17ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 3 9 18ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 9 19ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 9 20ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 3 9 21ipm SO: <{n!case,{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 3 10ipm SO: <{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 101 dws SO: the, Input: [d]
1 2 5 9 3 102 ism SO: {book,<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 5 9 3 103 ism SO: {n!case,<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 5 9 3 104 ipm SO: <<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 9 3 105 ipm SO: <<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 9 3 11ipm SO: <{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 9 3 111 dws SO: the, Input: [d]
1 2 5 9 3 12ipm SO: <{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 9 3 121 dws SO: the, Input: [d]
1 2 5 9 3 13ipm SO: <{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 3 131 dws SO: the, Input: [d]
1 2 5 9 3 132 ism SO: {book,<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 3 133 ism SO: {{book,n!case},<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 3 134 ism SO: {book,<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 3 135 ism SO: {n!case,<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 3 136 ipm SO: <<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 5 9 3 137 ipm SO: <<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 138 ipm SO: <<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 5 9 3 139 ipm SO: <<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 5 9 3 14ipm SO: <{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 9 3 141 dws SO: the, Input: [d]
1 2 5 9 3 15ipm SO: <{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 9 3 151 dws SO: the, Input: [d]
1 2 5 9 3 152 ism SO: {book,<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 5 9 3 153 ism SO: {n!case,<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 5 9 3 154 ipm SO: <<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 9 3 155 ipm SO: <<{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 9 3 16ipm SO: <{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 9 3 161 dws SO: the, Input: [d]
1 2 5 9 3 17ipm SO: <{{book,n!case},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 9 3 171 dws SO: the, Input: [d]
1 2 5 9 4 ism SO: {book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 9 4 1 dws SO: the, Input: [d]
1 2 5 9 4 1 1 esm SO: {the,d}, Input: []
1 2 5 9 4 1 2 epm SO: <the,d>, Input: []
1 2 5 9 4 1 3 epm SO: <d,the>, Input: []
1 2 5 9 4 2 ism SO: {book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 4 2 1 dws SO: the, Input: [d]
1 2 5 9 4 2 2 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 2 3 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 2 4 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 2 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 2 6 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 2 7 ism SO: {{book,n!case},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 2 8 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 2 9 ism SO: {n!case,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 2 10ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 2 11ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 4 2 12ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 2 13ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 4 2 14ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 2 15ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 4 2 16ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 2 17ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 4 3 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 4 3 1 dws SO: the, Input: [d]
1 2 5 9 4 3 2 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 3 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 4 ism SO: {{book,n!case},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 5 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 6 ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 7 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 8 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 9 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 10ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 11ism SO: {{book,n!case},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 12ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 13ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 3 14ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 4 3 15ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 3 16ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 4 3 17ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 3 18ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 4 3 19ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 4 3 20ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 3 21ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 4 3 22ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 3 23ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 4 3 24ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 3 25ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 4 4 ism SO: {book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 4 4 1 dws SO: the, Input: [d]
1 2 5 9 4 4 2 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 4 3 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 4 4 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 4 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 4 6 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 4 7 ism SO: {{book,n!case},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 4 8 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 4 9 ism SO: {n!case,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 4 10ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 4 11ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 4 4 12ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 4 13ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 4 4 14ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 4 15ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 4 4 16ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 4 17ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 4 5 ism SO: {{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 4 5 1 dws SO: the, Input: [d]
1 2 5 9 4 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 5 3 ism SO: {book,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 5 4 ism SO: {n!case,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 5 5 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 5 6 ism SO: {book,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 5 7 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 5 8 ism SO: {book,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 5 10ism SO: {book,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 5 11ism SO: {n!case,{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 5 12ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 4 5 13ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 5 14ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 4 5 15ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 4 5 16ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 5 17ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 4 5 18ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 5 19ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 4 5 20ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 5 21ipm SO: <{{book,n!case},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 4 6 ism SO: {book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 4 6 1 dws SO: the, Input: [d]
1 2 5 9 4 6 2 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 6 3 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 6 4 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 6 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 6 6 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 6 7 ism SO: {{book,n!case},{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 6 8 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 6 9 ism SO: {n!case,{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 6 10ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 6 11ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 4 6 12ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 6 13ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 4 6 14ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 6 15ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 4 6 16ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 6 17ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 4 7 ism SO: {n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 4 7 1 dws SO: the, Input: [d]
1 2 5 9 4 7 2 ism SO: {n!case,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 7 3 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 7 4 ism SO: {book,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 7 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 7 6 ism SO: {book,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 7 7 ism SO: {{book,n!case},{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 7 8 ism SO: {book,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 7 9 ism SO: {n!case,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 4 7 10ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 4 7 11ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 4 7 12ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 7 13ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 4 7 14ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 7 15ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 4 7 16ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 4 7 17ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 4 8 ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 9 4 8 1 dws SO: the, Input: [d]
1 2 5 9 4 9 ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 4 9 1 dws SO: the, Input: [d]
1 2 5 9 4 9 2 ism SO: {book,<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 4 9 3 ism SO: {{book,n!case},<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 4 9 4 ism SO: {book,<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 4 9 5 ism SO: {n!case,<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 4 9 6 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 5 9 4 9 7 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 5 9 4 9 8 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 5 9 4 9 9 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 5 9 4 10ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 9 4 101 dws SO: the, Input: [d]
1 2 5 9 4 11ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 9 4 111 dws SO: the, Input: [d]
1 2 5 9 4 112 ism SO: {book,<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 5 9 4 113 ism SO: {n!case,<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 5 9 4 114 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 9 4 115 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 9 4 12ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 9 4 121 dws SO: the, Input: [d]
1 2 5 9 4 13ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 9 4 131 dws SO: the, Input: [d]
1 2 5 9 5 ism SO: {n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}, Input: [[the,d]]
1 2 5 9 5 1 dws SO: the, Input: [d]
1 2 5 9 5 1 1 esm SO: {the,d}, Input: []
1 2 5 9 5 1 2 epm SO: <the,d>, Input: []
1 2 5 9 5 1 3 epm SO: <d,the>, Input: []
1 2 5 9 5 2 ism SO: {n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 5 2 1 dws SO: the, Input: [d]
1 2 5 9 5 2 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 2 3 ism SO: {{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 2 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 2 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 2 6 ism SO: {book,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 2 8 ism SO: {book,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 2 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 2 10ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 2 11ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 5 2 12ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 2 13ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 5 2 14ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 2 15ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 5 2 16ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 2 17ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 3 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 5 3 1 dws SO: the, Input: [d]
1 2 5 9 5 3 2 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 3 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 4 ism SO: {{book,n!case},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 5 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 6 ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 7 ism SO: {{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 8 ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 9 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 10ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 11ism SO: {{book,n!case},{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 12ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 13ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 3 14ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 5 3 15ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 3 16ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 5 3 17ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 3 18ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 3 19ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 5 3 20ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 3 21ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 5 3 22ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 3 23ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 5 3 24ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 3 25ipm SO: <{<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 4 ism SO: {book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 5 4 1 dws SO: the, Input: [d]
1 2 5 9 5 4 2 ism SO: {book,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 4 3 ism SO: {{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 4 4 ism SO: {n!case,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 4 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 4 6 ism SO: {book,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 4 7 ism SO: {{book,n!case},{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 4 8 ism SO: {book,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 4 9 ism SO: {n!case,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 4 10ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 4 11ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 5 4 12ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 4 13ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 5 4 14ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 4 15ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 5 4 16ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 4 17ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 5 ism SO: {{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 5 5 1 dws SO: the, Input: [d]
1 2 5 9 5 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 5 3 ism SO: {book,{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 5 5 ism SO: {{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 5 7 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 5 8 ism SO: {book,{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 5 10ism SO: {book,{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 5 11ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 5 12ipm SO: <{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 5 5 13ipm SO: <{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 5 14ipm SO: <{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 5 15ipm SO: <{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 5 5 16ipm SO: <{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 5 17ipm SO: <{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 5 5 18ipm SO: <{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 5 19ipm SO: <{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 5 5 20ipm SO: <{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 5 21ipm SO: <{{book,n!case},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 6 ism SO: {book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 5 6 1 dws SO: the, Input: [d]
1 2 5 9 5 6 2 ism SO: {book,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 6 3 ism SO: {{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 6 4 ism SO: {n!case,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 6 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 6 6 ism SO: {book,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 6 7 ism SO: {{book,n!case},{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 6 8 ism SO: {book,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 6 9 ism SO: {n!case,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 6 10ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 6 11ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 5 6 12ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 6 13ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 5 6 14ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 6 15ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 5 6 16ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 6 17ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 7 ism SO: {n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}, Input: [[the,d]]
1 2 5 9 5 7 1 dws SO: the, Input: [d]
1 2 5 9 5 7 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 7 3 ism SO: {{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 7 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 7 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 7 6 ism SO: {book,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 7 8 ism SO: {book,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 7 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}}}, Input: [[the,d]]
1 2 5 9 5 7 10ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 7 11ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}>, Input: [[the,d]]
1 2 5 9 5 7 12ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 7 13ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 5 7 14ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 7 15ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 2 5 9 5 7 16ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},book>, Input: [[the,d]]
1 2 5 9 5 7 17ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 2 5 9 5 8 ipm SO: <{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 9 5 8 1 dws SO: the, Input: [d]
1 2 5 9 5 9 ipm SO: <{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>, Input: [[the,d]]
1 2 5 9 5 9 1 dws SO: the, Input: [d]
1 2 5 9 5 9 2 ism SO: {book,<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 5 9 3 ism SO: {{book,n!case},<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 5 9 4 ism SO: {book,<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 5 9 5 ism SO: {n!case,<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>}, Input: [[the,d]]
1 2 5 9 5 9 6 ipm SO: <<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 5 9 5 9 7 ipm SO: <<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 2 5 9 5 9 8 ipm SO: <<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,book>, Input: [[the,d]]
1 2 5 9 5 9 9 ipm SO: <<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 2 5 9 5 10ipm SO: <{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 9 5 101 dws SO: the, Input: [d]
1 2 5 9 5 11ipm SO: <{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 2 5 9 5 111 dws SO: the, Input: [d]
1 2 5 9 5 112 ism SO: {book,<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 5 9 5 113 ism SO: {n!case,<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 2 5 9 5 114 ipm SO: <<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 9 5 115 ipm SO: <<{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 9 5 12ipm SO: <{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},book>, Input: [[the,d]]
1 2 5 9 5 121 dws SO: the, Input: [d]
1 2 5 9 5 13ipm SO: <{n!case,<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>},n!case>, Input: [[the,d]]
1 2 5 9 5 131 dws SO: the, Input: [d]
1 2 5 9 6 ipm SO: <<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 9 6 1 dws SO: the, Input: [d]
1 2 5 9 6 1 1 esm SO: {the,d}, Input: []
1 2 5 9 6 1 2 epm SO: <the,d>, Input: []
1 2 5 9 6 1 3 epm SO: <d,the>, Input: []
1 2 5 9 7 ipm SO: <<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 2 5 9 7 1 dws SO: the, Input: [d]
1 2 5 9 7 1 1 esm SO: {the,d}, Input: []
1 2 5 9 7 1 2 epm SO: <the,d>, Input: []
1 2 5 9 7 1 3 epm SO: <d,the>, Input: []
1 2 5 9 7 2 ism SO: {book,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 9 7 2 1 dws SO: the, Input: [d]
1 2 5 9 7 2 2 ism SO: {book,{book,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 5 9 7 2 3 ism SO: {<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,{book,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 5 9 7 2 4 ism SO: {book,{book,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 5 9 7 2 5 ism SO: {n!case,{book,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 5 9 7 2 6 ipm SO: <{book,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 5 9 7 2 7 ipm SO: <{book,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 2 5 9 7 2 8 ipm SO: <{book,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 5 9 7 2 9 ipm SO: <{book,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 9 7 3 ism SO: {n!case,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 2 5 9 7 3 1 dws SO: the, Input: [d]
1 2 5 9 7 3 2 ism SO: {n!case,{n!case,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 5 9 7 3 3 ism SO: {<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,{n!case,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 5 9 7 3 4 ism SO: {book,{n!case,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 5 9 7 3 5 ism SO: {n!case,{n!case,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 2 5 9 7 3 6 ipm SO: <{n!case,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 9 7 3 7 ipm SO: <{n!case,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 2 5 9 7 3 8 ipm SO: <{n!case,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 2 5 9 7 3 9 ipm SO: <{n!case,<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 9 7 4 ipm SO: <<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 2 5 9 7 4 1 dws SO: the, Input: [d]
1 2 5 9 7 5 ipm SO: <<<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 9 7 5 1 dws SO: the, Input: [d]
1 2 5 9 8 ipm SO: <<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,book>, Input: [[the,d]]
1 2 5 9 8 1 dws SO: the, Input: [d]
1 2 5 9 8 1 1 esm SO: {the,d}, Input: []
1 2 5 9 8 1 2 epm SO: <the,d>, Input: []
1 2 5 9 8 1 3 epm SO: <d,the>, Input: []
1 2 5 9 9 ipm SO: <<{n!case,{book,{book,n!case}}},{book,{book,n!case}}>,n!case>, Input: [[the,d]]
1 2 5 9 9 1 dws SO: the, Input: [d]
1 2 5 9 9 1 1 esm SO: {the,d}, Input: []
1 2 5 9 9 1 2 epm SO: <the,d>, Input: []
1 2 5 9 9 1 3 epm SO: <d,the>, Input: []
1 2 5 10ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [[the,d]]
1 2 5 101 dws SO: the, Input: [d]
1 2 5 101 1 esm SO: {the,d}, Input: []
1 2 5 101 1 1 uws SO: <{n!case,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 5 101 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 101 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 101 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 101 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 101 2 epm SO: <the,d>, Input: []
1 2 5 101 2 1 uws SO: <{n!case,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 5 101 3 epm SO: <d,the>, Input: []
1 2 5 101 3 1 uws SO: <{n!case,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 5 11ipm SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [[the,d]]
1 2 5 111 dws SO: the, Input: [d]
1 2 5 111 1 esm SO: {the,d}, Input: []
1 2 5 111 1 1 uws SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 2 5 111 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 111 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 111 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 111 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 111 2 epm SO: <the,d>, Input: []
1 2 5 111 2 1 uws SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 2 5 111 3 epm SO: <d,the>, Input: []
1 2 5 111 3 1 uws SO: <{n!case,{book,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 2 5 112 ism SO: {book,<{n!case,{book,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 112 1 dws SO: the, Input: [d]
1 2 5 112 1 1 esm SO: {the,d}, Input: []
1 2 5 112 1 2 epm SO: <the,d>, Input: []
1 2 5 112 1 3 epm SO: <d,the>, Input: []
1 2 5 112 2 ism SO: {book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 112 2 1 dws SO: the, Input: [d]
1 2 5 112 2 2 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 2 3 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 2 4 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 2 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 2 6 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 2 7 ism SO: {n!case,{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 2 8 ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 112 2 9 ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 5 112 2 10ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 112 2 11ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 112 2 12ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 112 2 13ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 112 3 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 112 3 1 dws SO: the, Input: [d]
1 2 5 112 3 2 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 3 3 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 3 4 ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 3 5 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 3 6 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 3 7 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 3 8 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 3 9 ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 3 10ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 112 3 11ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 112 3 12ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 112 3 13ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 5 112 3 14ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 112 3 15ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 112 3 16ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 112 3 17ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 112 4 ism SO: {book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 112 4 1 dws SO: the, Input: [d]
1 2 5 112 4 2 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 4 3 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 4 4 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 4 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 4 6 ism SO: {book,{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 4 7 ism SO: {n!case,{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 4 8 ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 112 4 9 ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 5 112 4 10ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 112 4 11ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 112 4 12ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 112 4 13ipm SO: <{book,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 112 5 ism SO: {n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 112 5 1 dws SO: the, Input: [d]
1 2 5 112 5 2 ism SO: {n!case,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 5 3 ism SO: {{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 5 4 ism SO: {book,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 5 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 5 6 ism SO: {book,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 5 7 ism SO: {n!case,{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 112 5 8 ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 112 5 9 ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 5 112 5 10ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 112 5 11ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 112 5 12ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 112 5 13ipm SO: <{n!case,{book,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 112 6 ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 112 6 1 dws SO: the, Input: [d]
1 2 5 112 7 ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 112 7 1 dws SO: the, Input: [d]
1 2 5 112 7 2 ism SO: {book,<{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},<{n!case,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 5 112 7 3 ism SO: {n!case,<{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},<{n!case,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 5 112 7 4 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},<{n!case,{book,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 5 112 7 5 ipm SO: <<{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},<{n!case,{book,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 5 112 8 ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 112 8 1 dws SO: the, Input: [d]
1 2 5 112 9 ipm SO: <{book,<{n!case,{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 112 9 1 dws SO: the, Input: [d]
1 2 5 113 ism SO: {n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 2 5 113 1 dws SO: the, Input: [d]
1 2 5 113 1 1 esm SO: {the,d}, Input: []
1 2 5 113 1 2 epm SO: <the,d>, Input: []
1 2 5 113 1 3 epm SO: <d,the>, Input: []
1 2 5 113 2 ism SO: {n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 113 2 1 dws SO: the, Input: [d]
1 2 5 113 2 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 2 3 ism SO: {{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 2 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 2 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 2 6 ism SO: {book,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 2 7 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 2 8 ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 113 2 9 ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 5 113 2 10ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 113 2 11ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 113 2 12ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 113 2 13ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 113 3 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 113 3 1 dws SO: the, Input: [d]
1 2 5 113 3 2 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 3 3 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 3 4 ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 3 5 ism SO: {{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 3 6 ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 3 7 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 3 8 ism SO: {book,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 3 9 ism SO: {n!case,{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 3 10ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 113 3 11ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 113 3 12ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 113 3 13ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 5 113 3 14ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 113 3 15ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 113 3 16ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 113 3 17ipm SO: <{<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 113 4 ism SO: {book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 113 4 1 dws SO: the, Input: [d]
1 2 5 113 4 2 ism SO: {book,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 4 3 ism SO: {{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 4 4 ism SO: {n!case,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 4 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 4 6 ism SO: {book,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 4 7 ism SO: {n!case,{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 4 8 ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 113 4 9 ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 5 113 4 10ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 113 4 11ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 113 4 12ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 113 4 13ipm SO: <{book,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 113 5 ism SO: {n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 2 5 113 5 1 dws SO: the, Input: [d]
1 2 5 113 5 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 5 3 ism SO: {{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 5 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 5 5 ism SO: {<{n!case,{book,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 5 6 ism SO: {book,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 5 7 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 2 5 113 5 8 ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 113 5 9 ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 2 5 113 5 10ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 113 5 11ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 113 5 12ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 5 113 5 13ipm SO: <{n!case,{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 5 113 6 ipm SO: <{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 113 6 1 dws SO: the, Input: [d]
1 2 5 113 7 ipm SO: <{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},<{n!case,{book,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 2 5 113 7 1 dws SO: the, Input: [d]
1 2 5 113 7 2 ism SO: {book,<{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},<{n!case,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 5 113 7 3 ism SO: {n!case,<{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},<{n!case,{book,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 2 5 113 7 4 ipm SO: <<{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},<{n!case,{book,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 5 113 7 5 ipm SO: <<{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},<{n!case,{book,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 5 113 8 ipm SO: <{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 2 5 113 8 1 dws SO: the, Input: [d]
1 2 5 113 9 ipm SO: <{n!case,<{n!case,{book,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 5 113 9 1 dws SO: the, Input: [d]
1 2 5 114 ipm SO: <<{n!case,{book,{book,n!case}}},{book,n!case}>,book>, Input: [[the,d]]
1 2 5 114 1 dws SO: the, Input: [d]
1 2 5 114 1 1 esm SO: {the,d}, Input: []
1 2 5 114 1 2 epm SO: <the,d>, Input: []
1 2 5 114 1 3 epm SO: <d,the>, Input: []
1 2 5 115 ipm SO: <<{n!case,{book,{book,n!case}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 5 115 1 dws SO: the, Input: [d]
1 2 5 115 1 1 esm SO: {the,d}, Input: []
1 2 5 115 1 2 epm SO: <the,d>, Input: []
1 2 5 115 1 3 epm SO: <d,the>, Input: []
1 2 5 12ipm SO: <{n!case,{book,{book,n!case}}},book>, Input: [[the,d]]
1 2 5 121 dws SO: the, Input: [d]
1 2 5 121 1 esm SO: {the,d}, Input: []
1 2 5 121 1 1 uws SO: <{n!case,{book,{book,n!case}}},book>, Input: [{the,d}]
1 2 5 121 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 121 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 121 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 121 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 121 2 epm SO: <the,d>, Input: []
1 2 5 121 2 1 uws SO: <{n!case,{book,{book,n!case}}},book>, Input: [<the,d>]
1 2 5 121 3 epm SO: <d,the>, Input: []
1 2 5 121 3 1 uws SO: <{n!case,{book,{book,n!case}}},book>, Input: [<d,the>]
1 2 5 13ipm SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [[the,d]]
1 2 5 131 dws SO: the, Input: [d]
1 2 5 131 1 esm SO: {the,d}, Input: []
1 2 5 131 1 1 uws SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [{the,d}]
1 2 5 131 1 2 ism SO: {the,{the,d}}, Input: []
1 2 5 131 1 3 ism SO: {d,{the,d}}, Input: []
1 2 5 131 1 4 ipm SO: <{the,d},the>, Input: []
1 2 5 131 1 5 ipm SO: <{the,d},d>, Input: []
1 2 5 131 2 epm SO: <the,d>, Input: []
1 2 5 131 2 1 uws SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<the,d>]
1 2 5 131 3 epm SO: <d,the>, Input: []
1 2 5 131 3 1 uws SO: <{n!case,{book,{book,n!case}}},n!case>, Input: [<d,the>]
1 2 6 ipm SO: <{book,{book,n!case}},book>, Input: [[the,d]]
1 2 6 1 dws SO: the, Input: [d]
1 2 6 1 1 esm SO: {the,d}, Input: []
1 2 6 1 1 1 uws SO: <{book,{book,n!case}},book>, Input: [{the,d}]
1 2 6 1 1 1 1 esm SO: {<{book,{book,n!case}},book>,{the,d}}, Input: []
1 2 6 1 1 1 2 epm SO: <<{book,{book,n!case}},book>,{the,d}>, Input: []
1 2 6 1 1 1 3 epm SO: <{the,d},<{book,{book,n!case}},book>>, Input: []
1 2 6 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 6 1 1 2 1 uws SO: <{book,{book,n!case}},book>, Input: [{the,{the,d}}]
1 2 6 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 2 6 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 2 6 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 2 6 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 2 6 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 2 6 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 2 6 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 2 6 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 2 6 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 6 1 1 3 1 uws SO: <{book,{book,n!case}},book>, Input: [{d,{the,d}}]
1 2 6 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 2 6 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 2 6 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 2 6 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 2 6 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 2 6 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 2 6 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 2 6 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 2 6 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 6 1 1 4 1 uws SO: <{book,{book,n!case}},book>, Input: [<{the,d},the>]
1 2 6 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 6 1 1 5 1 uws SO: <{book,{book,n!case}},book>, Input: [<{the,d},d>]
1 2 6 1 2 epm SO: <the,d>, Input: []
1 2 6 1 2 1 uws SO: <{book,{book,n!case}},book>, Input: [<the,d>]
1 2 6 1 2 1 1 esm SO: {<{book,{book,n!case}},book>,<the,d>}, Input: []
1 2 6 1 2 1 2 epm SO: <<{book,{book,n!case}},book>,<the,d>>, Input: []
1 2 6 1 2 1 3 epm SO: <<the,d>,<{book,{book,n!case}},book>>, Input: []
1 2 6 1 3 epm SO: <d,the>, Input: []
1 2 6 1 3 1 uws SO: <{book,{book,n!case}},book>, Input: [<d,the>]
1 2 6 1 3 1 1 esm SO: {<{book,{book,n!case}},book>,<d,the>}, Input: []
1 2 6 1 3 1 2 epm SO: <<{book,{book,n!case}},book>,<d,the>>, Input: []
1 2 6 1 3 1 3 epm SO: <<d,the>,<{book,{book,n!case}},book>>, Input: []
1 2 7 ipm SO: <{book,{book,n!case}},{book,n!case}>, Input: [[the,d]]
1 2 7 1 dws SO: the, Input: [d]
1 2 7 1 1 esm SO: {the,d}, Input: []
1 2 7 1 1 1 uws SO: <{book,{book,n!case}},{book,n!case}>, Input: [{the,d}]
1 2 7 1 1 1 1 esm SO: {<{book,{book,n!case}},{book,n!case}>,{the,d}}, Input: []
1 2 7 1 1 1 2 ism SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 2 7 1 1 1 3 ism SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 2 7 1 1 1 4 epm SO: <<{book,{book,n!case}},{book,n!case}>,{the,d}>, Input: []
1 2 7 1 1 1 5 epm SO: <{the,d},<{book,{book,n!case}},{book,n!case}>>, Input: []
1 2 7 1 1 1 6 ipm SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [{the,d}]
1 2 7 1 1 1 7 ipm SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [{the,d}]
1 2 7 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 7 1 1 2 1 uws SO: <{book,{book,n!case}},{book,n!case}>, Input: [{the,{the,d}}]
1 2 7 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 2 7 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 2 7 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 2 7 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 2 7 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 2 7 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 2 7 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 2 7 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 2 7 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 7 1 1 3 1 uws SO: <{book,{book,n!case}},{book,n!case}>, Input: [{d,{the,d}}]
1 2 7 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 2 7 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 2 7 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 2 7 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 2 7 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 2 7 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 2 7 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 2 7 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 2 7 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 7 1 1 4 1 uws SO: <{book,{book,n!case}},{book,n!case}>, Input: [<{the,d},the>]
1 2 7 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 7 1 1 5 1 uws SO: <{book,{book,n!case}},{book,n!case}>, Input: [<{the,d},d>]
1 2 7 1 2 epm SO: <the,d>, Input: []
1 2 7 1 2 1 uws SO: <{book,{book,n!case}},{book,n!case}>, Input: [<the,d>]
1 2 7 1 2 1 1 esm SO: {<{book,{book,n!case}},{book,n!case}>,<the,d>}, Input: []
1 2 7 1 2 1 2 ism SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 2 7 1 2 1 3 ism SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 2 7 1 2 1 4 epm SO: <<{book,{book,n!case}},{book,n!case}>,<the,d>>, Input: []
1 2 7 1 2 1 5 epm SO: <<the,d>,<{book,{book,n!case}},{book,n!case}>>, Input: []
1 2 7 1 2 1 6 ipm SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [<the,d>]
1 2 7 1 2 1 7 ipm SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [<the,d>]
1 2 7 1 3 epm SO: <d,the>, Input: []
1 2 7 1 3 1 uws SO: <{book,{book,n!case}},{book,n!case}>, Input: [<d,the>]
1 2 7 1 3 1 1 esm SO: {<{book,{book,n!case}},{book,n!case}>,<d,the>}, Input: []
1 2 7 1 3 1 2 ism SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 2 7 1 3 1 3 ism SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 2 7 1 3 1 4 epm SO: <<{book,{book,n!case}},{book,n!case}>,<d,the>>, Input: []
1 2 7 1 3 1 5 epm SO: <<d,the>,<{book,{book,n!case}},{book,n!case}>>, Input: []
1 2 7 1 3 1 6 ipm SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [<d,the>]
1 2 7 1 3 1 7 ipm SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [<d,the>]
1 2 7 2 ism SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [[the,d]]
1 2 7 2 1 dws SO: the, Input: [d]
1 2 7 2 1 1 esm SO: {the,d}, Input: []
1 2 7 2 1 1 1 uws SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 2 7 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 7 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 7 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 7 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 7 2 1 2 epm SO: <the,d>, Input: []
1 2 7 2 1 2 1 uws SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 2 7 2 1 3 epm SO: <d,the>, Input: []
1 2 7 2 1 3 1 uws SO: {book,<{book,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 2 7 2 2 ism SO: {book,{book,<{book,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 2 7 2 2 1 dws SO: the, Input: [d]
1 2 7 2 2 1 1 esm SO: {the,d}, Input: []
1 2 7 2 2 1 2 epm SO: <the,d>, Input: []
1 2 7 2 2 1 3 epm SO: <d,the>, Input: []
1 2 7 2 2 2 ism SO: {book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 2 2 1 dws SO: the, Input: [d]
1 2 7 2 2 2 2 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 2 3 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 2 4 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 2 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 2 6 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 2 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 2 8 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 2 9 ism SO: {n!case,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 2 10ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 2 11ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 2 2 12ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 2 13ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 2 2 14ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 2 15ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 2 2 16ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 2 17ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 2 3 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 2 3 1 dws SO: the, Input: [d]
1 2 7 2 2 3 2 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 3 ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 5 ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 6 ism SO: {n!case,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 7 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 8 ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 9 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 10ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 11ism SO: {<{book,{book,n!case}},{book,n!case}>,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 12ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 13ism SO: {n!case,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 3 14ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 2 3 15ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 3 16ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 2 3 17ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 3 18ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 2 3 19ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 2 3 20ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 3 21ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 2 3 22ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 3 23ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 2 3 24ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 3 25ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 2 4 ism SO: {book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 2 4 1 dws SO: the, Input: [d]
1 2 7 2 2 4 2 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 4 3 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 4 4 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 4 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 4 6 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 4 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 4 8 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 4 9 ism SO: {n!case,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 4 10ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 4 11ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 2 4 12ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 4 13ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 2 4 14ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 4 15ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 2 4 16ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 4 17ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 2 5 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 2 5 1 dws SO: the, Input: [d]
1 2 7 2 2 5 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 5 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 5 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 5 5 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 5 6 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 5 7 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 5 8 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 5 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 5 10ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 5 11ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 5 12ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 2 5 13ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 5 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 2 5 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 2 5 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 5 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 2 5 18ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 5 19ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 2 5 20ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 5 21ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 2 6 ism SO: {book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 2 6 1 dws SO: the, Input: [d]
1 2 7 2 2 6 2 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 6 3 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 6 4 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 6 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 6 6 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 6 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 6 8 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 6 9 ism SO: {n!case,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 6 10ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 6 11ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 2 6 12ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 6 13ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 2 6 14ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 6 15ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 2 6 16ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 6 17ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 2 7 ism SO: {n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 2 7 1 dws SO: the, Input: [d]
1 2 7 2 2 7 2 ism SO: {n!case,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 7 3 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 7 4 ism SO: {book,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 7 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 7 6 ism SO: {book,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 7 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 7 8 ism SO: {book,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 7 9 ism SO: {n!case,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 2 7 10ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 2 7 11ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 2 7 12ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 7 13ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 2 7 14ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 7 15ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 2 7 16ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 2 7 17ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 2 8 ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 2 2 8 1 dws SO: the, Input: [d]
1 2 7 2 2 9 ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 2 9 1 dws SO: the, Input: [d]
1 2 7 2 2 9 2 ism SO: {book,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 2 9 3 ism SO: {<{book,{book,n!case}},{book,n!case}>,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 2 9 4 ism SO: {book,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 2 9 5 ism SO: {n!case,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 2 9 6 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 2 2 9 7 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 2 9 8 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 2 2 9 9 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 2 2 10ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 2 2 101 dws SO: the, Input: [d]
1 2 7 2 2 11ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 2 111 dws SO: the, Input: [d]
1 2 7 2 2 112 ism SO: {book,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 2 113 ism SO: {n!case,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 2 114 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 2 2 115 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 2 2 12ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 2 2 121 dws SO: the, Input: [d]
1 2 7 2 2 13ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 2 2 131 dws SO: the, Input: [d]
1 2 7 2 3 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 2 7 2 3 1 dws SO: the, Input: [d]
1 2 7 2 3 1 1 esm SO: {the,d}, Input: []
1 2 7 2 3 1 2 epm SO: <the,d>, Input: []
1 2 7 2 3 1 3 epm SO: <d,the>, Input: []
1 2 7 2 3 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 3 2 1 dws SO: the, Input: [d]
1 2 7 2 3 2 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 5 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 6 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 7 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 8 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 9 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 10ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 11ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 12ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 13ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 2 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 2 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 2 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 2 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 3 2 18ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 2 19ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 2 20ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 2 21ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 3 2 22ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 2 23ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 2 24ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 2 25ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 3 3 1 dws SO: the, Input: [d]
1 2 7 2 3 3 2 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 3 3 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 3 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 3 5 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 3 6 ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 3 7 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 3 8 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 3 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 3 10ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 3 11ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 3 12ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 3 13ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 3 3 14ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 3 15ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 3 16ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 3 17ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 3 3 18ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 3 19ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 3 20ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 3 21ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 3 4 1 dws SO: the, Input: [d]
1 2 7 2 3 4 2 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 4 3 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 4 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 4 5 ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 4 6 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 4 7 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 4 8 ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 4 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 4 10ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 4 11ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 4 12ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 4 13ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 3 4 14ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 4 15ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 4 16ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 4 17ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 3 4 18ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 4 19ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 4 20ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 4 21ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 3 5 1 dws SO: the, Input: [d]
1 2 7 2 3 5 2 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 3 ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 5 ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 6 ism SO: {n!case,{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 7 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 8 ism SO: {<{book,{book,n!case}},{book,n!case}>,{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 9 ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 10ism SO: {n!case,{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 11ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 12ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 13ism SO: {<{book,{book,n!case}},{book,n!case}>,{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 14ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 15ism SO: {n!case,{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 5 16ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 3 5 17ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 5 18ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 5 19ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 5 20ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 5 21ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 3 5 22ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 5 23ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 5 24ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 5 25ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 3 5 26ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 5 27ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 5 28ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 5 29ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 6 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 3 6 1 dws SO: the, Input: [d]
1 2 7 2 3 6 2 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 6 3 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 6 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 6 5 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 6 6 ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 6 7 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 6 8 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 6 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 6 10ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 6 11ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 6 12ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 6 13ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 3 6 14ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 6 15ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 6 16ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 6 17ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 3 6 18ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 6 19ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 6 20ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 6 21ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 3 7 1 dws SO: the, Input: [d]
1 2 7 2 3 7 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 5 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 6 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 7 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 8 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 9 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 10ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 11ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 12ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 13ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 7 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 7 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 7 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 7 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 3 7 18ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 7 19ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 7 20ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 7 21ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 3 7 22ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 7 23ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 7 24ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 7 25ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 8 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 3 8 1 dws SO: the, Input: [d]
1 2 7 2 3 8 2 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 8 3 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 8 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 8 5 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 8 6 ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 8 7 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 8 8 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 8 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 8 10ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 8 11ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 8 12ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 8 13ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 3 8 14ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 8 15ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 8 16ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 8 17ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 3 8 18ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 8 19ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 8 20ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 8 21ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 9 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 3 9 1 dws SO: the, Input: [d]
1 2 7 2 3 9 2 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 9 3 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 9 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 9 5 ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 9 6 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 9 7 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 9 8 ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 9 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 9 10ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 9 11ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 3 9 12ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 9 13ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 3 9 14ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 9 15ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 9 16ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 9 17ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 3 9 18ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 9 19ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 9 20ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 3 9 21ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 3 10ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 101 dws SO: the, Input: [d]
1 2 7 2 3 102 ism SO: {book,<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 3 103 ism SO: {n!case,<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 3 104 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 2 3 105 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 2 3 11ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 2 3 111 dws SO: the, Input: [d]
1 2 7 2 3 12ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 2 3 121 dws SO: the, Input: [d]
1 2 7 2 3 13ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 3 131 dws SO: the, Input: [d]
1 2 7 2 3 132 ism SO: {book,<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 3 133 ism SO: {<{book,{book,n!case}},{book,n!case}>,<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 3 134 ism SO: {book,<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 3 135 ism SO: {n!case,<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 3 136 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 2 3 137 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 138 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 2 3 139 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 2 3 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 2 3 141 dws SO: the, Input: [d]
1 2 7 2 3 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 3 151 dws SO: the, Input: [d]
1 2 7 2 3 152 ism SO: {book,<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 3 153 ism SO: {n!case,<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 3 154 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 2 3 155 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 2 3 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 2 3 161 dws SO: the, Input: [d]
1 2 7 2 3 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 2 3 171 dws SO: the, Input: [d]
1 2 7 2 4 ism SO: {book,{book,<{book,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 2 7 2 4 1 dws SO: the, Input: [d]
1 2 7 2 4 1 1 esm SO: {the,d}, Input: []
1 2 7 2 4 1 2 epm SO: <the,d>, Input: []
1 2 7 2 4 1 3 epm SO: <d,the>, Input: []
1 2 7 2 4 2 ism SO: {book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 4 2 1 dws SO: the, Input: [d]
1 2 7 2 4 2 2 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 2 3 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 2 4 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 2 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 2 6 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 2 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 2 8 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 2 9 ism SO: {n!case,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 2 10ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 2 11ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 4 2 12ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 2 13ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 4 2 14ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 2 15ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 4 2 16ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 2 17ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 4 3 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 4 3 1 dws SO: the, Input: [d]
1 2 7 2 4 3 2 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 3 ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 5 ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 6 ism SO: {n!case,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 7 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 8 ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 9 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 10ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 11ism SO: {<{book,{book,n!case}},{book,n!case}>,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 12ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 13ism SO: {n!case,{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 3 14ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 4 3 15ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 3 16ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 4 3 17ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 3 18ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 4 3 19ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 4 3 20ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 3 21ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 4 3 22ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 3 23ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 4 3 24ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 3 25ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 4 4 ism SO: {book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 4 4 1 dws SO: the, Input: [d]
1 2 7 2 4 4 2 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 4 3 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 4 4 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 4 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 4 6 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 4 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 4 8 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 4 9 ism SO: {n!case,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 4 10ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 4 11ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 4 4 12ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 4 13ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 4 4 14ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 4 15ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 4 4 16ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 4 17ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 4 5 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 4 5 1 dws SO: the, Input: [d]
1 2 7 2 4 5 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 5 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 5 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 5 5 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 5 6 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 5 7 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 5 8 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 5 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 5 10ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 5 11ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 5 12ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 4 5 13ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 5 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 4 5 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 4 5 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 5 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 4 5 18ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 5 19ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 4 5 20ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 5 21ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 4 6 ism SO: {book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 4 6 1 dws SO: the, Input: [d]
1 2 7 2 4 6 2 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 6 3 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 6 4 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 6 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 6 6 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 6 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 6 8 ism SO: {book,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 6 9 ism SO: {n!case,{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 6 10ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 6 11ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 4 6 12ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 6 13ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 4 6 14ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 6 15ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 4 6 16ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 6 17ipm SO: <{book,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 4 7 ism SO: {n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 4 7 1 dws SO: the, Input: [d]
1 2 7 2 4 7 2 ism SO: {n!case,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 7 3 ism SO: {{book,{book,<{book,{book,n!case}},{book,n!case}>}},{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 7 4 ism SO: {book,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 7 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 7 6 ism SO: {book,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 7 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 7 8 ism SO: {book,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 7 9 ism SO: {n!case,{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 4 7 10ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 4 7 11ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 4 7 12ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 7 13ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 4 7 14ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 7 15ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 4 7 16ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 4 7 17ipm SO: <{n!case,{book,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 4 8 ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 2 4 8 1 dws SO: the, Input: [d]
1 2 7 2 4 9 ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 4 9 1 dws SO: the, Input: [d]
1 2 7 2 4 9 2 ism SO: {book,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 4 9 3 ism SO: {<{book,{book,n!case}},{book,n!case}>,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 4 9 4 ism SO: {book,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 4 9 5 ism SO: {n!case,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 4 9 6 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 2 4 9 7 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 4 9 8 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 2 4 9 9 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 2 4 10ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 2 4 101 dws SO: the, Input: [d]
1 2 7 2 4 11ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 4 111 dws SO: the, Input: [d]
1 2 7 2 4 112 ism SO: {book,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 4 113 ism SO: {n!case,<{book,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 4 114 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 2 4 115 ipm SO: <<{book,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 2 4 12ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 2 4 121 dws SO: the, Input: [d]
1 2 7 2 4 13ipm SO: <{book,{book,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 2 4 131 dws SO: the, Input: [d]
1 2 7 2 5 ism SO: {n!case,{book,<{book,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 2 7 2 5 1 dws SO: the, Input: [d]
1 2 7 2 5 1 1 esm SO: {the,d}, Input: []
1 2 7 2 5 1 2 epm SO: <the,d>, Input: []
1 2 7 2 5 1 3 epm SO: <d,the>, Input: []
1 2 7 2 5 2 ism SO: {n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 5 2 1 dws SO: the, Input: [d]
1 2 7 2 5 2 2 ism SO: {n!case,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 2 3 ism SO: {{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 2 4 ism SO: {n!case,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 2 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 2 6 ism SO: {book,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 2 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 2 8 ism SO: {book,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 2 9 ism SO: {n!case,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 2 10ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 2 11ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 5 2 12ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 2 13ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 5 2 14ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 2 15ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 5 2 16ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 2 17ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 3 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 5 3 1 dws SO: the, Input: [d]
1 2 7 2 5 3 2 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 3 ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 5 ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 6 ism SO: {n!case,{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 7 ism SO: {{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 8 ism SO: {n!case,{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 9 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 10ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 11ism SO: {<{book,{book,n!case}},{book,n!case}>,{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 12ism SO: {book,{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 13ism SO: {n!case,{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 3 14ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 5 3 15ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 3 16ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 5 3 17ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 3 18ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 3 19ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 5 3 20ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 3 21ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 5 3 22ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 3 23ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 5 3 24ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 3 25ipm SO: <{{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 4 ism SO: {book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 5 4 1 dws SO: the, Input: [d]
1 2 7 2 5 4 2 ism SO: {book,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 4 3 ism SO: {{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 4 4 ism SO: {n!case,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 4 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 4 6 ism SO: {book,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 4 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 4 8 ism SO: {book,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 4 9 ism SO: {n!case,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 4 10ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 4 11ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 5 4 12ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 4 13ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 5 4 14ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 4 15ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 5 4 16ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 4 17ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 5 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 5 5 1 dws SO: the, Input: [d]
1 2 7 2 5 5 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 5 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 5 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 5 5 ism SO: {{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 5 6 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 5 7 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 5 8 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 5 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 5 10ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 5 11ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 5 12ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 5 5 13ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 5 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 5 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 5 5 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 5 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 5 5 18ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 5 19ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 5 5 20ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 5 21ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 6 ism SO: {book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 5 6 1 dws SO: the, Input: [d]
1 2 7 2 5 6 2 ism SO: {book,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 6 3 ism SO: {{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 6 4 ism SO: {n!case,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 6 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 6 6 ism SO: {book,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 6 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 6 8 ism SO: {book,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 6 9 ism SO: {n!case,{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 6 10ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 6 11ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 5 6 12ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 6 13ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 5 6 14ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 6 15ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 5 6 16ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 6 17ipm SO: <{book,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 7 ism SO: {n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 2 5 7 1 dws SO: the, Input: [d]
1 2 7 2 5 7 2 ism SO: {n!case,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 7 3 ism SO: {{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 7 4 ism SO: {n!case,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 7 5 ism SO: {{book,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 7 6 ism SO: {book,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 7 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 7 8 ism SO: {book,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 7 9 ism SO: {n!case,{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 2 5 7 10ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 7 11ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 2 5 7 12ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 7 13ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 5 7 14ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 7 15ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 5 7 16ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 2 5 7 17ipm SO: <{n!case,{n!case,{book,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 2 5 8 ipm SO: <{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 2 5 8 1 dws SO: the, Input: [d]
1 2 7 2 5 9 ipm SO: <{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 2 5 9 1 dws SO: the, Input: [d]
1 2 7 2 5 9 2 ism SO: {book,<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 5 9 3 ism SO: {<{book,{book,n!case}},{book,n!case}>,<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 5 9 4 ism SO: {book,<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 5 9 5 ism SO: {n!case,<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 2 5 9 6 ipm SO: <<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 2 5 9 7 ipm SO: <<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 5 9 8 ipm SO: <<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 2 5 9 9 ipm SO: <<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},{book,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 2 5 10ipm SO: <{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 2 5 101 dws SO: the, Input: [d]
1 2 7 2 5 11ipm SO: <{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 5 111 dws SO: the, Input: [d]
1 2 7 2 5 112 ism SO: {book,<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 5 113 ism SO: {n!case,<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 5 114 ipm SO: <<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 2 5 115 ipm SO: <<{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 2 5 12ipm SO: <{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 2 5 121 dws SO: the, Input: [d]
1 2 7 2 5 13ipm SO: <{n!case,{book,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 2 5 131 dws SO: the, Input: [d]
1 2 7 2 6 ipm SO: <{book,<{book,{book,n!case}},{book,n!case}>},book>, Input: [[the,d]]
1 2 7 2 6 1 dws SO: the, Input: [d]
1 2 7 2 6 1 1 esm SO: {the,d}, Input: []
1 2 7 2 6 1 2 epm SO: <the,d>, Input: []
1 2 7 2 6 1 3 epm SO: <d,the>, Input: []
1 2 7 2 7 ipm SO: <{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 2 7 1 dws SO: the, Input: [d]
1 2 7 2 7 1 1 esm SO: {the,d}, Input: []
1 2 7 2 7 1 2 epm SO: <the,d>, Input: []
1 2 7 2 7 1 3 epm SO: <d,the>, Input: []
1 2 7 2 7 2 ism SO: {book,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 7 2 1 dws SO: the, Input: [d]
1 2 7 2 7 2 2 ism SO: {book,{book,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 2 7 2 3 ism SO: {<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>,{book,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 2 7 2 4 ism SO: {book,{book,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 2 7 2 5 ism SO: {n!case,{book,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 2 7 2 6 ipm SO: <{book,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 2 7 2 7 2 7 ipm SO: <{book,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>>, Input: [[the,d]]
1 2 7 2 7 2 8 ipm SO: <{book,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 2 7 2 7 2 9 ipm SO: <{book,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 2 7 2 7 3 ism SO: {n!case,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 2 7 3 1 dws SO: the, Input: [d]
1 2 7 2 7 3 2 ism SO: {n!case,{n!case,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 2 7 3 3 ism SO: {<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>,{n!case,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 2 7 3 4 ism SO: {book,{n!case,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 2 7 3 5 ism SO: {n!case,{n!case,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 2 7 3 6 ipm SO: <{n!case,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 2 7 2 7 3 7 ipm SO: <{n!case,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>>, Input: [[the,d]]
1 2 7 2 7 3 8 ipm SO: <{n!case,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 2 7 2 7 3 9 ipm SO: <{n!case,<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 2 7 2 7 4 ipm SO: <<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 2 7 4 1 dws SO: the, Input: [d]
1 2 7 2 7 5 ipm SO: <<{book,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 2 7 5 1 dws SO: the, Input: [d]
1 2 7 2 8 ipm SO: <{book,<{book,{book,n!case}},{book,n!case}>},book>, Input: [[the,d]]
1 2 7 2 8 1 dws SO: the, Input: [d]
1 2 7 2 8 1 1 esm SO: {the,d}, Input: []
1 2 7 2 8 1 2 epm SO: <the,d>, Input: []
1 2 7 2 8 1 3 epm SO: <d,the>, Input: []
1 2 7 2 9 ipm SO: <{book,<{book,{book,n!case}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 7 2 9 1 dws SO: the, Input: [d]
1 2 7 2 9 1 1 esm SO: {the,d}, Input: []
1 2 7 2 9 1 2 epm SO: <the,d>, Input: []
1 2 7 2 9 1 3 epm SO: <d,the>, Input: []
1 2 7 3 ism SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [[the,d]]
1 2 7 3 1 dws SO: the, Input: [d]
1 2 7 3 1 1 esm SO: {the,d}, Input: []
1 2 7 3 1 1 1 uws SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 2 7 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 7 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 7 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 7 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 7 3 1 2 epm SO: <the,d>, Input: []
1 2 7 3 1 2 1 uws SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 2 7 3 1 3 epm SO: <d,the>, Input: []
1 2 7 3 1 3 1 uws SO: {n!case,<{book,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 2 7 3 2 ism SO: {n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 2 7 3 2 1 dws SO: the, Input: [d]
1 2 7 3 2 1 1 esm SO: {the,d}, Input: []
1 2 7 3 2 1 2 epm SO: <the,d>, Input: []
1 2 7 3 2 1 3 epm SO: <d,the>, Input: []
1 2 7 3 2 2 ism SO: {n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 2 2 1 dws SO: the, Input: [d]
1 2 7 3 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 2 3 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 2 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 2 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 2 8 ism SO: {book,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 2 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 2 10ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 2 11ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 2 2 12ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 2 13ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 2 2 14ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 2 15ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 2 2 16ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 2 2 17ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 3 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 2 3 1 dws SO: the, Input: [d]
1 2 7 3 2 3 2 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 3 ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 5 ism SO: {book,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 6 ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 7 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 8 ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 9 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 10ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 11ism SO: {<{book,{book,n!case}},{book,n!case}>,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 12ism SO: {book,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 13ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 3 14ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 2 3 15ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 3 16ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 2 3 17ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 2 3 18ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 3 19ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 2 3 20ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 3 21ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 2 3 22ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 3 23ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 2 3 24ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 2 3 25ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 4 ism SO: {n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 2 4 1 dws SO: the, Input: [d]
1 2 7 3 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 4 3 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 4 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 4 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 4 8 ism SO: {book,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 4 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 4 10ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 4 11ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 2 4 12ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 4 13ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 2 4 14ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 4 15ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 2 4 16ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 2 4 17ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 5 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 2 5 1 dws SO: the, Input: [d]
1 2 7 3 2 5 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 5 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 5 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 5 5 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 5 6 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 5 7 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 5 8 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 5 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 5 10ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 5 11ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 5 12ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 2 5 13ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 2 5 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 5 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 2 5 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 5 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 2 5 18ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 5 19ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 2 5 20ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 2 5 21ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 6 ism SO: {book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 2 6 1 dws SO: the, Input: [d]
1 2 7 3 2 6 2 ism SO: {book,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 6 3 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 6 4 ism SO: {n!case,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 6 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 6 6 ism SO: {n!case,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 6 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 6 8 ism SO: {book,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 6 9 ism SO: {n!case,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 6 10ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 2 6 11ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 2 6 12ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 6 13ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 2 6 14ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 6 15ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 2 6 16ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 2 6 17ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 7 ism SO: {n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 2 7 1 dws SO: the, Input: [d]
1 2 7 3 2 7 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 7 3 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 7 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 7 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 7 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 7 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 7 8 ism SO: {book,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 7 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 2 7 10ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 7 11ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 2 7 12ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 7 13ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 2 7 14ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 7 15ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 2 7 16ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 2 7 17ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 2 8 ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 3 2 8 1 dws SO: the, Input: [d]
1 2 7 3 2 9 ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 2 9 1 dws SO: the, Input: [d]
1 2 7 3 2 9 2 ism SO: {n!case,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 2 9 3 ism SO: {<{book,{book,n!case}},{book,n!case}>,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 2 9 4 ism SO: {book,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 2 9 5 ism SO: {n!case,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 2 9 6 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 3 2 9 7 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 2 9 8 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 3 2 9 9 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 3 2 10ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 3 2 101 dws SO: the, Input: [d]
1 2 7 3 2 11ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 2 111 dws SO: the, Input: [d]
1 2 7 3 2 112 ism SO: {book,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 2 113 ism SO: {n!case,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 2 114 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 3 2 115 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 3 2 12ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 3 2 121 dws SO: the, Input: [d]
1 2 7 3 2 13ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 3 2 131 dws SO: the, Input: [d]
1 2 7 3 3 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 2 7 3 3 1 dws SO: the, Input: [d]
1 2 7 3 3 1 1 esm SO: {the,d}, Input: []
1 2 7 3 3 1 2 epm SO: <the,d>, Input: []
1 2 7 3 3 1 3 epm SO: <d,the>, Input: []
1 2 7 3 3 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 3 2 1 dws SO: the, Input: [d]
1 2 7 3 3 2 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 5 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 6 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 7 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 8 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 9 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 10ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 11ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 12ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 13ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 2 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 2 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 2 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 2 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 3 2 18ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 2 19ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 2 20ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 2 21ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 3 2 22ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 2 23ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 2 24ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 2 25ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 3 3 1 dws SO: the, Input: [d]
1 2 7 3 3 3 2 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 3 3 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 3 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 3 5 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 3 6 ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 3 7 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 3 8 ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 3 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 3 10ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 3 11ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 3 12ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 3 13ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 3 3 14ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 3 15ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 3 16ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 3 17ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 3 3 18ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 3 19ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 3 20ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 3 21ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 3 4 1 dws SO: the, Input: [d]
1 2 7 3 3 4 2 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 4 3 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 4 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 4 5 ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 4 6 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 4 7 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 4 8 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 4 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 4 10ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 4 11ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 4 12ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 4 13ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 3 4 14ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 4 15ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 4 16ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 4 17ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 3 4 18ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 4 19ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 4 20ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 4 21ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 3 5 1 dws SO: the, Input: [d]
1 2 7 3 3 5 2 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 3 ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 5 ism SO: {book,{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 6 ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 7 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 8 ism SO: {<{book,{book,n!case}},{book,n!case}>,{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 9 ism SO: {book,{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 10ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 11ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 12ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 13ism SO: {<{book,{book,n!case}},{book,n!case}>,{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 14ism SO: {book,{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 15ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 5 16ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 3 5 17ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 5 18ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 5 19ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 5 20ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 5 21ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 3 5 22ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 5 23ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 5 24ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 5 25ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 3 5 26ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 5 27ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 5 28ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 5 29ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 6 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 3 6 1 dws SO: the, Input: [d]
1 2 7 3 3 6 2 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 6 3 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 6 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 6 5 ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 6 6 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 6 7 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 6 8 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 6 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 6 10ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 6 11ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 6 12ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 6 13ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 3 6 14ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 6 15ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 6 16ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 6 17ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 3 6 18ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 6 19ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 6 20ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 6 21ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 3 7 1 dws SO: the, Input: [d]
1 2 7 3 3 7 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 5 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 6 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 7 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 8 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 9 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 10ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 11ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 12ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 13ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 7 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 7 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 7 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 7 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 3 7 18ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 7 19ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 7 20ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 7 21ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 3 7 22ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 7 23ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 7 24ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 7 25ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 8 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 3 8 1 dws SO: the, Input: [d]
1 2 7 3 3 8 2 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 8 3 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 8 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 8 5 ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 8 6 ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 8 7 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 8 8 ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 8 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 8 10ism SO: {book,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 8 11ism SO: {n!case,{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 8 12ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 8 13ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 3 8 14ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 8 15ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 8 16ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 8 17ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 3 8 18ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 8 19ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 8 20ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 8 21ipm SO: <{book,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 9 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 3 9 1 dws SO: the, Input: [d]
1 2 7 3 3 9 2 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 9 3 ism SO: {{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 9 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 9 5 ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 9 6 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 9 7 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 9 8 ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 9 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 9 10ism SO: {book,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 9 11ism SO: {n!case,{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 3 9 12ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 9 13ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 3 9 14ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 9 15ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 9 16ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 9 17ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 3 9 18ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 9 19ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 9 20ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 3 9 21ipm SO: <{n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 3 10ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 101 dws SO: the, Input: [d]
1 2 7 3 3 102 ism SO: {book,<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 3 103 ism SO: {n!case,<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 3 104 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 3 3 105 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 3 3 11ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 3 3 111 dws SO: the, Input: [d]
1 2 7 3 3 12ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 3 3 121 dws SO: the, Input: [d]
1 2 7 3 3 13ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 3 131 dws SO: the, Input: [d]
1 2 7 3 3 132 ism SO: {n!case,<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 3 133 ism SO: {<{book,{book,n!case}},{book,n!case}>,<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 3 134 ism SO: {book,<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 3 135 ism SO: {n!case,<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 3 136 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 3 3 137 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 138 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 3 3 139 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 3 3 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 3 3 141 dws SO: the, Input: [d]
1 2 7 3 3 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 3 151 dws SO: the, Input: [d]
1 2 7 3 3 152 ism SO: {book,<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 3 153 ism SO: {n!case,<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 3 154 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 3 3 155 ipm SO: <<{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 3 3 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 3 3 161 dws SO: the, Input: [d]
1 2 7 3 3 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 3 3 171 dws SO: the, Input: [d]
1 2 7 3 4 ism SO: {book,{n!case,<{book,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 2 7 3 4 1 dws SO: the, Input: [d]
1 2 7 3 4 1 1 esm SO: {the,d}, Input: []
1 2 7 3 4 1 2 epm SO: <the,d>, Input: []
1 2 7 3 4 1 3 epm SO: <d,the>, Input: []
1 2 7 3 4 2 ism SO: {book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 4 2 1 dws SO: the, Input: [d]
1 2 7 3 4 2 2 ism SO: {book,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 2 3 ism SO: {{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 2 4 ism SO: {book,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 2 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 2 6 ism SO: {n!case,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 2 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 2 8 ism SO: {book,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 2 9 ism SO: {n!case,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 2 10ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 2 11ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 4 2 12ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 2 13ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 4 2 14ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 2 15ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 4 2 16ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 2 17ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 3 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 4 3 1 dws SO: the, Input: [d]
1 2 7 3 4 3 2 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 3 ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 5 ism SO: {book,{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 6 ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 7 ism SO: {{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 8 ism SO: {book,{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 9 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 10ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 11ism SO: {<{book,{book,n!case}},{book,n!case}>,{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 12ism SO: {book,{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 13ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 3 14ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 4 3 15ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 3 16ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 4 3 17ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 3 18ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 3 19ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 4 3 20ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 3 21ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 4 3 22ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 3 23ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 4 3 24ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 3 25ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 4 ism SO: {n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 4 4 1 dws SO: the, Input: [d]
1 2 7 3 4 4 2 ism SO: {n!case,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 4 3 ism SO: {{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 4 4 ism SO: {book,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 4 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 4 6 ism SO: {n!case,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 4 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 4 8 ism SO: {book,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 4 9 ism SO: {n!case,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 4 10ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 4 11ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 4 4 12ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 4 13ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 4 4 14ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 4 15ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 4 4 16ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 4 17ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 5 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 4 5 1 dws SO: the, Input: [d]
1 2 7 3 4 5 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 5 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 5 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 5 5 ism SO: {{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 5 6 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 5 7 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 5 8 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 5 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 5 10ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 5 11ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 5 12ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 4 5 13ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 5 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 5 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 4 5 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 5 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 4 5 18ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 5 19ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 4 5 20ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 5 21ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 6 ism SO: {book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 4 6 1 dws SO: the, Input: [d]
1 2 7 3 4 6 2 ism SO: {book,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 6 3 ism SO: {{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 6 4 ism SO: {book,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 6 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 6 6 ism SO: {n!case,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 6 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 6 8 ism SO: {book,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 6 9 ism SO: {n!case,{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 6 10ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 6 11ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 4 6 12ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 6 13ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 4 6 14ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 6 15ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 4 6 16ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 6 17ipm SO: <{book,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 7 ism SO: {n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 4 7 1 dws SO: the, Input: [d]
1 2 7 3 4 7 2 ism SO: {n!case,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 7 3 ism SO: {{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 7 4 ism SO: {book,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 7 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 7 6 ism SO: {n!case,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 7 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 7 8 ism SO: {book,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 7 9 ism SO: {n!case,{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 4 7 10ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 7 11ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 4 7 12ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 7 13ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 4 7 14ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 7 15ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 4 7 16ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 4 7 17ipm SO: <{n!case,{book,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 4 8 ipm SO: <{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 3 4 8 1 dws SO: the, Input: [d]
1 2 7 3 4 9 ipm SO: <{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 4 9 1 dws SO: the, Input: [d]
1 2 7 3 4 9 2 ism SO: {n!case,<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 4 9 3 ism SO: {<{book,{book,n!case}},{book,n!case}>,<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 4 9 4 ism SO: {book,<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 4 9 5 ism SO: {n!case,<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 4 9 6 ipm SO: <<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 3 4 9 7 ipm SO: <<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 4 9 8 ipm SO: <<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 3 4 9 9 ipm SO: <<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 3 4 10ipm SO: <{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 3 4 101 dws SO: the, Input: [d]
1 2 7 3 4 11ipm SO: <{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 4 111 dws SO: the, Input: [d]
1 2 7 3 4 112 ism SO: {book,<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 4 113 ism SO: {n!case,<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 4 114 ipm SO: <<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 3 4 115 ipm SO: <<{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 3 4 12ipm SO: <{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 3 4 121 dws SO: the, Input: [d]
1 2 7 3 4 13ipm SO: <{book,{n!case,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 3 4 131 dws SO: the, Input: [d]
1 2 7 3 5 ism SO: {n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 2 7 3 5 1 dws SO: the, Input: [d]
1 2 7 3 5 1 1 esm SO: {the,d}, Input: []
1 2 7 3 5 1 2 epm SO: <the,d>, Input: []
1 2 7 3 5 1 3 epm SO: <d,the>, Input: []
1 2 7 3 5 2 ism SO: {n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 5 2 1 dws SO: the, Input: [d]
1 2 7 3 5 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 2 3 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 2 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 2 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 2 8 ism SO: {book,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 2 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 2 10ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 2 11ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 5 2 12ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 2 13ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 5 2 14ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 2 15ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 5 2 16ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 5 2 17ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 3 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 5 3 1 dws SO: the, Input: [d]
1 2 7 3 5 3 2 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 3 ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 4 ism SO: {<{book,{book,n!case}},{book,n!case}>,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 5 ism SO: {book,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 6 ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 7 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 8 ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 9 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 10ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 11ism SO: {<{book,{book,n!case}},{book,n!case}>,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 12ism SO: {book,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 13ism SO: {n!case,{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 3 14ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 5 3 15ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 3 16ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 5 3 17ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 5 3 18ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 3 19ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 5 3 20ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 3 21ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 5 3 22ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 3 23ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 5 3 24ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 5 3 25ipm SO: <{{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 4 ism SO: {n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 5 4 1 dws SO: the, Input: [d]
1 2 7 3 5 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 4 3 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 4 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 4 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 4 8 ism SO: {book,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 4 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 4 10ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 4 11ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 5 4 12ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 4 13ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 5 4 14ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 4 15ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 5 4 16ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 5 4 17ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 5 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 5 5 1 dws SO: the, Input: [d]
1 2 7 3 5 5 2 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 5 3 ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 5 4 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 5 5 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 5 6 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 5 7 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 5 8 ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 5 9 ism SO: {<{book,{book,n!case}},{book,n!case}>,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 5 10ism SO: {book,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 5 11ism SO: {n!case,{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 5 12ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 5 5 13ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 5 5 14ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 5 15ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 5 5 16ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 5 17ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 5 5 18ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 5 19ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 5 5 20ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 5 5 21ipm SO: <{<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 6 ism SO: {book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 5 6 1 dws SO: the, Input: [d]
1 2 7 3 5 6 2 ism SO: {book,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 6 3 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 6 4 ism SO: {n!case,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 6 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 6 6 ism SO: {n!case,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 6 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 6 8 ism SO: {book,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 6 9 ism SO: {n!case,{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 6 10ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 5 6 11ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 5 6 12ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 6 13ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 5 6 14ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 6 15ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 5 6 16ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 5 6 17ipm SO: <{book,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 7 ism SO: {n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 2 7 3 5 7 1 dws SO: the, Input: [d]
1 2 7 3 5 7 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 7 3 ism SO: {{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 7 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 7 5 ism SO: {{n!case,<{book,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 7 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 7 7 ism SO: {<{book,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 7 8 ism SO: {book,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 7 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 2 7 3 5 7 10ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 7 11ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 2 7 3 5 7 12ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 7 13ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 5 7 14ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 7 15ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 5 7 16ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 2 7 3 5 7 17ipm SO: <{n!case,{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 2 7 3 5 8 ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 3 5 8 1 dws SO: the, Input: [d]
1 2 7 3 5 9 ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 2 7 3 5 9 1 dws SO: the, Input: [d]
1 2 7 3 5 9 2 ism SO: {n!case,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 5 9 3 ism SO: {<{book,{book,n!case}},{book,n!case}>,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 5 9 4 ism SO: {book,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 5 9 5 ism SO: {n!case,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 2 7 3 5 9 6 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 3 5 9 7 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 5 9 8 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 2 7 3 5 9 9 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},{n!case,<{book,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 2 7 3 5 10ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 3 5 101 dws SO: the, Input: [d]
1 2 7 3 5 11ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 5 111 dws SO: the, Input: [d]
1 2 7 3 5 112 ism SO: {book,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 5 113 ism SO: {n!case,<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 5 114 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 3 5 115 ipm SO: <<{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 3 5 12ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 2 7 3 5 121 dws SO: the, Input: [d]
1 2 7 3 5 13ipm SO: <{n!case,{n!case,<{book,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 2 7 3 5 131 dws SO: the, Input: [d]
1 2 7 3 6 ipm SO: <{n!case,<{book,{book,n!case}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 7 3 6 1 dws SO: the, Input: [d]
1 2 7 3 6 1 1 esm SO: {the,d}, Input: []
1 2 7 3 6 1 2 epm SO: <the,d>, Input: []
1 2 7 3 6 1 3 epm SO: <d,the>, Input: []
1 2 7 3 7 ipm SO: <{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 2 7 3 7 1 dws SO: the, Input: [d]
1 2 7 3 7 1 1 esm SO: {the,d}, Input: []
1 2 7 3 7 1 2 epm SO: <the,d>, Input: []
1 2 7 3 7 1 3 epm SO: <d,the>, Input: []
1 2 7 3 7 2 ism SO: {book,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 7 2 1 dws SO: the, Input: [d]
1 2 7 3 7 2 2 ism SO: {book,{book,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 3 7 2 3 ism SO: {<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>,{book,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 3 7 2 4 ism SO: {book,{book,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 3 7 2 5 ism SO: {n!case,{book,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 3 7 2 6 ipm SO: <{book,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 2 7 3 7 2 7 ipm SO: <{book,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>>, Input: [[the,d]]
1 2 7 3 7 2 8 ipm SO: <{book,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 2 7 3 7 2 9 ipm SO: <{book,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 2 7 3 7 3 ism SO: {n!case,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 2 7 3 7 3 1 dws SO: the, Input: [d]
1 2 7 3 7 3 2 ism SO: {n!case,{n!case,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 3 7 3 3 ism SO: {<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>,{n!case,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 3 7 3 4 ism SO: {book,{n!case,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 3 7 3 5 ism SO: {n!case,{n!case,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 2 7 3 7 3 6 ipm SO: <{n!case,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 2 7 3 7 3 7 ipm SO: <{n!case,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>>, Input: [[the,d]]
1 2 7 3 7 3 8 ipm SO: <{n!case,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 2 7 3 7 3 9 ipm SO: <{n!case,<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 2 7 3 7 4 ipm SO: <<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 2 7 3 7 4 1 dws SO: the, Input: [d]
1 2 7 3 7 5 ipm SO: <<{n!case,<{book,{book,n!case}},{book,n!case}>},<{book,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 2 7 3 7 5 1 dws SO: the, Input: [d]
1 2 7 3 8 ipm SO: <{n!case,<{book,{book,n!case}},{book,n!case}>},book>, Input: [[the,d]]
1 2 7 3 8 1 dws SO: the, Input: [d]
1 2 7 3 8 1 1 esm SO: {the,d}, Input: []
1 2 7 3 8 1 2 epm SO: <the,d>, Input: []
1 2 7 3 8 1 3 epm SO: <d,the>, Input: []
1 2 7 3 9 ipm SO: <{n!case,<{book,{book,n!case}},{book,n!case}>},n!case>, Input: [[the,d]]
1 2 7 3 9 1 dws SO: the, Input: [d]
1 2 7 3 9 1 1 esm SO: {the,d}, Input: []
1 2 7 3 9 1 2 epm SO: <the,d>, Input: []
1 2 7 3 9 1 3 epm SO: <d,the>, Input: []
1 2 7 4 ipm SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [[the,d]]
1 2 7 4 1 dws SO: the, Input: [d]
1 2 7 4 1 1 esm SO: {the,d}, Input: []
1 2 7 4 1 1 1 uws SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [{the,d}]
1 2 7 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 7 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 7 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 7 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 7 4 1 2 epm SO: <the,d>, Input: []
1 2 7 4 1 2 1 uws SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [<the,d>]
1 2 7 4 1 3 epm SO: <d,the>, Input: []
1 2 7 4 1 3 1 uws SO: <<{book,{book,n!case}},{book,n!case}>,book>, Input: [<d,the>]
1 2 7 5 ipm SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [[the,d]]
1 2 7 5 1 dws SO: the, Input: [d]
1 2 7 5 1 1 esm SO: {the,d}, Input: []
1 2 7 5 1 1 1 uws SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [{the,d}]
1 2 7 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 7 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 7 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 7 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 7 5 1 2 epm SO: <the,d>, Input: []
1 2 7 5 1 2 1 uws SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [<the,d>]
1 2 7 5 1 3 epm SO: <d,the>, Input: []
1 2 7 5 1 3 1 uws SO: <<{book,{book,n!case}},{book,n!case}>,n!case>, Input: [<d,the>]
1 2 8 ipm SO: <{book,{book,n!case}},book>, Input: [[the,d]]
1 2 8 1 dws SO: the, Input: [d]
1 2 8 1 1 esm SO: {the,d}, Input: []
1 2 8 1 1 1 uws SO: <{book,{book,n!case}},book>, Input: [{the,d}]
1 2 8 1 1 1 1 esm SO: {<{book,{book,n!case}},book>,{the,d}}, Input: []
1 2 8 1 1 1 2 epm SO: <<{book,{book,n!case}},book>,{the,d}>, Input: []
1 2 8 1 1 1 3 epm SO: <{the,d},<{book,{book,n!case}},book>>, Input: []
1 2 8 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 8 1 1 2 1 uws SO: <{book,{book,n!case}},book>, Input: [{the,{the,d}}]
1 2 8 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 2 8 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 2 8 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 2 8 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 2 8 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 2 8 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 2 8 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 2 8 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 2 8 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 8 1 1 3 1 uws SO: <{book,{book,n!case}},book>, Input: [{d,{the,d}}]
1 2 8 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 2 8 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 2 8 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 2 8 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 2 8 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 2 8 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 2 8 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 2 8 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 2 8 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 8 1 1 4 1 uws SO: <{book,{book,n!case}},book>, Input: [<{the,d},the>]
1 2 8 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 8 1 1 5 1 uws SO: <{book,{book,n!case}},book>, Input: [<{the,d},d>]
1 2 8 1 2 epm SO: <the,d>, Input: []
1 2 8 1 2 1 uws SO: <{book,{book,n!case}},book>, Input: [<the,d>]
1 2 8 1 2 1 1 esm SO: {<{book,{book,n!case}},book>,<the,d>}, Input: []
1 2 8 1 2 1 2 epm SO: <<{book,{book,n!case}},book>,<the,d>>, Input: []
1 2 8 1 2 1 3 epm SO: <<the,d>,<{book,{book,n!case}},book>>, Input: []
1 2 8 1 3 epm SO: <d,the>, Input: []
1 2 8 1 3 1 uws SO: <{book,{book,n!case}},book>, Input: [<d,the>]
1 2 8 1 3 1 1 esm SO: {<{book,{book,n!case}},book>,<d,the>}, Input: []
1 2 8 1 3 1 2 epm SO: <<{book,{book,n!case}},book>,<d,the>>, Input: []
1 2 8 1 3 1 3 epm SO: <<d,the>,<{book,{book,n!case}},book>>, Input: []
1 2 9 ipm SO: <{book,{book,n!case}},n!case>, Input: [[the,d]]
1 2 9 1 dws SO: the, Input: [d]
1 2 9 1 1 esm SO: {the,d}, Input: []
1 2 9 1 1 1 uws SO: <{book,{book,n!case}},n!case>, Input: [{the,d}]
1 2 9 1 1 1 1 esm SO: {<{book,{book,n!case}},n!case>,{the,d}}, Input: []
1 2 9 1 1 1 2 epm SO: <<{book,{book,n!case}},n!case>,{the,d}>, Input: []
1 2 9 1 1 1 3 epm SO: <{the,d},<{book,{book,n!case}},n!case>>, Input: []
1 2 9 1 1 2 ism SO: {the,{the,d}}, Input: []
1 2 9 1 1 2 1 uws SO: <{book,{book,n!case}},n!case>, Input: [{the,{the,d}}]
1 2 9 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 2 9 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 2 9 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 2 9 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 2 9 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 2 9 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 2 9 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 2 9 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 2 9 1 1 3 ism SO: {d,{the,d}}, Input: []
1 2 9 1 1 3 1 uws SO: <{book,{book,n!case}},n!case>, Input: [{d,{the,d}}]
1 2 9 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 2 9 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 2 9 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 2 9 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 2 9 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 2 9 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 2 9 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 2 9 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 2 9 1 1 4 ipm SO: <{the,d},the>, Input: []
1 2 9 1 1 4 1 uws SO: <{book,{book,n!case}},n!case>, Input: [<{the,d},the>]
1 2 9 1 1 5 ipm SO: <{the,d},d>, Input: []
1 2 9 1 1 5 1 uws SO: <{book,{book,n!case}},n!case>, Input: [<{the,d},d>]
1 2 9 1 2 epm SO: <the,d>, Input: []
1 2 9 1 2 1 uws SO: <{book,{book,n!case}},n!case>, Input: [<the,d>]
1 2 9 1 2 1 1 esm SO: {<{book,{book,n!case}},n!case>,<the,d>}, Input: []
1 2 9 1 2 1 2 epm SO: <<{book,{book,n!case}},n!case>,<the,d>>, Input: []
1 2 9 1 2 1 3 epm SO: <<the,d>,<{book,{book,n!case}},n!case>>, Input: []
1 2 9 1 3 epm SO: <d,the>, Input: []
1 2 9 1 3 1 uws SO: <{book,{book,n!case}},n!case>, Input: [<d,the>]
1 2 9 1 3 1 1 esm SO: {<{book,{book,n!case}},n!case>,<d,the>}, Input: []
1 2 9 1 3 1 2 epm SO: <<{book,{book,n!case}},n!case>,<d,the>>, Input: []
1 2 9 1 3 1 3 epm SO: <<d,the>,<{book,{book,n!case}},n!case>>, Input: []
1 3 ism SO: {n!case,{book,n!case}}, Input: [[the,d]]
1 3 1 dws SO: the, Input: [d]
1 3 1 1 esm SO: {the,d}, Input: []
1 3 1 1 1 uws SO: {n!case,{book,n!case}}, Input: [{the,d}]
1 3 1 1 1 1 esm SO: {{n!case,{book,n!case}},{the,d}}, Input: []
1 3 1 1 1 1 1 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{the,d}}}, Input: []
1 3 1 1 1 1 2 ism SO: {n!case,{{n!case,{book,n!case}},{the,d}}}, Input: []
1 3 1 1 1 1 3 ism SO: {{book,n!case},{{n!case,{book,n!case}},{the,d}}}, Input: []
1 3 1 1 1 1 4 ism SO: {book,{{n!case,{book,n!case}},{the,d}}}, Input: []
1 3 1 1 1 1 5 ism SO: {n!case,{{n!case,{book,n!case}},{the,d}}}, Input: []
1 3 1 1 1 1 6 ism SO: {{the,d},{{n!case,{book,n!case}},{the,d}}}, Input: []
1 3 1 1 1 1 7 ism SO: {the,{{n!case,{book,n!case}},{the,d}}}, Input: []
1 3 1 1 1 1 8 ism SO: {d,{{n!case,{book,n!case}},{the,d}}}, Input: []
1 3 1 1 1 1 9 ipm SO: <{{n!case,{book,n!case}},{the,d}},{n!case,{book,n!case}}>, Input: []
1 3 1 1 1 1 10ipm SO: <{{n!case,{book,n!case}},{the,d}},n!case>, Input: []
1 3 1 1 1 1 11ipm SO: <{{n!case,{book,n!case}},{the,d}},{book,n!case}>, Input: []
1 3 1 1 1 1 12ipm SO: <{{n!case,{book,n!case}},{the,d}},book>, Input: []
1 3 1 1 1 1 13ipm SO: <{{n!case,{book,n!case}},{the,d}},n!case>, Input: []
1 3 1 1 1 1 14ipm SO: <{{n!case,{book,n!case}},{the,d}},{the,d}>, Input: []
1 3 1 1 1 1 15ipm SO: <{{n!case,{book,n!case}},{the,d}},the>, Input: []
1 3 1 1 1 1 16ipm SO: <{{n!case,{book,n!case}},{the,d}},d>, Input: []
1 3 1 1 1 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,d}]
1 3 1 1 1 2 1 esm SO: {{n!case,{n!case,{book,n!case}}},{the,d}}, Input: []
1 3 1 1 1 2 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 2 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 2 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 2 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 2 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 2 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 2 8 epm SO: <{n!case,{n!case,{book,n!case}}},{the,d}>, Input: []
1 3 1 1 1 2 9 epm SO: <{the,d},{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 1 1 1 2 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 1 1 1 2 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 1 1 1 2 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 1 1 1 2 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 1 1 1 2 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 1 1 1 2 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 1 1 1 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [{the,d}]
1 3 1 1 1 3 1 esm SO: {{{book,n!case},{n!case,{book,n!case}}},{the,d}}, Input: []
1 3 1 1 1 3 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 3 3 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 3 4 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 3 5 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 3 6 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 3 7 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 3 8 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 3 9 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 3 10epm SO: <{{book,n!case},{n!case,{book,n!case}}},{the,d}>, Input: []
1 3 1 1 1 3 11epm SO: <{the,d},{{book,n!case},{n!case,{book,n!case}}}>, Input: []
1 3 1 1 1 3 12ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 1 1 1 3 13ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 1 1 1 3 14ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 1 1 1 3 15ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 1 1 1 3 16ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 1 1 1 3 17ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 1 1 1 3 18ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 1 1 1 3 19ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 1 1 1 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [{the,d}]
1 3 1 1 1 4 1 esm SO: {{book,{n!case,{book,n!case}}},{the,d}}, Input: []
1 3 1 1 1 4 2 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 4 3 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 4 4 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 4 5 ism SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 4 6 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 4 7 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 4 8 epm SO: <{book,{n!case,{book,n!case}}},{the,d}>, Input: []
1 3 1 1 1 4 9 epm SO: <{the,d},{book,{n!case,{book,n!case}}}>, Input: []
1 3 1 1 1 4 10ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 1 1 1 4 11ipm SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 1 1 1 4 12ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 1 1 1 4 13ipm SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 1 1 1 4 14ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 1 1 1 4 15ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 1 1 1 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,d}]
1 3 1 1 1 5 1 esm SO: {{n!case,{n!case,{book,n!case}}},{the,d}}, Input: []
1 3 1 1 1 5 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 5 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 5 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 5 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 5 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 5 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 1 1 1 5 8 epm SO: <{n!case,{n!case,{book,n!case}}},{the,d}>, Input: []
1 3 1 1 1 5 9 epm SO: <{the,d},{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 1 1 1 5 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 1 1 1 5 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 1 1 1 5 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 1 1 1 5 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 1 1 1 5 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 1 1 1 5 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 1 1 1 6 epm SO: <{n!case,{book,n!case}},{the,d}>, Input: []
1 3 1 1 1 6 1 ism SO: {the,<{n!case,{book,n!case}},{the,d}>}, Input: []
1 3 1 1 1 6 2 ism SO: {d,<{n!case,{book,n!case}},{the,d}>}, Input: []
1 3 1 1 1 6 3 ipm SO: <<{n!case,{book,n!case}},{the,d}>,the>, Input: []
1 3 1 1 1 6 4 ipm SO: <<{n!case,{book,n!case}},{the,d}>,d>, Input: []
1 3 1 1 1 7 epm SO: <{the,d},{n!case,{book,n!case}}>, Input: []
1 3 1 1 1 7 1 ism SO: {n!case,<{the,d},{n!case,{book,n!case}}>}, Input: []
1 3 1 1 1 7 2 ism SO: {{book,n!case},<{the,d},{n!case,{book,n!case}}>}, Input: []
1 3 1 1 1 7 3 ism SO: {book,<{the,d},{n!case,{book,n!case}}>}, Input: []
1 3 1 1 1 7 4 ism SO: {n!case,<{the,d},{n!case,{book,n!case}}>}, Input: []
1 3 1 1 1 7 5 ipm SO: <<{the,d},{n!case,{book,n!case}}>,n!case>, Input: []
1 3 1 1 1 7 6 ipm SO: <<{the,d},{n!case,{book,n!case}}>,{book,n!case}>, Input: []
1 3 1 1 1 7 7 ipm SO: <<{the,d},{n!case,{book,n!case}}>,book>, Input: []
1 3 1 1 1 7 8 ipm SO: <<{the,d},{n!case,{book,n!case}}>,n!case>, Input: []
1 3 1 1 1 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{the,d}]
1 3 1 1 1 8 1 esm SO: {<{n!case,{book,n!case}},n!case>,{the,d}}, Input: []
1 3 1 1 1 8 2 epm SO: <<{n!case,{book,n!case}},n!case>,{the,d}>, Input: []
1 3 1 1 1 8 3 epm SO: <{the,d},<{n!case,{book,n!case}},n!case>>, Input: []
1 3 1 1 1 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [{the,d}]
1 3 1 1 1 9 1 esm SO: {<{n!case,{book,n!case}},{book,n!case}>,{the,d}}, Input: []
1 3 1 1 1 9 2 ism SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 3 1 1 1 9 3 ism SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 3 1 1 1 9 4 epm SO: <<{n!case,{book,n!case}},{book,n!case}>,{the,d}>, Input: []
1 3 1 1 1 9 5 epm SO: <{the,d},<{n!case,{book,n!case}},{book,n!case}>>, Input: []
1 3 1 1 1 9 6 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [{the,d}]
1 3 1 1 1 9 7 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [{the,d}]
1 3 1 1 1 10ipm SO: <{n!case,{book,n!case}},book>, Input: [{the,d}]
1 3 1 1 1 101 esm SO: {<{n!case,{book,n!case}},book>,{the,d}}, Input: []
1 3 1 1 1 102 epm SO: <<{n!case,{book,n!case}},book>,{the,d}>, Input: []
1 3 1 1 1 103 epm SO: <{the,d},<{n!case,{book,n!case}},book>>, Input: []
1 3 1 1 1 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{the,d}]
1 3 1 1 1 111 esm SO: {<{n!case,{book,n!case}},n!case>,{the,d}}, Input: []
1 3 1 1 1 112 epm SO: <<{n!case,{book,n!case}},n!case>,{the,d}>, Input: []
1 3 1 1 1 113 epm SO: <{the,d},<{n!case,{book,n!case}},n!case>>, Input: []
1 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 1 1 2 1 uws SO: {n!case,{book,n!case}}, Input: [{the,{the,d}}]
1 3 1 1 2 1 1 esm SO: {{n!case,{book,n!case}},{the,{the,d}}}, Input: []
1 3 1 1 2 1 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 3 1 1 2 1 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 3 1 1 2 1 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 3 1 1 2 1 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 3 1 1 2 1 6 epm SO: <{n!case,{book,n!case}},{the,{the,d}}>, Input: []
1 3 1 1 2 1 7 epm SO: <{the,{the,d}},{n!case,{book,n!case}}>, Input: []
1 3 1 1 2 1 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{the,{the,d}}]
1 3 1 1 2 1 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [{the,{the,d}}]
1 3 1 1 2 1 10ipm SO: <{n!case,{book,n!case}},book>, Input: [{the,{the,d}}]
1 3 1 1 2 1 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{the,{the,d}}]
1 3 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 3 1 1 2 2 1 uws SO: {n!case,{book,n!case}}, Input: [{the,{the,{the,d}}}]
1 3 1 1 2 2 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 2 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 2 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 2 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 2 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 2 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 2 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 3 1 1 2 2 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
1 3 1 1 2 2 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 3 1 1 2 2 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
1 3 1 1 2 2 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 3 1 1 2 2 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
1 3 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 3 1 1 2 3 1 uws SO: {n!case,{book,n!case}}, Input: [{{the,d},{the,{the,d}}}]
1 3 1 1 2 3 2 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
1 3 1 1 2 3 3 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 3 1 1 2 3 4 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
1 3 1 1 2 3 5 ism SO: {{the,{the,d}},{{the,d},{the,{the,d}}}}, Input: []
1 3 1 1 2 3 6 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 3 1 1 2 3 7 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
1 3 1 1 2 3 8 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 3 1 1 2 3 9 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
1 3 1 1 2 3 10ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
1 3 1 1 2 3 11ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 3 1 1 2 3 12ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
1 3 1 1 2 3 13ipm SO: <{{the,d},{the,{the,d}}},{the,{the,d}}>, Input: []
1 3 1 1 2 3 14ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 3 1 1 2 3 15ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
1 3 1 1 2 3 16ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 3 1 1 2 3 17ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
1 3 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 3 1 1 2 4 1 uws SO: {n!case,{book,n!case}}, Input: [{the,{the,{the,d}}}]
1 3 1 1 2 4 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 4 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 4 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 4 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 4 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 4 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
1 3 1 1 2 4 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 3 1 1 2 4 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
1 3 1 1 2 4 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 3 1 1 2 4 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
1 3 1 1 2 4 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 3 1 1 2 4 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
1 3 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 3 1 1 2 5 1 uws SO: {n!case,{book,n!case}}, Input: [{d,{the,{the,d}}}]
1 3 1 1 2 5 2 ism SO: {d,{d,{the,{the,d}}}}, Input: []
1 3 1 1 2 5 3 ism SO: {{the,{the,d}},{d,{the,{the,d}}}}, Input: []
1 3 1 1 2 5 4 ism SO: {the,{d,{the,{the,d}}}}, Input: []
1 3 1 1 2 5 5 ism SO: {{the,d},{d,{the,{the,d}}}}, Input: []
1 3 1 1 2 5 6 ism SO: {the,{d,{the,{the,d}}}}, Input: []
1 3 1 1 2 5 7 ism SO: {d,{d,{the,{the,d}}}}, Input: []
1 3 1 1 2 5 8 ipm SO: <{d,{the,{the,d}}},d>, Input: []
1 3 1 1 2 5 9 ipm SO: <{d,{the,{the,d}}},{the,{the,d}}>, Input: []
1 3 1 1 2 5 10ipm SO: <{d,{the,{the,d}}},the>, Input: []
1 3 1 1 2 5 11ipm SO: <{d,{the,{the,d}}},{the,d}>, Input: []
1 3 1 1 2 5 12ipm SO: <{d,{the,{the,d}}},the>, Input: []
1 3 1 1 2 5 13ipm SO: <{d,{the,{the,d}}},d>, Input: []
1 3 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 3 1 1 2 6 1 uws SO: {n!case,{book,n!case}}, Input: [<{the,{the,d}},the>]
1 3 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 3 1 1 2 7 1 uws SO: {n!case,{book,n!case}}, Input: [<{the,{the,d}},{the,d}>]
1 3 1 1 2 7 2 ism SO: {the,<{the,{the,d}},{the,d}>}, Input: []
1 3 1 1 2 7 3 ism SO: {d,<{the,{the,d}},{the,d}>}, Input: []
1 3 1 1 2 7 4 ipm SO: <<{the,{the,d}},{the,d}>,the>, Input: []
1 3 1 1 2 7 5 ipm SO: <<{the,{the,d}},{the,d}>,d>, Input: []
1 3 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 3 1 1 2 8 1 uws SO: {n!case,{book,n!case}}, Input: [<{the,{the,d}},the>]
1 3 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 3 1 1 2 9 1 uws SO: {n!case,{book,n!case}}, Input: [<{the,{the,d}},d>]
1 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 1 1 3 1 uws SO: {n!case,{book,n!case}}, Input: [{d,{the,d}}]
1 3 1 1 3 1 1 esm SO: {{n!case,{book,n!case}},{d,{the,d}}}, Input: []
1 3 1 1 3 1 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 3 1 1 3 1 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 3 1 1 3 1 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 3 1 1 3 1 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 3 1 1 3 1 6 epm SO: <{n!case,{book,n!case}},{d,{the,d}}>, Input: []
1 3 1 1 3 1 7 epm SO: <{d,{the,d}},{n!case,{book,n!case}}>, Input: []
1 3 1 1 3 1 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{d,{the,d}}]
1 3 1 1 3 1 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [{d,{the,d}}]
1 3 1 1 3 1 10ipm SO: <{n!case,{book,n!case}},book>, Input: [{d,{the,d}}]
1 3 1 1 3 1 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [{d,{the,d}}]
1 3 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 3 1 1 3 2 1 uws SO: {n!case,{book,n!case}}, Input: [{d,{d,{the,d}}}]
1 3 1 1 3 2 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 2 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 2 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 2 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 2 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 2 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 2 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 3 1 1 3 2 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
1 3 1 1 3 2 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 3 1 1 3 2 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
1 3 1 1 3 2 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
1 3 1 1 3 2 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 3 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 3 1 1 3 3 1 uws SO: {n!case,{book,n!case}}, Input: [{{the,d},{d,{the,d}}}]
1 3 1 1 3 3 2 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
1 3 1 1 3 3 3 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
1 3 1 1 3 3 4 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 3 1 1 3 3 5 ism SO: {{d,{the,d}},{{the,d},{d,{the,d}}}}, Input: []
1 3 1 1 3 3 6 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 3 1 1 3 3 7 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
1 3 1 1 3 3 8 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
1 3 1 1 3 3 9 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 3 1 1 3 3 10ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
1 3 1 1 3 3 11ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
1 3 1 1 3 3 12ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 3 1 1 3 3 13ipm SO: <{{the,d},{d,{the,d}}},{d,{the,d}}>, Input: []
1 3 1 1 3 3 14ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 3 1 1 3 3 15ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
1 3 1 1 3 3 16ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
1 3 1 1 3 3 17ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 3 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 3 1 1 3 4 1 uws SO: {n!case,{book,n!case}}, Input: [{the,{d,{the,d}}}]
1 3 1 1 3 4 2 ism SO: {the,{the,{d,{the,d}}}}, Input: []
1 3 1 1 3 4 3 ism SO: {{d,{the,d}},{the,{d,{the,d}}}}, Input: []
1 3 1 1 3 4 4 ism SO: {d,{the,{d,{the,d}}}}, Input: []
1 3 1 1 3 4 5 ism SO: {{the,d},{the,{d,{the,d}}}}, Input: []
1 3 1 1 3 4 6 ism SO: {the,{the,{d,{the,d}}}}, Input: []
1 3 1 1 3 4 7 ism SO: {d,{the,{d,{the,d}}}}, Input: []
1 3 1 1 3 4 8 ipm SO: <{the,{d,{the,d}}},the>, Input: []
1 3 1 1 3 4 9 ipm SO: <{the,{d,{the,d}}},{d,{the,d}}>, Input: []
1 3 1 1 3 4 10ipm SO: <{the,{d,{the,d}}},d>, Input: []
1 3 1 1 3 4 11ipm SO: <{the,{d,{the,d}}},{the,d}>, Input: []
1 3 1 1 3 4 12ipm SO: <{the,{d,{the,d}}},the>, Input: []
1 3 1 1 3 4 13ipm SO: <{the,{d,{the,d}}},d>, Input: []
1 3 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 3 1 1 3 5 1 uws SO: {n!case,{book,n!case}}, Input: [{d,{d,{the,d}}}]
1 3 1 1 3 5 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 5 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 5 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 5 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 5 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 5 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 3 1 1 3 5 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 3 1 1 3 5 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
1 3 1 1 3 5 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 3 1 1 3 5 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
1 3 1 1 3 5 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
1 3 1 1 3 5 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 3 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 3 1 1 3 6 1 uws SO: {n!case,{book,n!case}}, Input: [<{d,{the,d}},d>]
1 3 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 3 1 1 3 7 1 uws SO: {n!case,{book,n!case}}, Input: [<{d,{the,d}},{the,d}>]
1 3 1 1 3 7 2 ism SO: {the,<{d,{the,d}},{the,d}>}, Input: []
1 3 1 1 3 7 3 ism SO: {d,<{d,{the,d}},{the,d}>}, Input: []
1 3 1 1 3 7 4 ipm SO: <<{d,{the,d}},{the,d}>,the>, Input: []
1 3 1 1 3 7 5 ipm SO: <<{d,{the,d}},{the,d}>,d>, Input: []
1 3 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 3 1 1 3 8 1 uws SO: {n!case,{book,n!case}}, Input: [<{d,{the,d}},the>]
1 3 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 3 1 1 3 9 1 uws SO: {n!case,{book,n!case}}, Input: [<{d,{the,d}},d>]
1 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 1 1 4 1 uws SO: {n!case,{book,n!case}}, Input: [<{the,d},the>]
1 3 1 1 4 1 1 esm SO: {{n!case,{book,n!case}},<{the,d},the>}, Input: []
1 3 1 1 4 1 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 3 1 1 4 1 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 3 1 1 4 1 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 3 1 1 4 1 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 3 1 1 4 1 6 epm SO: <{n!case,{book,n!case}},<{the,d},the>>, Input: []
1 3 1 1 4 1 7 epm SO: <<{the,d},the>,{n!case,{book,n!case}}>, Input: []
1 3 1 1 4 1 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},the>]
1 3 1 1 4 1 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<{the,d},the>]
1 3 1 1 4 1 10ipm SO: <{n!case,{book,n!case}},book>, Input: [<{the,d},the>]
1 3 1 1 4 1 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},the>]
1 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 1 1 5 1 uws SO: {n!case,{book,n!case}}, Input: [<{the,d},d>]
1 3 1 1 5 1 1 esm SO: {{n!case,{book,n!case}},<{the,d},d>}, Input: []
1 3 1 1 5 1 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 3 1 1 5 1 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 3 1 1 5 1 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 3 1 1 5 1 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 3 1 1 5 1 6 epm SO: <{n!case,{book,n!case}},<{the,d},d>>, Input: []
1 3 1 1 5 1 7 epm SO: <<{the,d},d>,{n!case,{book,n!case}}>, Input: []
1 3 1 1 5 1 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},d>]
1 3 1 1 5 1 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<{the,d},d>]
1 3 1 1 5 1 10ipm SO: <{n!case,{book,n!case}},book>, Input: [<{the,d},d>]
1 3 1 1 5 1 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},d>]
1 3 1 2 epm SO: <the,d>, Input: []
1 3 1 2 1 uws SO: {n!case,{book,n!case}}, Input: [<the,d>]
1 3 1 2 1 1 esm SO: {{n!case,{book,n!case}},<the,d>}, Input: []
1 3 1 2 1 1 1 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<the,d>}}, Input: []
1 3 1 2 1 1 2 ism SO: {n!case,{{n!case,{book,n!case}},<the,d>}}, Input: []
1 3 1 2 1 1 3 ism SO: {{book,n!case},{{n!case,{book,n!case}},<the,d>}}, Input: []
1 3 1 2 1 1 4 ism SO: {book,{{n!case,{book,n!case}},<the,d>}}, Input: []
1 3 1 2 1 1 5 ism SO: {n!case,{{n!case,{book,n!case}},<the,d>}}, Input: []
1 3 1 2 1 1 6 ism SO: {<the,d>,{{n!case,{book,n!case}},<the,d>}}, Input: []
1 3 1 2 1 1 7 ipm SO: <{{n!case,{book,n!case}},<the,d>},{n!case,{book,n!case}}>, Input: []
1 3 1 2 1 1 8 ipm SO: <{{n!case,{book,n!case}},<the,d>},n!case>, Input: []
1 3 1 2 1 1 9 ipm SO: <{{n!case,{book,n!case}},<the,d>},{book,n!case}>, Input: []
1 3 1 2 1 1 10ipm SO: <{{n!case,{book,n!case}},<the,d>},book>, Input: []
1 3 1 2 1 1 11ipm SO: <{{n!case,{book,n!case}},<the,d>},n!case>, Input: []
1 3 1 2 1 1 12ipm SO: <{{n!case,{book,n!case}},<the,d>},<the,d>>, Input: []
1 3 1 2 1 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<the,d>]
1 3 1 2 1 2 1 esm SO: {{n!case,{n!case,{book,n!case}}},<the,d>}, Input: []
1 3 1 2 1 2 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 2 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 2 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 2 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 2 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 2 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 2 8 epm SO: <{n!case,{n!case,{book,n!case}}},<the,d>>, Input: []
1 3 1 2 1 2 9 epm SO: <<the,d>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 1 2 1 2 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 1 2 1 2 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 1 2 1 2 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 1 2 1 2 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 1 2 1 2 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 1 2 1 2 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 1 2 1 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<the,d>]
1 3 1 2 1 3 1 esm SO: {{{book,n!case},{n!case,{book,n!case}}},<the,d>}, Input: []
1 3 1 2 1 3 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 3 3 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 3 4 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 3 5 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 3 6 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 3 7 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 3 8 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 3 9 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 3 10epm SO: <{{book,n!case},{n!case,{book,n!case}}},<the,d>>, Input: []
1 3 1 2 1 3 11epm SO: <<the,d>,{{book,n!case},{n!case,{book,n!case}}}>, Input: []
1 3 1 2 1 3 12ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 1 2 1 3 13ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 1 2 1 3 14ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 1 2 1 3 15ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 1 2 1 3 16ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 1 2 1 3 17ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 1 2 1 3 18ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 1 2 1 3 19ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 1 2 1 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [<the,d>]
1 3 1 2 1 4 1 esm SO: {{book,{n!case,{book,n!case}}},<the,d>}, Input: []
1 3 1 2 1 4 2 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 4 3 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 4 4 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 4 5 ism SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 4 6 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 4 7 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 4 8 epm SO: <{book,{n!case,{book,n!case}}},<the,d>>, Input: []
1 3 1 2 1 4 9 epm SO: <<the,d>,{book,{n!case,{book,n!case}}}>, Input: []
1 3 1 2 1 4 10ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 1 2 1 4 11ipm SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 1 2 1 4 12ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 1 2 1 4 13ipm SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 1 2 1 4 14ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 1 2 1 4 15ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 1 2 1 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<the,d>]
1 3 1 2 1 5 1 esm SO: {{n!case,{n!case,{book,n!case}}},<the,d>}, Input: []
1 3 1 2 1 5 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 5 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 5 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 5 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 5 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 5 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 1 2 1 5 8 epm SO: <{n!case,{n!case,{book,n!case}}},<the,d>>, Input: []
1 3 1 2 1 5 9 epm SO: <<the,d>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 1 2 1 5 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 1 2 1 5 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 1 2 1 5 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 1 2 1 5 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 1 2 1 5 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 1 2 1 5 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 1 2 1 6 epm SO: <{n!case,{book,n!case}},<the,d>>, Input: []
1 3 1 2 1 7 epm SO: <<the,d>,{n!case,{book,n!case}}>, Input: []
1 3 1 2 1 7 1 ism SO: {n!case,<<the,d>,{n!case,{book,n!case}}>}, Input: []
1 3 1 2 1 7 2 ism SO: {{book,n!case},<<the,d>,{n!case,{book,n!case}}>}, Input: []
1 3 1 2 1 7 3 ism SO: {book,<<the,d>,{n!case,{book,n!case}}>}, Input: []
1 3 1 2 1 7 4 ism SO: {n!case,<<the,d>,{n!case,{book,n!case}}>}, Input: []
1 3 1 2 1 7 5 ipm SO: <<<the,d>,{n!case,{book,n!case}}>,n!case>, Input: []
1 3 1 2 1 7 6 ipm SO: <<<the,d>,{n!case,{book,n!case}}>,{book,n!case}>, Input: []
1 3 1 2 1 7 7 ipm SO: <<<the,d>,{n!case,{book,n!case}}>,book>, Input: []
1 3 1 2 1 7 8 ipm SO: <<<the,d>,{n!case,{book,n!case}}>,n!case>, Input: []
1 3 1 2 1 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<the,d>]
1 3 1 2 1 8 1 esm SO: {<{n!case,{book,n!case}},n!case>,<the,d>}, Input: []
1 3 1 2 1 8 2 epm SO: <<{n!case,{book,n!case}},n!case>,<the,d>>, Input: []
1 3 1 2 1 8 3 epm SO: <<the,d>,<{n!case,{book,n!case}},n!case>>, Input: []
1 3 1 2 1 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<the,d>]
1 3 1 2 1 9 1 esm SO: {<{n!case,{book,n!case}},{book,n!case}>,<the,d>}, Input: []
1 3 1 2 1 9 2 ism SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 3 1 2 1 9 3 ism SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 3 1 2 1 9 4 epm SO: <<{n!case,{book,n!case}},{book,n!case}>,<the,d>>, Input: []
1 3 1 2 1 9 5 epm SO: <<the,d>,<{n!case,{book,n!case}},{book,n!case}>>, Input: []
1 3 1 2 1 9 6 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [<the,d>]
1 3 1 2 1 9 7 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [<the,d>]
1 3 1 2 1 10ipm SO: <{n!case,{book,n!case}},book>, Input: [<the,d>]
1 3 1 2 1 101 esm SO: {<{n!case,{book,n!case}},book>,<the,d>}, Input: []
1 3 1 2 1 102 epm SO: <<{n!case,{book,n!case}},book>,<the,d>>, Input: []
1 3 1 2 1 103 epm SO: <<the,d>,<{n!case,{book,n!case}},book>>, Input: []
1 3 1 2 1 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<the,d>]
1 3 1 2 1 111 esm SO: {<{n!case,{book,n!case}},n!case>,<the,d>}, Input: []
1 3 1 2 1 112 epm SO: <<{n!case,{book,n!case}},n!case>,<the,d>>, Input: []
1 3 1 2 1 113 epm SO: <<the,d>,<{n!case,{book,n!case}},n!case>>, Input: []
1 3 1 3 epm SO: <d,the>, Input: []
1 3 1 3 1 uws SO: {n!case,{book,n!case}}, Input: [<d,the>]
1 3 1 3 1 1 esm SO: {{n!case,{book,n!case}},<d,the>}, Input: []
1 3 1 3 1 1 1 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<d,the>}}, Input: []
1 3 1 3 1 1 2 ism SO: {n!case,{{n!case,{book,n!case}},<d,the>}}, Input: []
1 3 1 3 1 1 3 ism SO: {{book,n!case},{{n!case,{book,n!case}},<d,the>}}, Input: []
1 3 1 3 1 1 4 ism SO: {book,{{n!case,{book,n!case}},<d,the>}}, Input: []
1 3 1 3 1 1 5 ism SO: {n!case,{{n!case,{book,n!case}},<d,the>}}, Input: []
1 3 1 3 1 1 6 ism SO: {<d,the>,{{n!case,{book,n!case}},<d,the>}}, Input: []
1 3 1 3 1 1 7 ipm SO: <{{n!case,{book,n!case}},<d,the>},{n!case,{book,n!case}}>, Input: []
1 3 1 3 1 1 8 ipm SO: <{{n!case,{book,n!case}},<d,the>},n!case>, Input: []
1 3 1 3 1 1 9 ipm SO: <{{n!case,{book,n!case}},<d,the>},{book,n!case}>, Input: []
1 3 1 3 1 1 10ipm SO: <{{n!case,{book,n!case}},<d,the>},book>, Input: []
1 3 1 3 1 1 11ipm SO: <{{n!case,{book,n!case}},<d,the>},n!case>, Input: []
1 3 1 3 1 1 12ipm SO: <{{n!case,{book,n!case}},<d,the>},<d,the>>, Input: []
1 3 1 3 1 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<d,the>]
1 3 1 3 1 2 1 esm SO: {{n!case,{n!case,{book,n!case}}},<d,the>}, Input: []
1 3 1 3 1 2 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 2 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 2 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 2 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 2 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 2 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 2 8 epm SO: <{n!case,{n!case,{book,n!case}}},<d,the>>, Input: []
1 3 1 3 1 2 9 epm SO: <<d,the>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 1 3 1 2 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 1 3 1 2 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 1 3 1 2 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 1 3 1 2 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 1 3 1 2 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 1 3 1 2 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 1 3 1 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<d,the>]
1 3 1 3 1 3 1 esm SO: {{{book,n!case},{n!case,{book,n!case}}},<d,the>}, Input: []
1 3 1 3 1 3 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 3 3 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 3 4 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 3 5 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 3 6 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 3 7 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 3 8 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 3 9 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 3 10epm SO: <{{book,n!case},{n!case,{book,n!case}}},<d,the>>, Input: []
1 3 1 3 1 3 11epm SO: <<d,the>,{{book,n!case},{n!case,{book,n!case}}}>, Input: []
1 3 1 3 1 3 12ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 1 3 1 3 13ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 1 3 1 3 14ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 1 3 1 3 15ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 1 3 1 3 16ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 1 3 1 3 17ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 1 3 1 3 18ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 1 3 1 3 19ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 1 3 1 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [<d,the>]
1 3 1 3 1 4 1 esm SO: {{book,{n!case,{book,n!case}}},<d,the>}, Input: []
1 3 1 3 1 4 2 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 4 3 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 4 4 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 4 5 ism SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 4 6 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 4 7 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 4 8 epm SO: <{book,{n!case,{book,n!case}}},<d,the>>, Input: []
1 3 1 3 1 4 9 epm SO: <<d,the>,{book,{n!case,{book,n!case}}}>, Input: []
1 3 1 3 1 4 10ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 1 3 1 4 11ipm SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 1 3 1 4 12ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 1 3 1 4 13ipm SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 1 3 1 4 14ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 1 3 1 4 15ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 1 3 1 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [<d,the>]
1 3 1 3 1 5 1 esm SO: {{n!case,{n!case,{book,n!case}}},<d,the>}, Input: []
1 3 1 3 1 5 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 5 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 5 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 5 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 5 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 5 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 1 3 1 5 8 epm SO: <{n!case,{n!case,{book,n!case}}},<d,the>>, Input: []
1 3 1 3 1 5 9 epm SO: <<d,the>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 1 3 1 5 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 1 3 1 5 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 1 3 1 5 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 1 3 1 5 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 1 3 1 5 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 1 3 1 5 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 1 3 1 6 epm SO: <{n!case,{book,n!case}},<d,the>>, Input: []
1 3 1 3 1 7 epm SO: <<d,the>,{n!case,{book,n!case}}>, Input: []
1 3 1 3 1 7 1 ism SO: {n!case,<<d,the>,{n!case,{book,n!case}}>}, Input: []
1 3 1 3 1 7 2 ism SO: {{book,n!case},<<d,the>,{n!case,{book,n!case}}>}, Input: []
1 3 1 3 1 7 3 ism SO: {book,<<d,the>,{n!case,{book,n!case}}>}, Input: []
1 3 1 3 1 7 4 ism SO: {n!case,<<d,the>,{n!case,{book,n!case}}>}, Input: []
1 3 1 3 1 7 5 ipm SO: <<<d,the>,{n!case,{book,n!case}}>,n!case>, Input: []
1 3 1 3 1 7 6 ipm SO: <<<d,the>,{n!case,{book,n!case}}>,{book,n!case}>, Input: []
1 3 1 3 1 7 7 ipm SO: <<<d,the>,{n!case,{book,n!case}}>,book>, Input: []
1 3 1 3 1 7 8 ipm SO: <<<d,the>,{n!case,{book,n!case}}>,n!case>, Input: []
1 3 1 3 1 8 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<d,the>]
1 3 1 3 1 8 1 esm SO: {<{n!case,{book,n!case}},n!case>,<d,the>}, Input: []
1 3 1 3 1 8 2 epm SO: <<{n!case,{book,n!case}},n!case>,<d,the>>, Input: []
1 3 1 3 1 8 3 epm SO: <<d,the>,<{n!case,{book,n!case}},n!case>>, Input: []
1 3 1 3 1 9 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<d,the>]
1 3 1 3 1 9 1 esm SO: {<{n!case,{book,n!case}},{book,n!case}>,<d,the>}, Input: []
1 3 1 3 1 9 2 ism SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 3 1 3 1 9 3 ism SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 3 1 3 1 9 4 epm SO: <<{n!case,{book,n!case}},{book,n!case}>,<d,the>>, Input: []
1 3 1 3 1 9 5 epm SO: <<d,the>,<{n!case,{book,n!case}},{book,n!case}>>, Input: []
1 3 1 3 1 9 6 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [<d,the>]
1 3 1 3 1 9 7 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [<d,the>]
1 3 1 3 1 10ipm SO: <{n!case,{book,n!case}},book>, Input: [<d,the>]
1 3 1 3 1 101 esm SO: {<{n!case,{book,n!case}},book>,<d,the>}, Input: []
1 3 1 3 1 102 epm SO: <<{n!case,{book,n!case}},book>,<d,the>>, Input: []
1 3 1 3 1 103 epm SO: <<d,the>,<{n!case,{book,n!case}},book>>, Input: []
1 3 1 3 1 11ipm SO: <{n!case,{book,n!case}},n!case>, Input: [<d,the>]
1 3 1 3 1 111 esm SO: {<{n!case,{book,n!case}},n!case>,<d,the>}, Input: []
1 3 1 3 1 112 epm SO: <<{n!case,{book,n!case}},n!case>,<d,the>>, Input: []
1 3 1 3 1 113 epm SO: <<d,the>,<{n!case,{book,n!case}},n!case>>, Input: []
1 3 2 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [[the,d]]
1 3 2 1 dws SO: the, Input: [d]
1 3 2 1 1 esm SO: {the,d}, Input: []
1 3 2 1 1 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,d}]
1 3 2 1 1 1 1 esm SO: {{n!case,{n!case,{book,n!case}}},{the,d}}, Input: []
1 3 2 1 1 1 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 1 1 1 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 1 1 1 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 1 1 1 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 1 1 1 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 1 1 1 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 1 1 1 8 epm SO: <{n!case,{n!case,{book,n!case}}},{the,d}>, Input: []
1 3 2 1 1 1 9 epm SO: <{the,d},{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 2 1 1 1 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 2 1 1 1 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 2 1 1 1 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 2 1 1 1 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 2 1 1 1 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 2 1 1 1 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 1 1 2 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 3 2 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 3 2 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 3 2 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 3 2 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 3 2 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 3 2 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 3 2 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 3 2 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 3 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 1 1 3 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 3 2 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 3 2 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 3 2 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 3 2 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 3 2 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 3 2 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 3 2 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 3 2 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 3 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 1 1 4 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 3 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 1 1 5 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 3 2 1 2 epm SO: <the,d>, Input: []
1 3 2 1 2 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [<the,d>]
1 3 2 1 2 1 1 esm SO: {{n!case,{n!case,{book,n!case}}},<the,d>}, Input: []
1 3 2 1 2 1 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 1 2 1 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 1 2 1 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 1 2 1 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 1 2 1 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 1 2 1 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 1 2 1 8 epm SO: <{n!case,{n!case,{book,n!case}}},<the,d>>, Input: []
1 3 2 1 2 1 9 epm SO: <<the,d>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 2 1 2 1 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 2 1 2 1 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 2 1 2 1 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 2 1 2 1 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 2 1 2 1 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 2 1 2 1 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 2 1 3 epm SO: <d,the>, Input: []
1 3 2 1 3 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [<d,the>]
1 3 2 1 3 1 1 esm SO: {{n!case,{n!case,{book,n!case}}},<d,the>}, Input: []
1 3 2 1 3 1 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 1 3 1 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 1 3 1 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 1 3 1 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 1 3 1 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 1 3 1 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 1 3 1 8 epm SO: <{n!case,{n!case,{book,n!case}}},<d,the>>, Input: []
1 3 2 1 3 1 9 epm SO: <<d,the>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 2 1 3 1 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 2 1 3 1 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 2 1 3 1 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 2 1 3 1 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 2 1 3 1 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 2 1 3 1 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 2 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 2 2 1 dws SO: the, Input: [d]
1 3 2 2 1 1 esm SO: {the,d}, Input: []
1 3 2 2 1 1 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 2 1 2 epm SO: <the,d>, Input: []
1 3 2 2 1 2 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 2 1 3 epm SO: <d,the>, Input: []
1 3 2 2 1 3 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 2 2 1 dws SO: the, Input: [d]
1 3 2 2 2 1 1 esm SO: {the,d}, Input: []
1 3 2 2 2 1 2 epm SO: <the,d>, Input: []
1 3 2 2 2 1 3 epm SO: <d,the>, Input: []
1 3 2 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 1 dws SO: the, Input: [d]
1 3 2 2 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 2 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 1 dws SO: the, Input: [d]
1 3 2 2 2 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 2 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 1 dws SO: the, Input: [d]
1 3 2 2 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 2 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 1 dws SO: the, Input: [d]
1 3 2 2 2 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 2 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 1 dws SO: the, Input: [d]
1 3 2 2 2 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 2 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 1 dws SO: the, Input: [d]
1 3 2 2 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 2 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 1 dws SO: the, Input: [d]
1 3 2 2 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 2 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 1 dws SO: the, Input: [d]
1 3 2 2 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 2 101 dws SO: the, Input: [d]
1 3 2 2 2 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 2 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 2 111 dws SO: the, Input: [d]
1 3 2 2 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 2 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 2 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 2 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 121 dws SO: the, Input: [d]
1 3 2 2 2 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 2 131 dws SO: the, Input: [d]
1 3 2 2 2 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 2 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 2 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 2 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 2 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 2 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 2 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 2 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 2 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 2 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 2 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 2 2 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 141 dws SO: the, Input: [d]
1 3 2 2 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 2 151 dws SO: the, Input: [d]
1 3 2 2 2 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 2 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 2 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 2 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 2 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 2 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 2 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 2 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 2 2 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 161 dws SO: the, Input: [d]
1 3 2 2 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 2 171 dws SO: the, Input: [d]
1 3 2 2 2 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 2 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 2 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 2 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 2 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 2 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 181 dws SO: the, Input: [d]
1 3 2 2 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 2 191 dws SO: the, Input: [d]
1 3 2 2 2 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 2 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 2 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 2 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 2 201 dws SO: the, Input: [d]
1 3 2 2 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 2 211 dws SO: the, Input: [d]
1 3 2 2 3 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 2 3 1 dws SO: the, Input: [d]
1 3 2 2 3 1 1 esm SO: {the,d}, Input: []
1 3 2 2 3 1 2 epm SO: <the,d>, Input: []
1 3 2 2 3 1 3 epm SO: <d,the>, Input: []
1 3 2 2 3 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 1 dws SO: the, Input: [d]
1 3 2 2 3 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 23ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 24ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 25ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 2 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 2 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 2 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 2 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 1 dws SO: the, Input: [d]
1 3 2 2 3 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 3 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 3 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 3 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 3 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 1 dws SO: the, Input: [d]
1 3 2 2 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 4 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 4 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 4 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 4 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 1 dws SO: the, Input: [d]
1 3 2 2 3 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 5 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 5 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 5 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 5 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 1 dws SO: the, Input: [d]
1 3 2 2 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 14ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 20ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 6 22ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 6 23ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 6 24ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 6 25ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 1 dws SO: the, Input: [d]
1 3 2 2 3 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 12ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 14ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 17ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 18ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 19ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 7 20ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 7 21ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 7 22ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 7 23ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 1 dws SO: the, Input: [d]
1 3 2 2 3 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 8 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 8 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 8 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 8 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 1 dws SO: the, Input: [d]
1 3 2 2 3 9 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 11ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 12ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 14ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 15ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 16ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 17ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 19ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 21ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 23ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 24ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 25ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 26ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 27ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 9 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 9 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 9 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 9 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 9 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 9 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 9 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 9 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 9 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 9 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 9 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 9 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 9 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 9 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 9 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 9 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 9 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 9 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 9 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 9 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 9 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 9 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 9 50ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 9 51ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 9 52ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 9 53ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 101 dws SO: the, Input: [d]
1 3 2 2 3 102 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 103 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 104 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 105 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 106 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 107 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 108 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 109 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1010ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1011ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1012ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1014ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1015ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1016ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1017ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1018ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1019ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1020ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1021ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 1022ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1023ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1024ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1025ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1026ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1027ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1028ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1029ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 1030ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1031ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1032ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1033ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1034ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1035ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1036ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1037ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 111 dws SO: the, Input: [d]
1 3 2 2 3 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 119 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1110ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1111ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1112ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1113ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1114ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1115ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1116ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1117ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 121 dws SO: the, Input: [d]
1 3 2 2 3 122 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 123 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 124 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 125 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 127 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 129 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1210ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1211ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1212ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1214ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1216ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1218ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1219ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1220ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1221ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 1222ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1223ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1224ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1225ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1226ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1227ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1228ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1229ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 1230ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1231ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1232ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1233ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1234ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1235ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1236ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1237ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 13ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 131 dws SO: the, Input: [d]
1 3 2 2 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 137 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 138 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1313ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1315ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1316ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 141 dws SO: the, Input: [d]
1 3 2 2 3 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1411ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1412ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1414ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1417ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1418ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1419ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1420ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1421ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 1422ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1423ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 15ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 151 dws SO: the, Input: [d]
1 3 2 2 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 153 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 155 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 156 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 159 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1511ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1513ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1514ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1518ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1520ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1522ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1523ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1524ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1525ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 1526ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1527ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1528ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1529ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1530ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1531ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1532ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1533ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 1534ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1535ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1536ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1537ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1538ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1539ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1540ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1541ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 16ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 161 dws SO: the, Input: [d]
1 3 2 2 3 162 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 164 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 165 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 166 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 167 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 168 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 169 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1610ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1611ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1612ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1614ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1616ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1617ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1618ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1619ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1620ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1621ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 1622ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1623ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1624ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1625ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1626ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1627ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1628ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1629ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 1630ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1631ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1632ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1633ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1634ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1635ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1636ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1637ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 17ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 3 171 dws SO: the, Input: [d]
1 3 2 2 3 172 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 173 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 174 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 175 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 177 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 179 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1710ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1711ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1712ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1714ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1716ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1718ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1719ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 3 1720ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1721ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 3 1722ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1723ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1724ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1725ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1726ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1727ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1728ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1729ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 1730ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1731ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 1732ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1733ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1734ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 1735ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1736ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 3 1737ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 18ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 181 dws SO: the, Input: [d]
1 3 2 2 3 182 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 183 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 184 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 185 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 186 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 187 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 188 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 189 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 1810ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 1811ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 1812ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 2 3 1813ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 19ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 191 dws SO: the, Input: [d]
1 3 2 2 3 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 201 dws SO: the, Input: [d]
1 3 2 2 3 202 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 3 203 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 3 204 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 3 205 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 3 206 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 207 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 208 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 3 209 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 211 dws SO: the, Input: [d]
1 3 2 2 3 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 221 dws SO: the, Input: [d]
1 3 2 2 3 222 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 3 223 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 3 224 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 3 225 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 3 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 3 231 dws SO: the, Input: [d]
1 3 2 2 3 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 241 dws SO: the, Input: [d]
1 3 2 2 3 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 3 251 dws SO: the, Input: [d]
1 3 2 2 3 252 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 3 253 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 3 254 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 3 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 3 256 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 3 257 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 3 258 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 3 259 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 3 2510ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 2511ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 2512ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 2513ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 2514ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 2515ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 2516ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 2 3 2517ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 261 dws SO: the, Input: [d]
1 3 2 2 3 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 3 271 dws SO: the, Input: [d]
1 3 2 2 3 272 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 273 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 274 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 275 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 276 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 277 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 3 278 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 279 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 2710ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 2711ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 2712ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 2 3 2713ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 281 dws SO: the, Input: [d]
1 3 2 2 3 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 3 291 dws SO: the, Input: [d]
1 3 2 2 3 292 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 3 293 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 3 294 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 3 295 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 3 296 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 297 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 298 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 3 299 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 3 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 301 dws SO: the, Input: [d]
1 3 2 2 3 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 3 311 dws SO: the, Input: [d]
1 3 2 2 3 312 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 3 313 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 3 314 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 3 315 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 3 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 3 321 dws SO: the, Input: [d]
1 3 2 2 3 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 3 331 dws SO: the, Input: [d]
1 3 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 2 4 1 dws SO: the, Input: [d]
1 3 2 2 4 1 1 esm SO: {the,d}, Input: []
1 3 2 2 4 1 2 epm SO: <the,d>, Input: []
1 3 2 2 4 1 3 epm SO: <d,the>, Input: []
1 3 2 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 1 dws SO: the, Input: [d]
1 3 2 2 4 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 4 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 1 dws SO: the, Input: [d]
1 3 2 2 4 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 4 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 1 dws SO: the, Input: [d]
1 3 2 2 4 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 4 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 1 dws SO: the, Input: [d]
1 3 2 2 4 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 4 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 1 dws SO: the, Input: [d]
1 3 2 2 4 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 4 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 1 dws SO: the, Input: [d]
1 3 2 2 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 4 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 1 dws SO: the, Input: [d]
1 3 2 2 4 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 4 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 1 dws SO: the, Input: [d]
1 3 2 2 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 4 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 4 101 dws SO: the, Input: [d]
1 3 2 2 4 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 4 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 4 111 dws SO: the, Input: [d]
1 3 2 2 4 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 4 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 4 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 4 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 121 dws SO: the, Input: [d]
1 3 2 2 4 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 4 131 dws SO: the, Input: [d]
1 3 2 2 4 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 4 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 4 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 4 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 4 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 4 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 4 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 4 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 4 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 4 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 4 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 4 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 2 4 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 141 dws SO: the, Input: [d]
1 3 2 2 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 4 151 dws SO: the, Input: [d]
1 3 2 2 4 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 4 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 4 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 4 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 4 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 4 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 4 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 4 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 4 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 2 4 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 161 dws SO: the, Input: [d]
1 3 2 2 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 4 171 dws SO: the, Input: [d]
1 3 2 2 4 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 4 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 4 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 4 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 4 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 4 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 4 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 181 dws SO: the, Input: [d]
1 3 2 2 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 4 191 dws SO: the, Input: [d]
1 3 2 2 4 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 4 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 4 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 4 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 4 201 dws SO: the, Input: [d]
1 3 2 2 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 4 211 dws SO: the, Input: [d]
1 3 2 2 5 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 2 5 1 dws SO: the, Input: [d]
1 3 2 2 5 1 1 esm SO: {the,d}, Input: []
1 3 2 2 5 1 2 epm SO: <the,d>, Input: []
1 3 2 2 5 1 3 epm SO: <d,the>, Input: []
1 3 2 2 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 1 dws SO: the, Input: [d]
1 3 2 2 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 1 dws SO: the, Input: [d]
1 3 2 2 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 1 dws SO: the, Input: [d]
1 3 2 2 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 1 dws SO: the, Input: [d]
1 3 2 2 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 1 dws SO: the, Input: [d]
1 3 2 2 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 1 dws SO: the, Input: [d]
1 3 2 2 5 7 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 14ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 15ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 23ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 24ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 25ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 7 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 7 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 7 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 7 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 7 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 7 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 7 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 7 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 7 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 7 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 7 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 7 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 7 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 7 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 7 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 7 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 7 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 7 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 7 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 7 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 7 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 7 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 7 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 7 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 1 dws SO: the, Input: [d]
1 3 2 2 5 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 8 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 8 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 8 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 8 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 8 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 8 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 1 dws SO: the, Input: [d]
1 3 2 2 5 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 10ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 101 dws SO: the, Input: [d]
1 3 2 2 5 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 103 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 109 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1010ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1013ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1014ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1015ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1016ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1017ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 111 dws SO: the, Input: [d]
1 3 2 2 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 117 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1113ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1114ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1116ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 121 dws SO: the, Input: [d]
1 3 2 2 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 123 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 129 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1210ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1212ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 131 dws SO: the, Input: [d]
1 3 2 2 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 135 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1311ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1312ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1314ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 14ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 141 dws SO: the, Input: [d]
1 3 2 2 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 143 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 149 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1410ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1412ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 15ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 5 151 dws SO: the, Input: [d]
1 3 2 2 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 153 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 159 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1510ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1512ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 16ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 161 dws SO: the, Input: [d]
1 3 2 2 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 5 164 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 5 166 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 5 167 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 168 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 5 169 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 5 17ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 171 dws SO: the, Input: [d]
1 3 2 2 5 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 181 dws SO: the, Input: [d]
1 3 2 2 5 182 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 5 184 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 5 185 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 5 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 5 191 dws SO: the, Input: [d]
1 3 2 2 5 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 201 dws SO: the, Input: [d]
1 3 2 2 5 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 5 211 dws SO: the, Input: [d]
1 3 2 2 5 212 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 5 213 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 5 214 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 5 218 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 5 2110ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 5 2111ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 2112ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 5 2113ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 2114ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 5 2115ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 2116ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 2 5 2117ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 5 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 221 dws SO: the, Input: [d]
1 3 2 2 5 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 5 231 dws SO: the, Input: [d]
1 3 2 2 5 232 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 5 236 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 5 238 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 5 239 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 2310ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 5 2311ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 2312ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 2 5 2313ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 5 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 241 dws SO: the, Input: [d]
1 3 2 2 5 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 5 251 dws SO: the, Input: [d]
1 3 2 2 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 5 254 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 5 256 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 5 257 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 258 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 5 259 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 5 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 261 dws SO: the, Input: [d]
1 3 2 2 5 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 5 271 dws SO: the, Input: [d]
1 3 2 2 5 272 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 5 274 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 5 275 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 5 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 5 281 dws SO: the, Input: [d]
1 3 2 2 5 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 5 291 dws SO: the, Input: [d]
1 3 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 2 6 1 dws SO: the, Input: [d]
1 3 2 2 6 1 1 esm SO: {the,d}, Input: []
1 3 2 2 6 1 2 epm SO: <the,d>, Input: []
1 3 2 2 6 1 3 epm SO: <d,the>, Input: []
1 3 2 2 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 1 dws SO: the, Input: [d]
1 3 2 2 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 6 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 1 dws SO: the, Input: [d]
1 3 2 2 6 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 6 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 1 dws SO: the, Input: [d]
1 3 2 2 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 6 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 1 dws SO: the, Input: [d]
1 3 2 2 6 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 6 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 1 dws SO: the, Input: [d]
1 3 2 2 6 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 6 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 1 dws SO: the, Input: [d]
1 3 2 2 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 1 dws SO: the, Input: [d]
1 3 2 2 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 6 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 1 dws SO: the, Input: [d]
1 3 2 2 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 6 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 6 101 dws SO: the, Input: [d]
1 3 2 2 6 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 6 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 6 111 dws SO: the, Input: [d]
1 3 2 2 6 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 6 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 6 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 6 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 121 dws SO: the, Input: [d]
1 3 2 2 6 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 6 131 dws SO: the, Input: [d]
1 3 2 2 6 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 6 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 6 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 6 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 6 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 6 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 6 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 6 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 6 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 6 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 6 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 2 6 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 141 dws SO: the, Input: [d]
1 3 2 2 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 6 151 dws SO: the, Input: [d]
1 3 2 2 6 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 6 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 6 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 6 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 6 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 6 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 6 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 6 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 2 6 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 161 dws SO: the, Input: [d]
1 3 2 2 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 6 171 dws SO: the, Input: [d]
1 3 2 2 6 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 6 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 6 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 6 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 6 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 6 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 6 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 181 dws SO: the, Input: [d]
1 3 2 2 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 6 191 dws SO: the, Input: [d]
1 3 2 2 6 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 6 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 6 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 6 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 6 201 dws SO: the, Input: [d]
1 3 2 2 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 6 211 dws SO: the, Input: [d]
1 3 2 2 7 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 2 7 1 dws SO: the, Input: [d]
1 3 2 2 7 1 1 esm SO: {the,d}, Input: []
1 3 2 2 7 1 2 epm SO: <the,d>, Input: []
1 3 2 2 7 1 3 epm SO: <d,the>, Input: []
1 3 2 2 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 1 dws SO: the, Input: [d]
1 3 2 2 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 1 dws SO: the, Input: [d]
1 3 2 2 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 10ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 1 dws SO: the, Input: [d]
1 3 2 2 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 1 dws SO: the, Input: [d]
1 3 2 2 7 5 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 11ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 12ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 13ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 21ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 22ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 23ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 5 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 5 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 5 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 5 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 5 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 5 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 5 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 5 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 5 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 5 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 5 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 5 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 5 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 5 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 5 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 5 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 5 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 5 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 5 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 5 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 5 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 5 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 1 dws SO: the, Input: [d]
1 3 2 2 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 7 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 1 dws SO: the, Input: [d]
1 3 2 2 7 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 9 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 1 dws SO: the, Input: [d]
1 3 2 2 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 8 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 8 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 8 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 8 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 8 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 8 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 8 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 8 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 8 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 8 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 8 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 8 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 8 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 8 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 1 dws SO: the, Input: [d]
1 3 2 2 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 7 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 12ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 101 dws SO: the, Input: [d]
1 3 2 2 7 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 103 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 107 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1010ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1015ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1016ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1017ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 1018ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 1019ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 1020ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1021ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 1022ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1023ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 1024ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1025ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 1026ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1027ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 1028ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 1029ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 111 dws SO: the, Input: [d]
1 3 2 2 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 115 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 119 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 121 dws SO: the, Input: [d]
1 3 2 2 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 123 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 127 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1210ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1216ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 1217ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 1218ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 1219ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 1220ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1221ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 1222ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1223ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 1224ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1225ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 1226ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1227ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 1228ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 1229ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 13ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 7 131 dws SO: the, Input: [d]
1 3 2 2 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 133 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 137 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1310ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1312ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 14ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 141 dws SO: the, Input: [d]
1 3 2 2 7 142 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 7 144 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 7 145 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 7 15ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 7 151 dws SO: the, Input: [d]
1 3 2 2 7 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 161 dws SO: the, Input: [d]
1 3 2 2 7 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 7 171 dws SO: the, Input: [d]
1 3 2 2 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 7 173 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 7 174 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 7 176 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 7 178 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 7 1710ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 7 1711ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 1712ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 7 1713ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 1714ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 7 1715ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 1716ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 2 7 1717ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 7 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 181 dws SO: the, Input: [d]
1 3 2 2 7 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 7 191 dws SO: the, Input: [d]
1 3 2 2 7 192 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 7 194 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 7 196 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 7 198 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 7 199 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 1910ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 7 1911ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 1912ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 2 7 1913ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 7 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 201 dws SO: the, Input: [d]
1 3 2 2 7 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 7 211 dws SO: the, Input: [d]
1 3 2 2 7 212 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 7 214 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 7 216 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 7 217 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 218 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 7 219 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 7 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 221 dws SO: the, Input: [d]
1 3 2 2 7 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 7 231 dws SO: the, Input: [d]
1 3 2 2 7 232 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 7 234 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 7 235 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 7 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 7 241 dws SO: the, Input: [d]
1 3 2 2 7 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 7 251 dws SO: the, Input: [d]
1 3 2 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 2 8 1 dws SO: the, Input: [d]
1 3 2 2 8 1 1 esm SO: {the,d}, Input: []
1 3 2 2 8 1 2 epm SO: <the,d>, Input: []
1 3 2 2 8 1 3 epm SO: <d,the>, Input: []
1 3 2 2 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 1 dws SO: the, Input: [d]
1 3 2 2 8 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 10ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 12ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 13ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 2 14ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 2 15ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 8 2 16ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 2 17ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 2 18ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 2 19ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 2 20ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 2 21ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 2 22ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 2 23ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 2 24ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 2 25ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 1 dws SO: the, Input: [d]
1 3 2 2 8 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 11ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 12ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 8 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 1 dws SO: the, Input: [d]
1 3 2 2 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 8 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 4 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 4 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 4 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 4 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 5 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 1 dws SO: the, Input: [d]
1 3 2 2 8 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 9 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 8 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 1 dws SO: the, Input: [d]
1 3 2 2 8 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 8 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 6 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 6 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 6 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 6 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 7 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 1 dws SO: the, Input: [d]
1 3 2 2 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 7 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 1 dws SO: the, Input: [d]
1 3 2 2 8 8 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 8 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 8 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 8 8 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 8 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 8 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 8 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 8 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 8 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 8 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 8 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 8 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 8 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 9 ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 1 dws SO: the, Input: [d]
1 3 2 2 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 5 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 12ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 8 101 dws SO: the, Input: [d]
1 3 2 2 8 102 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 103 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 104 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 106 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 108 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 1010ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 1012ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 1013ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 1014ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 1015ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 8 1016ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 1017ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 1018ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 1019ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 1020ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 1021ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 1022ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 1023ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 1024ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 1025ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 11ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 8 111 dws SO: the, Input: [d]
1 3 2 2 8 112 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 113 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 114 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 116 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 118 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 1110ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 1112ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 1113ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 8 1114ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 1115ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 8 1116ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 1117ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 1118ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 1119ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 1120ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 1121ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 1122ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 1123ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 1124ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 8 1125ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 12ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 8 121 dws SO: the, Input: [d]
1 3 2 2 8 13ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 8 131 dws SO: the, Input: [d]
1 3 2 2 8 132 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 8 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 8 134 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 8 135 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 8 136 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 8 137 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 8 138 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 8 139 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 8 1310ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 8 1311ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 1312ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 8 1313ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 1314ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 8 1315ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 1316ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 2 8 1317ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 141 dws SO: the, Input: [d]
1 3 2 2 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 8 151 dws SO: the, Input: [d]
1 3 2 2 8 152 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 8 153 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 8 154 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 8 155 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 8 156 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 8 157 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 8 158 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 8 159 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 1510ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 8 1511ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 1512ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 2 8 1513ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 161 dws SO: the, Input: [d]
1 3 2 2 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 8 171 dws SO: the, Input: [d]
1 3 2 2 8 172 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 8 173 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 8 174 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 8 175 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 8 176 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 8 177 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 178 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 8 179 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 181 dws SO: the, Input: [d]
1 3 2 2 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 8 191 dws SO: the, Input: [d]
1 3 2 2 8 192 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 8 193 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 8 194 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 8 195 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 8 201 dws SO: the, Input: [d]
1 3 2 2 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 8 211 dws SO: the, Input: [d]
1 3 2 2 9 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 2 9 1 dws SO: the, Input: [d]
1 3 2 2 9 1 1 esm SO: {the,d}, Input: []
1 3 2 2 9 1 2 epm SO: <the,d>, Input: []
1 3 2 2 9 1 3 epm SO: <d,the>, Input: []
1 3 2 2 9 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 1 dws SO: the, Input: [d]
1 3 2 2 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 9 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 1 dws SO: the, Input: [d]
1 3 2 2 9 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 9 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 1 dws SO: the, Input: [d]
1 3 2 2 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 9 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 1 dws SO: the, Input: [d]
1 3 2 2 9 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 9 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 1 dws SO: the, Input: [d]
1 3 2 2 9 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 9 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 1 dws SO: the, Input: [d]
1 3 2 2 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 1 dws SO: the, Input: [d]
1 3 2 2 9 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 9 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 1 dws SO: the, Input: [d]
1 3 2 2 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 9 101 dws SO: the, Input: [d]
1 3 2 2 9 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 9 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 2 9 111 dws SO: the, Input: [d]
1 3 2 2 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 2 9 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 2 9 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 2 9 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 121 dws SO: the, Input: [d]
1 3 2 2 9 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 2 9 131 dws SO: the, Input: [d]
1 3 2 2 9 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 9 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 9 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 9 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 9 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 9 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 2 9 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 9 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 9 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 9 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 2 9 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 2 9 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 141 dws SO: the, Input: [d]
1 3 2 2 9 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 9 151 dws SO: the, Input: [d]
1 3 2 2 9 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 9 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 9 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 9 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 9 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 9 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 9 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 2 9 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 9 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 161 dws SO: the, Input: [d]
1 3 2 2 9 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 9 171 dws SO: the, Input: [d]
1 3 2 2 9 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 9 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 9 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 9 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 9 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 9 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 9 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 181 dws SO: the, Input: [d]
1 3 2 2 9 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 9 191 dws SO: the, Input: [d]
1 3 2 2 9 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 9 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 9 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 9 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 9 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 2 9 201 dws SO: the, Input: [d]
1 3 2 2 9 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 2 9 211 dws SO: the, Input: [d]
1 3 2 2 10ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 2 101 dws SO: the, Input: [d]
1 3 2 2 101 1 esm SO: {the,d}, Input: []
1 3 2 2 101 2 epm SO: <the,d>, Input: []
1 3 2 2 101 3 epm SO: <d,the>, Input: []
1 3 2 2 11ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 2 111 dws SO: the, Input: [d]
1 3 2 2 111 1 esm SO: {the,d}, Input: []
1 3 2 2 111 2 epm SO: <the,d>, Input: []
1 3 2 2 111 3 epm SO: <d,the>, Input: []
1 3 2 2 112 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 112 1 dws SO: the, Input: [d]
1 3 2 2 112 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 112 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 112 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 112 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 112 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 112 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 112 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 112 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 112 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 112 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 2 112 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 112 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 112 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 112 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 112 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 2 112 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 113 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 113 1 dws SO: the, Input: [d]
1 3 2 2 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 5 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 7 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 8 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 12ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 113 14ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 113 15ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 113 16ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 113 17ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 2 113 18ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 113 19ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 2 113 20ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 113 21ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 113 22ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 113 23ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 113 24ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 2 113 25ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 114 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 114 1 dws SO: the, Input: [d]
1 3 2 2 114 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 114 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 114 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 114 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 114 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 114 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 114 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 114 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 114 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 2 114 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 114 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 114 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 114 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 114 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 2 114 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 115 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 115 1 dws SO: the, Input: [d]
1 3 2 2 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 115 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 115 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 115 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 115 8 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 115 10ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 115 11ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 115 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 115 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 2 115 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 115 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 2 115 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 115 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 115 18ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 115 19ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 115 20ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 2 115 21ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 116 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 116 1 dws SO: the, Input: [d]
1 3 2 2 116 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 116 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 116 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 116 5 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 116 6 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 116 7 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 116 8 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 116 9 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 116 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 2 116 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 2 116 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 116 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 116 14ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 116 15ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 116 16ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 2 116 17ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 117 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 2 117 1 dws SO: the, Input: [d]
1 3 2 2 117 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 117 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 117 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 117 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 117 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 117 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 2 117 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 117 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 2 117 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 117 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 117 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 117 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 117 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 2 117 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 2 118 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 118 1 dws SO: the, Input: [d]
1 3 2 2 119 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 119 1 dws SO: the, Input: [d]
1 3 2 2 119 2 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 119 3 ism SO: {{book,n!case},<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 119 4 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 119 5 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 119 6 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 119 7 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 119 8 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 119 9 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 1110ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 11101 dws SO: the, Input: [d]
1 3 2 2 1111ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 11111 dws SO: the, Input: [d]
1 3 2 2 11112 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 2 11113 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 2 11114 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 11115 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 1112ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 2 11121 dws SO: the, Input: [d]
1 3 2 2 1113ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 2 11131 dws SO: the, Input: [d]
1 3 2 2 12ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 2 121 dws SO: the, Input: [d]
1 3 2 2 121 1 esm SO: {the,d}, Input: []
1 3 2 2 121 2 epm SO: <the,d>, Input: []
1 3 2 2 121 3 epm SO: <d,the>, Input: []
1 3 2 2 13ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 2 131 dws SO: the, Input: [d]
1 3 2 2 131 1 esm SO: {the,d}, Input: []
1 3 2 2 131 2 epm SO: <the,d>, Input: []
1 3 2 2 131 3 epm SO: <d,the>, Input: []
1 3 2 2 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 132 1 dws SO: the, Input: [d]
1 3 2 2 132 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 132 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 132 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 132 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 132 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 132 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 132 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 2 132 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 2 132 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 2 132 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 132 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 2 132 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 2 133 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 133 1 dws SO: the, Input: [d]
1 3 2 2 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 133 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 133 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 133 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 133 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 133 10ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 133 11ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 2 133 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 2 133 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 2 133 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 2 133 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 133 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 2 133 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 2 134 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 134 1 dws SO: the, Input: [d]
1 3 2 2 134 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 134 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 134 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 134 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 134 6 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 134 7 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 134 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 2 134 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 2 134 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 2 134 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 134 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 2 134 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 2 135 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 2 135 1 dws SO: the, Input: [d]
1 3 2 2 135 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 135 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 135 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 135 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 135 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 2 135 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 2 135 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 2 135 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 2 135 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 2 135 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 2 135 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 2 136 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 136 1 dws SO: the, Input: [d]
1 3 2 2 137 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 2 137 1 dws SO: the, Input: [d]
1 3 2 2 137 2 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 2 137 3 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 2 137 4 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 137 5 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 138 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 2 138 1 dws SO: the, Input: [d]
1 3 2 2 139 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 2 139 1 dws SO: the, Input: [d]
1 3 2 2 14ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 2 141 dws SO: the, Input: [d]
1 3 2 2 141 1 esm SO: {the,d}, Input: []
1 3 2 2 141 2 epm SO: <the,d>, Input: []
1 3 2 2 141 3 epm SO: <d,the>, Input: []
1 3 2 2 15ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 2 151 dws SO: the, Input: [d]
1 3 2 2 151 1 esm SO: {the,d}, Input: []
1 3 2 2 151 2 epm SO: <the,d>, Input: []
1 3 2 2 151 3 epm SO: <d,the>, Input: []
1 3 2 2 152 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 152 1 dws SO: the, Input: [d]
1 3 2 2 152 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 2 152 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 2 152 4 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 2 152 5 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 2 152 6 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 2 152 7 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 2 152 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 2 152 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 2 153 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 2 153 1 dws SO: the, Input: [d]
1 3 2 2 153 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 2 153 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 2 153 4 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 2 153 5 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 2 153 6 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 2 153 7 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 2 153 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 2 153 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 2 154 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 2 154 1 dws SO: the, Input: [d]
1 3 2 2 155 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 2 155 1 dws SO: the, Input: [d]
1 3 2 2 16ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 2 2 161 dws SO: the, Input: [d]
1 3 2 2 161 1 esm SO: {the,d}, Input: []
1 3 2 2 161 2 epm SO: <the,d>, Input: []
1 3 2 2 161 3 epm SO: <d,the>, Input: []
1 3 2 2 17ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 2 171 dws SO: the, Input: [d]
1 3 2 2 171 1 esm SO: {the,d}, Input: []
1 3 2 2 171 2 epm SO: <the,d>, Input: []
1 3 2 2 171 3 epm SO: <d,the>, Input: []
1 3 2 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 2 3 1 dws SO: the, Input: [d]
1 3 2 3 1 1 esm SO: {the,d}, Input: []
1 3 2 3 1 1 1 uws SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 3 1 2 epm SO: <the,d>, Input: []
1 3 2 3 1 2 1 uws SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 3 1 3 epm SO: <d,the>, Input: []
1 3 2 3 1 3 1 uws SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 3 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 2 1 dws SO: the, Input: [d]
1 3 2 3 2 1 1 esm SO: {the,d}, Input: []
1 3 2 3 2 1 2 epm SO: <the,d>, Input: []
1 3 2 3 2 1 3 epm SO: <d,the>, Input: []
1 3 2 3 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 1 dws SO: the, Input: [d]
1 3 2 3 2 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 13ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 2 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 2 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 2 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 2 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 1 dws SO: the, Input: [d]
1 3 2 3 2 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 3 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 3 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 3 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 3 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 1 dws SO: the, Input: [d]
1 3 2 3 2 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 5 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 12ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 13ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 22ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 23ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 4 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 4 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 4 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 4 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 1 dws SO: the, Input: [d]
1 3 2 3 2 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 10ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 11ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 15ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 19ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 20ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 21ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 5 38ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 5 39ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 5 40ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 5 41ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 1 dws SO: the, Input: [d]
1 3 2 3 2 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 6 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 6 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 6 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 6 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 1 dws SO: the, Input: [d]
1 3 2 3 2 7 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 15ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 16ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 17ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 18ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 19ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 20ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 21ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 22ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 23ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 24ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 25ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 27ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 28ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 30ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 32ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 33ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 7 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 7 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 7 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 7 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 7 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 7 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 7 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 7 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 7 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 7 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 7 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 7 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 7 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 7 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 7 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 7 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 7 58ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 59ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 7 60ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 61ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 7 62ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 7 63ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 7 64ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 7 65ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 1 dws SO: the, Input: [d]
1 3 2 3 2 8 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 13ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 8 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 8 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 8 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 8 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 8 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 8 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 8 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 8 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 8 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 8 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 8 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 8 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 8 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 8 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 8 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 8 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 8 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 8 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 8 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 8 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 8 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 8 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 8 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 8 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 1 dws SO: the, Input: [d]
1 3 2 3 2 9 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 9 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 9 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 9 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 9 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 9 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 9 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 9 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 9 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 9 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 9 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 9 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 9 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 9 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 9 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 9 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 9 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 9 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 9 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 9 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 9 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 101 dws SO: the, Input: [d]
1 3 2 3 2 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 105 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1011ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1012ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1013ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1017ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1018ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1019ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1020ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1021ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1022ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1023ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1024ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1025ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1042ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1043ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1044ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1045ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 111 dws SO: the, Input: [d]
1 3 2 3 2 112 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 113 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 117 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1110ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1111ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1113ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1115ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1116ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1117ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1118ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1119ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1120ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1121ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1122ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1123ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 1124ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1125ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1126ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1127ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1128ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1129ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 1130ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1131ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1132ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1133ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1134ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1135ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 1136ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1137ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1138ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1139ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1140ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1141ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 121 dws SO: the, Input: [d]
1 3 2 3 2 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 123 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 129 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1210ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1211ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1215ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1216ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1217ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1218ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1219ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1220ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1221ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1238ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1239ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1240ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1241ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 131 dws SO: the, Input: [d]
1 3 2 3 2 132 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 133 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 134 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 135 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 136 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 137 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 138 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 139 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1310ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1311ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1312ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1313ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1314ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1315ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1316ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1317ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1318ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1319ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1320ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1321ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1322ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1323ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1324ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1325ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1326ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1327ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1328ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 1329ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1330ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1331ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1332ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1333ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1334ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1335ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 1336ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1337ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1338ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1339ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1340ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1341ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 1342ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1343ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1344ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1345ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1346ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1347ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 1348ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1349ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1350ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1351ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1352ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1353ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 141 dws SO: the, Input: [d]
1 3 2 3 2 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 143 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 149 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1410ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1411ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1412ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1413ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1414ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1415ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1417ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1418ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1419ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1420ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1421ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1438ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1439ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1440ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1441ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 151 dws SO: the, Input: [d]
1 3 2 3 2 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 153 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 155 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 156 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 157 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 158 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 159 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1510ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1511ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1512ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1513ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1514ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1515ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1516ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1517ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1518ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1519ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1520ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1522ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1524ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1525ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1526ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1527ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1528ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1529ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1530ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1531ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 1532ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1533ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1534ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1535ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1536ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1537ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 1538ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1539ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1540ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1541ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1542ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1543ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 1544ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1545ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1546ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1547ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1548ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1549ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 161 dws SO: the, Input: [d]
1 3 2 3 2 162 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 163 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 164 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 165 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 166 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 167 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 168 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 169 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1610ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1611ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1612ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1613ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1614ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1615ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1616ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1617ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1618ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1619ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1620ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1621ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1622ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1623ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 1624ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1625ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1626ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1627ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1628ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1629ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 1630ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1631ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1632ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1633ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1634ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1635ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 1636ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1637ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1638ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1639ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1640ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1641ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 171 dws SO: the, Input: [d]
1 3 2 3 2 172 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 173 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 174 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 175 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 176 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 177 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 178 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 179 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1710ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1711ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1712ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1713ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1714ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1715ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1716ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1717ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1718ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1720ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1721ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1722ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1723ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1724ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1725ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1726ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1727ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 1728ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1729ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1730ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1731ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1732ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1733ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 1734ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1735ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1736ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1737ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1738ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1739ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 1740ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1741ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1742ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1743ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1744ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1745ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 18ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 181 dws SO: the, Input: [d]
1 3 2 3 2 182 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 183 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 184 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 185 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 186 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 187 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 188 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 189 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1810ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1811ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1812ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1813ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1814ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1815ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1816ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1817ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1818ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1819ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1820ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1821ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1822ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1823ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 1824ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1825ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1826ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1827ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1828ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1829ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 1830ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1831ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1832ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1833ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1834ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1835ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 1836ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1837ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1838ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1839ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1840ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1841ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 19ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 2 191 dws SO: the, Input: [d]
1 3 2 3 2 192 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 193 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 194 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 195 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 196 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 197 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 198 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 199 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1910ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1911ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1912ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1913ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1914ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1915ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1916ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1917ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1918ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1919ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1920ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1921ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 2 1922ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1923ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 2 1924ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1925ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1926ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1927ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1928ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1929ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 1930ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1931ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1932ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1933ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1934ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1935ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 1936ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1937ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 1938ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 1939ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 1940ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 2 1941ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 20ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 201 dws SO: the, Input: [d]
1 3 2 3 2 202 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 203 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 204 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 205 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 206 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 207 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 208 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 2 209 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 21ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 211 dws SO: the, Input: [d]
1 3 2 3 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 221 dws SO: the, Input: [d]
1 3 2 3 2 222 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 2 223 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 2 224 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 2 225 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 2 231 dws SO: the, Input: [d]
1 3 2 3 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 241 dws SO: the, Input: [d]
1 3 2 3 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 2 251 dws SO: the, Input: [d]
1 3 2 3 2 252 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 253 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 254 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 255 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 256 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 257 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 258 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 259 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 2510ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 2511ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 2512ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 2513ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 2 2514ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 2515ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 2516ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 2517ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 2 2518ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 2519ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 2520ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 2521ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 2522ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 2523ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 2524ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 2 2525ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 261 dws SO: the, Input: [d]
1 3 2 3 2 262 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 263 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 264 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 265 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 266 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 267 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 268 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 2 269 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 271 dws SO: the, Input: [d]
1 3 2 3 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 281 dws SO: the, Input: [d]
1 3 2 3 2 282 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 2 283 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 2 284 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 2 285 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 2 291 dws SO: the, Input: [d]
1 3 2 3 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 301 dws SO: the, Input: [d]
1 3 2 3 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 2 311 dws SO: the, Input: [d]
1 3 2 3 2 312 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 2 313 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 2 314 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 2 315 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 2 316 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 2 317 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 2 318 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 319 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 3110ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 3111ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 3112ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 2 3113ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 321 dws SO: the, Input: [d]
1 3 2 3 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 2 331 dws SO: the, Input: [d]
1 3 2 3 2 332 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 333 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 334 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 335 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 2 336 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 337 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 338 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 2 339 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 341 dws SO: the, Input: [d]
1 3 2 3 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 2 351 dws SO: the, Input: [d]
1 3 2 3 2 352 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 2 353 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 2 354 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 2 355 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 2 361 dws SO: the, Input: [d]
1 3 2 3 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 2 371 dws SO: the, Input: [d]
1 3 2 3 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 3 1 dws SO: the, Input: [d]
1 3 2 3 3 1 1 esm SO: {the,d}, Input: []
1 3 2 3 3 1 2 epm SO: <the,d>, Input: []
1 3 2 3 3 1 3 epm SO: <d,the>, Input: []
1 3 2 3 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 1 dws SO: the, Input: [d]
1 3 2 3 3 2 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 2 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 2 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 2 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 2 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 2 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 2 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 2 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 2 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 2 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 2 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 2 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 2 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 2 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 2 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 2 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 2 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 1 dws SO: the, Input: [d]
1 3 2 3 3 3 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 15ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 3 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 3 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 3 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 3 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 3 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 3 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 3 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 3 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 3 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 3 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 3 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 3 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 3 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 3 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 3 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 3 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 3 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 3 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 3 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 3 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 3 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 3 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 3 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 3 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 3 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 3 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 3 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 3 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 1 dws SO: the, Input: [d]
1 3 2 3 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 7 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 4 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 4 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 4 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 4 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 4 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 4 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 4 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 4 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 4 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 4 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 4 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 4 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 4 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 4 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 4 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 4 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 4 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 4 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 4 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 4 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 1 dws SO: the, Input: [d]
1 3 2 3 3 5 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 5 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 5 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 5 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 5 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 5 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 5 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 5 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 5 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 5 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 5 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 5 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 5 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 5 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 5 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 5 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 5 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 1 dws SO: the, Input: [d]
1 3 2 3 3 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 5 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 14ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 6 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 6 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 6 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 6 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 6 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 6 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 6 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 6 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 6 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 6 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 6 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 6 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 6 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 6 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 6 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 6 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 6 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 6 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 1 dws SO: the, Input: [d]
1 3 2 3 3 7 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 12ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 7 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 7 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 7 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 7 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 7 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 7 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 7 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 7 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 7 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 7 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 7 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 7 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 7 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 7 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 7 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 7 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 1 dws SO: the, Input: [d]
1 3 2 3 3 8 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 8 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 8 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 8 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 8 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 8 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 8 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 8 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 8 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 8 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 8 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 8 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 8 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 8 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 8 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 8 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 8 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 1 dws SO: the, Input: [d]
1 3 2 3 3 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 9 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 101 dws SO: the, Input: [d]
1 3 2 3 3 102 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 103 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 104 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 106 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 107 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 108 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 109 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1010ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1012ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1014ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1015ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1016ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1017ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1018ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1019ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 1020ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1021ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 1022ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1023ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1024ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1025ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1026ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1027ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 1028ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1029ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1030ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1031ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1032ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1033ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 11ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 111 dws SO: the, Input: [d]
1 3 2 3 3 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 117 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 121 dws SO: the, Input: [d]
1 3 2 3 3 122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 123 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1212ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 1220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 1222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 1228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 13ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 131 dws SO: the, Input: [d]
1 3 2 3 3 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 135 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1314ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 1324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 1326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 1332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 14ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 141 dws SO: the, Input: [d]
1 3 2 3 3 142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 143 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1412ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 1420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 1422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 1428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 15ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 3 151 dws SO: the, Input: [d]
1 3 2 3 3 152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 153 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1512ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 3 1518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 3 1520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 1522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 1528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 1531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 3 1533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 16ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 161 dws SO: the, Input: [d]
1 3 2 3 3 17ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 3 171 dws SO: the, Input: [d]
1 3 2 3 3 172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 177 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 178 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 1710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 1711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 1712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 1713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 3 1714ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1715ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 1716ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1717ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 3 1718ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 1719ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 1720ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 1721ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 1722ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 1723ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 1724ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 3 1725ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 181 dws SO: the, Input: [d]
1 3 2 3 3 182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 3 183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 3 184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 3 185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 3 186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 3 189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 191 dws SO: the, Input: [d]
1 3 2 3 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 201 dws SO: the, Input: [d]
1 3 2 3 3 202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 3 203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 3 204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 3 205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 3 211 dws SO: the, Input: [d]
1 3 2 3 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 221 dws SO: the, Input: [d]
1 3 2 3 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 3 231 dws SO: the, Input: [d]
1 3 2 3 3 232 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 3 233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 3 234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 3 235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 3 236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 3 237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 3 238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 2310ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 2311ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 2312ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 3 2313ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 241 dws SO: the, Input: [d]
1 3 2 3 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 3 251 dws SO: the, Input: [d]
1 3 2 3 3 252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 3 253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 3 254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 3 255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 3 256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 3 259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 261 dws SO: the, Input: [d]
1 3 2 3 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 3 271 dws SO: the, Input: [d]
1 3 2 3 3 272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 3 273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 3 274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 3 275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 3 281 dws SO: the, Input: [d]
1 3 2 3 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 3 291 dws SO: the, Input: [d]
1 3 2 3 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 4 1 dws SO: the, Input: [d]
1 3 2 3 4 1 1 esm SO: {the,d}, Input: []
1 3 2 3 4 1 2 epm SO: <the,d>, Input: []
1 3 2 3 4 1 3 epm SO: <d,the>, Input: []
1 3 2 3 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 1 dws SO: the, Input: [d]
1 3 2 3 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 2 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 2 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 2 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 2 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 1 dws SO: the, Input: [d]
1 3 2 3 4 3 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 14ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 3 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 3 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 3 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 3 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 3 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 3 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 3 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 3 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 3 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 3 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 3 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 3 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 3 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 3 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 3 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 3 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 3 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 3 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 1 dws SO: the, Input: [d]
1 3 2 3 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 14ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 4 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 4 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 4 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 4 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 4 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 4 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 4 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 4 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 4 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 4 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 4 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 4 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 4 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 4 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 4 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 4 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 4 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 4 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 1 dws SO: the, Input: [d]
1 3 2 3 4 5 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 15ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 16ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 17ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 18ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 19ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 21ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 23ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 25ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 27ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 28ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 29ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 30ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 31ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 5 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 5 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 5 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 5 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 5 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 5 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 5 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 5 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 5 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 5 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 5 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 5 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 5 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 5 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 5 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 5 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 5 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 5 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 5 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 5 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 5 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 5 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 5 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 5 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 5 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 5 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 5 58ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 5 59ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 5 60ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 5 61ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 1 dws SO: the, Input: [d]
1 3 2 3 4 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 7 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 15ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 18ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 22ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 23ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 6 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 6 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 6 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 6 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 6 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 6 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 6 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 6 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 6 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 6 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 6 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 6 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 6 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 6 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 6 38ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 6 39ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 6 40ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 6 41ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 6 42ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 6 43ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 6 44ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 6 45ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 1 dws SO: the, Input: [d]
1 3 2 3 4 7 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 14ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 7 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 7 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 7 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 7 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 7 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 7 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 7 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 7 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 7 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 7 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 7 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 7 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 7 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 7 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 7 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 7 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 7 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 7 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 1 dws SO: the, Input: [d]
1 3 2 3 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 8 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 8 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 8 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 8 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 1 dws SO: the, Input: [d]
1 3 2 3 4 9 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 14ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 9 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 9 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 9 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 9 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 9 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 9 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 9 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 9 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 9 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 9 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 9 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 9 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 9 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 9 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 9 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 9 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 9 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 9 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 101 dws SO: the, Input: [d]
1 3 2 3 4 102 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 103 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 105 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 106 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 107 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 108 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 109 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1011ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1012ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1014ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1015ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1016ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1017ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1018ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1019ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1020ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1021ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 1022ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1023ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1024ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1025ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 1026ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1027ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1028ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1029ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1030ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1031ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 1032ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1033ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1034ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1035ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1036ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1037ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 111 dws SO: the, Input: [d]
1 3 2 3 4 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 119 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1110ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1111ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1112ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1113ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1114ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1115ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1116ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1117ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 121 dws SO: the, Input: [d]
1 3 2 3 4 122 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 123 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 125 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 126 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 127 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 128 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 129 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1211ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1212ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1214ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1215ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1216ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1217ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1218ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1219ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1220ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1221ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 1222ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1223ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1224ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1225ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 1226ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1227ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1228ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1229ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1230ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1231ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 1232ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1233ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1234ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1235ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1236ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1237ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 131 dws SO: the, Input: [d]
1 3 2 3 4 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 137 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1311ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1312ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1313ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1314ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1315ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1316ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1318ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 1330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 1334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 1340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 141 dws SO: the, Input: [d]
1 3 2 3 4 142 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 143 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 145 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 146 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 147 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 148 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 149 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1410ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1411ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1412ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1414ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1416ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1417ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1418ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1419ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1420ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1421ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 1422ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1423ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1424ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1425ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 1426ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1427ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1428ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1429ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1430ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1431ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 1432ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1433ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1434ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1435ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1436ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1437ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 15ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 151 dws SO: the, Input: [d]
1 3 2 3 4 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 153 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 155 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 157 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 159 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1510ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1511ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1513ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1514ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1516ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1518ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1520ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1522ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1523ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1524ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1525ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 1526ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1527ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1528ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1529ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 1530ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1531ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1532ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1533ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1534ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1535ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 1536ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1537ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1538ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1539ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1540ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1541ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 16ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 161 dws SO: the, Input: [d]
1 3 2 3 4 162 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 163 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 164 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 165 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 166 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 167 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 168 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 169 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1610ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1611ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1612ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1614ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1616ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1617ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1618ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1619ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1620ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1621ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 1622ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1623ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1624ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1625ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 1626ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1627ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1628ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1629ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1630ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1631ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 1632ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1633ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1634ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1635ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1636ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1637ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 17ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 4 171 dws SO: the, Input: [d]
1 3 2 3 4 172 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 173 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 175 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 176 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 177 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 178 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 179 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1710ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1711ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1712ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1714ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1716ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1718ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1719ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 4 1720ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1721ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 4 1722ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1723ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1724ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1725ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 1726ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1727ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1728ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1729ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1730ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1731ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 1732ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1733ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 1734ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 1735ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 1736ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 4 1737ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 18ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 181 dws SO: the, Input: [d]
1 3 2 3 4 182 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 4 183 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 4 184 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 4 185 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 4 19ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 4 191 dws SO: the, Input: [d]
1 3 2 3 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 201 dws SO: the, Input: [d]
1 3 2 3 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 4 211 dws SO: the, Input: [d]
1 3 2 3 4 212 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 213 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 214 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 215 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 216 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 217 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 218 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 2110ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 2111ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 2112ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 2113ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 4 2114ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 2115ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 2116ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 2117ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 4 2118ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 2119ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 2120ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 2121ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 2122ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 2123ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 2124ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 4 2125ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 221 dws SO: the, Input: [d]
1 3 2 3 4 222 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 4 223 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 4 224 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 4 225 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 4 226 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 227 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 228 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 4 229 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 231 dws SO: the, Input: [d]
1 3 2 3 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 241 dws SO: the, Input: [d]
1 3 2 3 4 242 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 4 243 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 4 244 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 4 245 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 4 251 dws SO: the, Input: [d]
1 3 2 3 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 261 dws SO: the, Input: [d]
1 3 2 3 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 4 271 dws SO: the, Input: [d]
1 3 2 3 4 272 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 4 273 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 4 274 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 4 275 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 4 276 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 4 277 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 4 278 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 279 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 2710ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 2711ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 2712ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 4 2713ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 281 dws SO: the, Input: [d]
1 3 2 3 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 4 291 dws SO: the, Input: [d]
1 3 2 3 4 292 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 4 293 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 4 294 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 4 295 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 4 296 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 297 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 298 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 4 299 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 301 dws SO: the, Input: [d]
1 3 2 3 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 4 311 dws SO: the, Input: [d]
1 3 2 3 4 312 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 4 313 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 4 314 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 4 315 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 4 321 dws SO: the, Input: [d]
1 3 2 3 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 4 331 dws SO: the, Input: [d]
1 3 2 3 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 5 1 dws SO: the, Input: [d]
1 3 2 3 5 1 1 esm SO: {the,d}, Input: []
1 3 2 3 5 1 2 epm SO: <the,d>, Input: []
1 3 2 3 5 1 3 epm SO: <d,the>, Input: []
1 3 2 3 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 1 dws SO: the, Input: [d]
1 3 2 3 5 2 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 12ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 2 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 2 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 2 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 2 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 2 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 2 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 2 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 2 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 2 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 2 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 2 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 2 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 2 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 2 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 2 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 2 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 1 dws SO: the, Input: [d]
1 3 2 3 5 3 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 15ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 16ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 3 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 3 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 3 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 3 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 3 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 3 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 3 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 3 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 3 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 3 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 3 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 3 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 3 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 3 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 3 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 3 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 3 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 3 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 3 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 3 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 3 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 3 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 3 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 3 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 3 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 3 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 3 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 3 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 1 dws SO: the, Input: [d]
1 3 2 3 5 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 7 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 11ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 13ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 18ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 20ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 21ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 4 22ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 4 23ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 4 24ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 4 25ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 4 26ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 4 27ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 4 28ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 4 29ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 4 30ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 4 31ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 4 32ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 4 33ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 4 34ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 4 35ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 4 36ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 4 37ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 4 38ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 4 39ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 4 40ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 4 41ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 1 dws SO: the, Input: [d]
1 3 2 3 5 5 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 12ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 5 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 5 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 5 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 5 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 5 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 5 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 5 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 5 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 5 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 5 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 5 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 5 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 5 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 5 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 5 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 5 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 1 dws SO: the, Input: [d]
1 3 2 3 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 3 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 4 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 5 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 6 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 9 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 11ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 12ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 14ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 16ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 18ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 19ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 6 20ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 6 21ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 6 22ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 6 23ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 6 24ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 6 25ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 6 26ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 6 27ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 6 28ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 6 29ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 6 30ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 6 31ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 6 32ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 6 33ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 6 34ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 6 35ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 6 36ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 6 37ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 1 dws SO: the, Input: [d]
1 3 2 3 5 7 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 12ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 7 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 7 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 7 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 7 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 7 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 7 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 7 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 7 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 7 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 7 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 7 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 7 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 7 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 7 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 7 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 7 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 1 dws SO: the, Input: [d]
1 3 2 3 5 8 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 12ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 8 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 8 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 8 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 8 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 8 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 8 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 8 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 8 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 8 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 8 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 8 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 8 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 8 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 8 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 8 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 8 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 1 dws SO: the, Input: [d]
1 3 2 3 5 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 9 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 101 dws SO: the, Input: [d]
1 3 2 3 5 102 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 103 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 104 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 106 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 107 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 108 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 109 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1010ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1012ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1013ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1014ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1015ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1016ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1017ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1018ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1019ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 1020ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1021ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 1022ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1023ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1024ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1025ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1026ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1027ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 1028ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1029ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1030ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1031ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1032ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1033ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 11ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 111 dws SO: the, Input: [d]
1 3 2 3 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 115 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 117 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 118 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1111ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1113ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1114ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1116ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1120ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1122ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1123ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1124ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1125ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1126ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1127ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 1128ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1129ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 1130ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1131ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1132ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1133ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1134ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1135ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 1136ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1137ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1138ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1139ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1140ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1141ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 121 dws SO: the, Input: [d]
1 3 2 3 5 122 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 123 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 124 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 126 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 127 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 128 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 129 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1210ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1212ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1214ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1215ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1216ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1217ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1218ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1219ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 1220ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1221ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 1222ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1223ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1224ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1225ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1226ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1227ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 1228ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1229ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1230ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1231ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1232ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1233ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 13ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 131 dws SO: the, Input: [d]
1 3 2 3 5 132 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 133 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 134 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 135 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 136 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 139 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1310ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1311ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1312ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1314ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1316ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1317ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1318ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1319ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1320ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1321ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1322ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1323ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 1324ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1325ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 1326ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1327ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1328ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1329ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1330ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1331ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 1332ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1333ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1334ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1335ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1336ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1337ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 14ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 141 dws SO: the, Input: [d]
1 3 2 3 5 142 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 143 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 144 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 146 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 147 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 148 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 149 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1410ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1412ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1413ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1414ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1415ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1416ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1417ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1418ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1419ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 1420ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1421ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 1422ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1423ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1424ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1425ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1426ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1427ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 1428ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1429ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1430ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1431ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1432ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1433ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 15ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 5 151 dws SO: the, Input: [d]
1 3 2 3 5 152 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 153 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 154 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 156 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 157 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 158 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 159 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1510ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1512ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1514ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1515ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1516ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1517ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 5 1518ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1519ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 5 1520ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1521ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 1522ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1523ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1524ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1525ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1526ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1527ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 1528ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1529ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1530ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 1531ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1532ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 5 1533ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 16ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 5 161 dws SO: the, Input: [d]
1 3 2 3 5 17ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 5 171 dws SO: the, Input: [d]
1 3 2 3 5 172 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 173 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 174 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 175 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 176 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 177 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 178 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 179 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 1710ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 1711ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 1712ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 1713ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 5 1714ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1715ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 1716ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1717ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 5 1718ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 1719ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 1720ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 1721ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 1722ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 1723ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 1724ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 5 1725ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 18ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 181 dws SO: the, Input: [d]
1 3 2 3 5 182 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 5 183 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 5 184 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 5 185 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 5 186 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 187 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 188 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 5 189 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 19ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 191 dws SO: the, Input: [d]
1 3 2 3 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 201 dws SO: the, Input: [d]
1 3 2 3 5 202 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 5 203 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 5 204 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 5 205 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 5 211 dws SO: the, Input: [d]
1 3 2 3 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 221 dws SO: the, Input: [d]
1 3 2 3 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 5 231 dws SO: the, Input: [d]
1 3 2 3 5 232 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 5 233 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 5 234 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 5 235 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 5 236 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 5 237 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 5 238 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 239 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 2310ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 2311ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 2312ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 5 2313ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 241 dws SO: the, Input: [d]
1 3 2 3 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 5 251 dws SO: the, Input: [d]
1 3 2 3 5 252 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 5 253 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 5 254 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 5 255 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 5 256 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 257 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 258 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 5 259 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 261 dws SO: the, Input: [d]
1 3 2 3 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 5 271 dws SO: the, Input: [d]
1 3 2 3 5 272 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 5 273 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 5 274 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 5 275 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 5 281 dws SO: the, Input: [d]
1 3 2 3 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 5 291 dws SO: the, Input: [d]
1 3 2 3 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 6 1 dws SO: the, Input: [d]
1 3 2 3 6 1 1 esm SO: {the,d}, Input: []
1 3 2 3 6 1 2 epm SO: <the,d>, Input: []
1 3 2 3 6 1 3 epm SO: <d,the>, Input: []
1 3 2 3 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 1 dws SO: the, Input: [d]
1 3 2 3 6 2 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 2 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 2 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 2 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 2 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 2 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 2 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 2 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 2 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 2 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 2 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 2 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 2 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 2 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 2 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 2 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 2 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 1 dws SO: the, Input: [d]
1 3 2 3 6 3 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 15ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 3 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 3 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 3 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 3 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 3 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 3 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 3 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 3 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 3 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 3 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 3 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 3 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 3 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 3 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 3 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 3 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 3 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 3 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 3 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 3 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 3 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 3 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 3 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 3 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 3 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 3 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 3 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 3 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 1 dws SO: the, Input: [d]
1 3 2 3 6 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 7 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 4 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 4 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 4 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 4 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 4 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 4 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 4 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 4 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 4 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 4 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 4 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 4 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 4 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 4 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 4 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 4 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 4 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 4 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 4 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 4 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 1 dws SO: the, Input: [d]
1 3 2 3 6 5 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 5 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 5 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 5 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 5 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 5 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 5 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 5 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 5 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 5 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 5 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 5 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 5 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 5 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 5 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 5 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 5 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 1 dws SO: the, Input: [d]
1 3 2 3 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 5 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 14ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 6 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 6 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 6 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 6 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 6 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 6 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 6 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 6 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 6 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 6 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 6 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 6 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 6 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 6 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 6 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 6 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 6 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 6 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 1 dws SO: the, Input: [d]
1 3 2 3 6 7 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 12ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 7 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 7 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 7 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 7 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 7 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 7 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 7 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 7 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 7 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 7 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 7 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 7 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 7 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 7 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 7 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 7 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 1 dws SO: the, Input: [d]
1 3 2 3 6 8 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 8 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 8 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 8 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 8 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 8 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 8 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 8 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 8 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 8 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 8 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 8 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 8 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 8 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 8 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 8 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 8 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 1 dws SO: the, Input: [d]
1 3 2 3 6 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 9 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 101 dws SO: the, Input: [d]
1 3 2 3 6 102 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 103 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 104 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 106 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 107 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 108 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 109 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1010ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1012ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1014ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1015ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1016ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1017ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1018ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1019ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 1020ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1021ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 1022ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1023ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1024ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1025ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1026ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1027ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 1028ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1029ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1030ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1031ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1032ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1033ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 11ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 111 dws SO: the, Input: [d]
1 3 2 3 6 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 117 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 121 dws SO: the, Input: [d]
1 3 2 3 6 122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 123 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1212ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 1220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 1222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 1228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 13ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 131 dws SO: the, Input: [d]
1 3 2 3 6 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 135 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1314ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 1324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 1326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 1332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 14ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 141 dws SO: the, Input: [d]
1 3 2 3 6 142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 143 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1412ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 1420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 1422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 1428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 15ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 6 151 dws SO: the, Input: [d]
1 3 2 3 6 152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 153 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1512ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 6 1518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 6 1520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 1522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 1528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 1531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 6 1533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 16ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 161 dws SO: the, Input: [d]
1 3 2 3 6 17ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 6 171 dws SO: the, Input: [d]
1 3 2 3 6 172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 177 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 178 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 1710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 1711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 1712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 1713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 6 1714ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1715ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 1716ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1717ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 6 1718ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 1719ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 1720ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 1721ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 1722ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 1723ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 1724ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 6 1725ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 181 dws SO: the, Input: [d]
1 3 2 3 6 182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 6 183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 6 184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 6 185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 6 186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 6 189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 191 dws SO: the, Input: [d]
1 3 2 3 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 201 dws SO: the, Input: [d]
1 3 2 3 6 202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 6 203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 6 204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 6 205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 6 211 dws SO: the, Input: [d]
1 3 2 3 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 221 dws SO: the, Input: [d]
1 3 2 3 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 6 231 dws SO: the, Input: [d]
1 3 2 3 6 232 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 6 233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 6 234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 6 235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 6 236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 6 237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 6 238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 2310ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 2311ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 2312ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 6 2313ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 241 dws SO: the, Input: [d]
1 3 2 3 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 6 251 dws SO: the, Input: [d]
1 3 2 3 6 252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 6 253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 6 254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 6 255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 6 256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 6 259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 261 dws SO: the, Input: [d]
1 3 2 3 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 6 271 dws SO: the, Input: [d]
1 3 2 3 6 272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 6 273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 6 274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 6 275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 6 281 dws SO: the, Input: [d]
1 3 2 3 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 6 291 dws SO: the, Input: [d]
1 3 2 3 7 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 7 1 dws SO: the, Input: [d]
1 3 2 3 7 1 1 esm SO: {the,d}, Input: []
1 3 2 3 7 1 2 epm SO: <the,d>, Input: []
1 3 2 3 7 1 3 epm SO: <d,the>, Input: []
1 3 2 3 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 1 dws SO: the, Input: [d]
1 3 2 3 7 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 18ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 20ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 21ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 23ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 24ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 25ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 26ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 27ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 28ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 29ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 2 50ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2 51ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 2 52ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2 53ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2 54ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2 55ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2 56ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 2 57ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 1 dws SO: the, Input: [d]
1 3 2 3 7 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 12ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 13ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 14ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 15ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 17ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 20ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 21ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 22ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 23ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 3 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 3 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 3 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 3 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 3 42ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 3 43ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 3 44ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 3 45ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 1 dws SO: the, Input: [d]
1 3 2 3 7 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 15ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 16ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 17ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 18ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 19ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 21ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 24ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 26ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 27ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 4 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 4 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 4 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 4 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 4 50ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 4 51ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 4 52ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 4 53ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 1 dws SO: the, Input: [d]
1 3 2 3 7 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 12ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 13ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 14ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 15ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 17ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 20ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 21ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 22ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 23ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 5 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 5 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 5 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 5 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 5 42ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 5 43ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 5 44ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 5 45ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 1 dws SO: the, Input: [d]
1 3 2 3 7 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 13ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 14ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 15ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 16ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 17ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 19ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 20ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 22ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 23ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 24ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 25ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 6 42ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 6 43ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 6 44ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 6 45ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 6 46ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 6 47ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 6 48ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 6 49ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 1 dws SO: the, Input: [d]
1 3 2 3 7 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 12ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 13ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 14ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 15ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 17ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 18ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 19ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 20ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 21ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 22ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 23ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 7 38ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 7 39ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 7 40ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 7 41ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 7 42ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 7 43ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 7 44ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 7 45ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 1 dws SO: the, Input: [d]
1 3 2 3 7 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 12ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 13ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 14ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 15ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 17ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 20ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 21ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 22ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 23ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 8 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 8 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 8 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 8 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 8 42ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 8 43ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 8 44ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 8 45ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 1 dws SO: the, Input: [d]
1 3 2 3 7 9 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 15ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 16ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 17ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 23ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 24ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 25ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 27ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 28ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 29ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 30ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 31ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 32ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 33ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 34ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 35ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 9 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 9 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 9 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 9 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 9 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 9 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 9 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 9 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 9 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 9 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 9 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 9 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 9 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 9 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 9 58ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 9 59ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 60ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 9 61ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 9 62ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 63ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 9 64ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 65ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 9 66ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 9 67ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 9 68ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 9 69ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 10ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 101 dws SO: the, Input: [d]
1 3 2 3 7 102 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 103 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 104 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 105 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 106 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 107 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 108 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 109 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1010ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1011ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1012ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1013ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1014ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1015ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1016ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1017ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1018ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1019ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1020ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1021ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1022ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1023ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1024ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1025ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1026ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1027ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1028ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1029ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1030ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1031ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1032ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1033ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 1034ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1035ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1036ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1037ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1038ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1039ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1040ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1041ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 1042ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1043ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1044ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1045ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1046ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1047ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1048ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1049ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1050ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1051ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1052ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1053ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 111 dws SO: the, Input: [d]
1 3 2 3 7 112 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 113 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 114 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 115 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 116 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 117 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 118 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 119 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1110ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1111ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1112ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1113ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1114ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1115ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1116ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1117ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1118ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1119ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1120ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1121ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1122ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1123ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1124ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1125ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 1126ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1127ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1128ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1129ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1130ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1131ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1132ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1133ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 1134ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1135ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1136ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1137ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1138ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1139ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1140ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1141ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1142ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1143ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1144ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1145ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 121 dws SO: the, Input: [d]
1 3 2 3 7 122 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 123 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 124 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 125 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 126 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 127 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 128 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 129 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1210ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1211ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1212ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1213ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1214ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1215ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1216ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1217ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1218ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1219ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1220ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1221ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1222ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1223ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1224ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1225ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1226ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1227ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1228ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1229ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 1230ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1231ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1232ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1233ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1234ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1235ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1236ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1237ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 1238ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1239ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1240ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1241ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1242ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1243ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1244ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1245ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1246ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1247ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1248ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1249ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 131 dws SO: the, Input: [d]
1 3 2 3 7 132 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 133 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 134 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 135 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 136 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 137 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 138 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 139 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1310ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1311ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1312ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1313ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1314ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1315ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1316ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1317ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1318ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1319ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1320ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1321ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1322ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1323ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1324ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1325ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 1326ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1327ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1328ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1329ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1330ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1331ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1332ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1333ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 1334ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1335ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1336ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1337ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1338ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1339ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1340ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1341ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1342ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1343ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1344ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1345ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 141 dws SO: the, Input: [d]
1 3 2 3 7 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1411ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1412ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1413ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1414ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1415ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1417ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1418ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1419ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1420ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1421ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1422ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1423ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1438ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1439ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1440ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1441ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1442ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1443ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1444ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1445ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 151 dws SO: the, Input: [d]
1 3 2 3 7 152 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 153 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 154 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 155 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 156 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 157 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 158 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 159 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1510ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1511ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1512ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1513ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1514ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1515ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1516ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1517ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1518ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1519ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1520ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1521ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1522ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1523ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1524ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1525ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1526ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1527ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1528ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1529ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1530ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1531ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1532ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1533ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1534ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1535ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1536ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1537ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 1538ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1539ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1540ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1541ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1542ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1543ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1544ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1545ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 1546ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1547ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1548ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1549ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1550ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1551ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1552ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1553ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1554ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1555ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1556ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1557ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 161 dws SO: the, Input: [d]
1 3 2 3 7 162 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 164 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 165 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 166 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 167 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 168 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 169 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1610ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1611ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1612ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1613ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1614ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1615ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1616ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1617ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1618ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1619ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1620ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1621ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1622ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1623ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1624ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1625ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 1626ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1627ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1628ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1629ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1630ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1631ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1632ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1633ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 1634ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1635ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1636ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1637ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1638ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1639ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1640ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1641ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1642ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1643ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1644ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1645ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 171 dws SO: the, Input: [d]
1 3 2 3 7 172 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 173 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 174 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 175 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 176 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 177 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 178 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 179 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1710ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1711ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1712ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1713ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1714ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1715ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1716ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1717ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1718ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1719ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1720ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1721ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1722ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1723ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1724ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1725ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1726ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1727ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1728ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1729ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1730ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1731ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1732ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1733ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 1734ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1735ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1736ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1737ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1738ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1739ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1740ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1741ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 1742ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1743ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1744ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1745ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1746ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1747ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1748ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1749ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1750ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1751ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1752ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1753ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 181 dws SO: the, Input: [d]
1 3 2 3 7 182 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 183 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 184 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 185 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 186 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 187 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 188 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 189 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1810ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1811ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1812ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1813ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1814ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1815ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1816ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1817ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1818ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1819ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1820ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1821ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1822ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1823ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1824ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1825ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 1826ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1827ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1828ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1829ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1830ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1831ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1832ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1833ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 1834ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1835ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1836ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1837ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1838ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1839ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1840ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1841ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1842ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1843ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1844ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1845ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 191 dws SO: the, Input: [d]
1 3 2 3 7 192 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 193 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 194 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 195 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 196 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 197 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 198 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 199 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1910ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1911ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1912ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1913ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1914ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1915ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1916ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1917ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1918ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1919ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1920ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1921ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1922ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1923ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1924ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1925ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 1926ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1927ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1928ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1929ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 1930ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1931ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1932ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1933ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1934ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1935ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1936ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1937ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 1938ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1939ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1940ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1941ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1942ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1943ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 1944ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1945ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 1946ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 1947ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 1948ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 1949ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 201 dws SO: the, Input: [d]
1 3 2 3 7 202 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 203 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 204 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 205 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 206 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 207 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 208 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 209 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2010ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2011ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2012ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2013ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2014ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2015ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2016ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2017ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2018ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2019ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2020ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2021ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2022ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2023ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2024ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 2025ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 2026ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 2027ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2028ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2029ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2030ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2031ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 2032ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2033ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 2034ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2035ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2036ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2037ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 2038ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2039ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 2040ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2041ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2042ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2043ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2044ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 2045ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 7 211 dws SO: the, Input: [d]
1 3 2 3 7 212 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 213 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 214 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 215 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 216 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 217 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 218 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 219 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2110ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2111ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2112ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2113ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2114ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2115ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2116ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2117ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2118ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2119ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2120ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2121ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2122ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2123ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 7 2124ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2125ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 7 2126ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 2127ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2128ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2129ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2130ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2131ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 2132ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2133ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 2134ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2135ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2136ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2137ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 2138ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2139ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 2140ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2141ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2142ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 2143ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2144ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 7 2145ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 221 dws SO: the, Input: [d]
1 3 2 3 7 222 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 223 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 224 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 225 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 226 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 227 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 228 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 229 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2210ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 2211ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2212ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 7 2213ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 231 dws SO: the, Input: [d]
1 3 2 3 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 241 dws SO: the, Input: [d]
1 3 2 3 7 242 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 243 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 244 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 245 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 246 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 247 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 248 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 7 249 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 251 dws SO: the, Input: [d]
1 3 2 3 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 261 dws SO: the, Input: [d]
1 3 2 3 7 262 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 7 263 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 7 264 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 7 265 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 7 271 dws SO: the, Input: [d]
1 3 2 3 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 281 dws SO: the, Input: [d]
1 3 2 3 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 7 291 dws SO: the, Input: [d]
1 3 2 3 7 292 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 293 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 294 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 295 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 296 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 297 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 298 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 299 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 2910ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 2911ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 2912ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 2913ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 7 2914ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2915ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 2916ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2917ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 7 2918ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 2919ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 2920ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 2921ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 2922ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 2923ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 2924ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 7 2925ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 301 dws SO: the, Input: [d]
1 3 2 3 7 302 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 303 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 304 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 305 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 306 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 307 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 308 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 7 309 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 311 dws SO: the, Input: [d]
1 3 2 3 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 321 dws SO: the, Input: [d]
1 3 2 3 7 322 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 7 323 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 7 324 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 7 325 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 7 331 dws SO: the, Input: [d]
1 3 2 3 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 341 dws SO: the, Input: [d]
1 3 2 3 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 7 351 dws SO: the, Input: [d]
1 3 2 3 7 352 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 353 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 354 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 355 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 356 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 357 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 7 358 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 359 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 3510ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 3511ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 3512ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 7 3513ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 361 dws SO: the, Input: [d]
1 3 2 3 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 7 371 dws SO: the, Input: [d]
1 3 2 3 7 372 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 373 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 374 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 375 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 7 376 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 377 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 378 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 7 379 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 381 dws SO: the, Input: [d]
1 3 2 3 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 7 391 dws SO: the, Input: [d]
1 3 2 3 7 392 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 7 393 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 7 394 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 7 395 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 7 401 dws SO: the, Input: [d]
1 3 2 3 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 7 411 dws SO: the, Input: [d]
1 3 2 3 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 8 1 dws SO: the, Input: [d]
1 3 2 3 8 1 1 esm SO: {the,d}, Input: []
1 3 2 3 8 1 2 epm SO: <the,d>, Input: []
1 3 2 3 8 1 3 epm SO: <d,the>, Input: []
1 3 2 3 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 1 dws SO: the, Input: [d]
1 3 2 3 8 2 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 2 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 2 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 2 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 2 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 2 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 2 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 2 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 2 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 2 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 2 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 2 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 2 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 2 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 2 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 2 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 2 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 1 dws SO: the, Input: [d]
1 3 2 3 8 3 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 15ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 3 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 3 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 3 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 3 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 3 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 3 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 3 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 3 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 3 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 3 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 3 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 3 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 3 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 3 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 3 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 3 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 3 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 3 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 3 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 3 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 3 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 3 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 3 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 3 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 3 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 3 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 3 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 3 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 1 dws SO: the, Input: [d]
1 3 2 3 8 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 7 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 4 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 4 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 4 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 4 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 4 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 4 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 4 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 4 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 4 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 4 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 4 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 4 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 4 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 4 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 4 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 4 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 4 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 4 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 4 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 4 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 1 dws SO: the, Input: [d]
1 3 2 3 8 5 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 5 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 5 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 5 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 5 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 5 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 5 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 5 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 5 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 5 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 5 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 5 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 5 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 5 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 5 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 5 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 5 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 1 dws SO: the, Input: [d]
1 3 2 3 8 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 5 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 14ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 6 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 6 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 6 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 6 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 6 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 6 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 6 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 6 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 6 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 6 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 6 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 6 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 6 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 6 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 6 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 6 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 6 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 6 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 1 dws SO: the, Input: [d]
1 3 2 3 8 7 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 12ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 7 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 7 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 7 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 7 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 7 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 7 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 7 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 7 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 7 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 7 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 7 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 7 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 7 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 7 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 7 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 7 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 1 dws SO: the, Input: [d]
1 3 2 3 8 8 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 8 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 8 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 8 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 8 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 8 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 8 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 8 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 8 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 8 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 8 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 8 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 8 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 8 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 8 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 8 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 8 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 1 dws SO: the, Input: [d]
1 3 2 3 8 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 9 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 101 dws SO: the, Input: [d]
1 3 2 3 8 102 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 103 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 104 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 106 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 107 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 108 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 109 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1010ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1012ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1014ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1015ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1016ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1017ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1018ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1019ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 1020ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1021ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 1022ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1023ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1024ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1025ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1026ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1027ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 1028ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1029ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1030ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1031ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1032ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1033ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 111 dws SO: the, Input: [d]
1 3 2 3 8 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 117 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 121 dws SO: the, Input: [d]
1 3 2 3 8 122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 123 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1212ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 1220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 1222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 1228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 13ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 131 dws SO: the, Input: [d]
1 3 2 3 8 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 135 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1314ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 1324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 1326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 1332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 14ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 141 dws SO: the, Input: [d]
1 3 2 3 8 142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 143 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1412ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 1420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 1422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 1428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 15ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 8 151 dws SO: the, Input: [d]
1 3 2 3 8 152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 153 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1512ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 8 1518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 8 1520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 1522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 1528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 1531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 8 1533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 16ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 161 dws SO: the, Input: [d]
1 3 2 3 8 17ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 8 171 dws SO: the, Input: [d]
1 3 2 3 8 172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 177 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 178 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 1710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 1711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 1712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 1713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 8 1714ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1715ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 1716ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1717ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 8 1718ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 1719ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 1720ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 1721ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 1722ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 1723ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 1724ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 8 1725ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 181 dws SO: the, Input: [d]
1 3 2 3 8 182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 8 183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 8 184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 8 185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 8 186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 8 189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 191 dws SO: the, Input: [d]
1 3 2 3 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 201 dws SO: the, Input: [d]
1 3 2 3 8 202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 8 203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 8 204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 8 205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 8 211 dws SO: the, Input: [d]
1 3 2 3 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 221 dws SO: the, Input: [d]
1 3 2 3 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 8 231 dws SO: the, Input: [d]
1 3 2 3 8 232 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 8 233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 8 234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 8 235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 8 236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 8 237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 8 238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 2310ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 2311ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 2312ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 8 2313ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 241 dws SO: the, Input: [d]
1 3 2 3 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 8 251 dws SO: the, Input: [d]
1 3 2 3 8 252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 8 253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 8 254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 8 255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 8 256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 8 259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 261 dws SO: the, Input: [d]
1 3 2 3 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 8 271 dws SO: the, Input: [d]
1 3 2 3 8 272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 8 273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 8 274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 8 275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 8 281 dws SO: the, Input: [d]
1 3 2 3 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 8 291 dws SO: the, Input: [d]
1 3 2 3 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 9 1 dws SO: the, Input: [d]
1 3 2 3 9 1 1 esm SO: {the,d}, Input: []
1 3 2 3 9 1 2 epm SO: <the,d>, Input: []
1 3 2 3 9 1 3 epm SO: <d,the>, Input: []
1 3 2 3 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 1 dws SO: the, Input: [d]
1 3 2 3 9 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 13ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 2 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 2 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 2 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 2 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 1 dws SO: the, Input: [d]
1 3 2 3 9 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 3 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 3 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 3 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 3 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 1 dws SO: the, Input: [d]
1 3 2 3 9 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 5 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 12ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 13ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 22ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 23ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 4 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 4 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 4 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 4 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 1 dws SO: the, Input: [d]
1 3 2 3 9 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 10ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 11ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 15ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 19ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 20ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 21ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 5 38ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 5 39ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 5 40ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 5 41ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 1 dws SO: the, Input: [d]
1 3 2 3 9 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 6 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 6 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 6 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 6 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 1 dws SO: the, Input: [d]
1 3 2 3 9 7 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 15ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 16ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 17ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 18ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 19ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 20ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 21ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 22ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 23ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 24ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 25ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 27ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 28ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 30ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 32ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 33ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 7 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 7 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 7 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 7 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 7 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 7 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 7 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 7 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 7 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 7 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 7 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 7 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 7 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 7 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 7 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 7 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 7 58ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 59ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 7 60ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 61ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 7 62ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 7 63ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 7 64ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 7 65ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 1 dws SO: the, Input: [d]
1 3 2 3 9 8 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 13ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 8 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 8 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 8 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 8 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 8 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 8 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 8 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 8 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 8 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 8 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 8 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 8 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 8 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 8 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 8 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 8 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 8 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 8 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 8 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 8 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 8 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 8 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 8 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 8 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 1 dws SO: the, Input: [d]
1 3 2 3 9 9 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 9 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 9 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 9 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 9 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 9 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 9 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 9 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 9 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 9 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 9 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 9 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 9 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 9 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 9 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 9 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 9 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 9 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 9 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 9 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 9 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 101 dws SO: the, Input: [d]
1 3 2 3 9 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 105 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1011ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1012ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1013ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1017ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1018ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1019ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1020ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1021ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1022ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1023ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1024ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1025ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1042ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1043ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1044ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1045ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 111 dws SO: the, Input: [d]
1 3 2 3 9 112 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 113 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 117 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1110ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1111ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1113ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1115ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1116ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1117ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1118ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1119ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1120ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1121ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1122ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1123ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 1124ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1125ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1126ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1127ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1128ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1129ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 1130ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1131ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1132ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1133ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1134ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1135ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 1136ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1137ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1138ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1139ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1140ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1141ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 121 dws SO: the, Input: [d]
1 3 2 3 9 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 123 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 129 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1210ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1211ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1215ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1216ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1217ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1218ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1219ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1220ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1221ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1238ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1239ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1240ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1241ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 131 dws SO: the, Input: [d]
1 3 2 3 9 132 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 133 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 134 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 135 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 136 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 137 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 138 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 139 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1310ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1311ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1312ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1313ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1314ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1315ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1316ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1317ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1318ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1319ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1320ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1321ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1322ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1323ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1324ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1325ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1326ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1327ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1328ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 1329ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1330ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1331ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1332ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1333ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1334ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1335ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 1336ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1337ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1338ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1339ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1340ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1341ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 1342ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1343ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1344ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1345ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1346ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1347ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 1348ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1349ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1350ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1351ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1352ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1353ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 141 dws SO: the, Input: [d]
1 3 2 3 9 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 143 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 149 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1410ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1411ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1412ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1413ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1414ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1415ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1417ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1418ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1419ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1420ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1421ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1438ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1439ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1440ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1441ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 151 dws SO: the, Input: [d]
1 3 2 3 9 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 153 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 155 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 156 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 157 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 158 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 159 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1510ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1511ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1512ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1513ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1514ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1515ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1516ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1517ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1518ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1519ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1520ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1522ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1524ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1525ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1526ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1527ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1528ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1529ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1530ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1531ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 1532ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1533ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1534ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1535ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1536ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1537ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 1538ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1539ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1540ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1541ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1542ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1543ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 1544ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1545ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1546ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1547ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1548ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1549ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 161 dws SO: the, Input: [d]
1 3 2 3 9 162 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 163 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 164 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 165 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 166 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 167 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 168 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 169 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1610ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1611ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1612ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1613ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1614ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1615ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1616ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1617ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1618ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1619ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1620ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1621ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1622ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1623ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 1624ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1625ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1626ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1627ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1628ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1629ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 1630ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1631ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1632ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1633ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1634ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1635ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 1636ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1637ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1638ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1639ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1640ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1641ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 171 dws SO: the, Input: [d]
1 3 2 3 9 172 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 173 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 174 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 175 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 176 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 177 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 178 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 179 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1710ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1711ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1712ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1713ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1714ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1715ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1716ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1717ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1718ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1720ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1721ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1722ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1723ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1724ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1725ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1726ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1727ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 1728ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1729ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1730ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1731ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1732ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1733ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 1734ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1735ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1736ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1737ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1738ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1739ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 1740ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1741ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1742ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1743ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1744ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1745ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 18ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 181 dws SO: the, Input: [d]
1 3 2 3 9 182 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 183 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 184 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 185 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 186 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 187 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 188 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 189 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1810ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1811ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1812ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1813ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1814ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1815ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1816ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1817ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1818ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1819ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1820ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1821ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1822ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1823ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 1824ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1825ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1826ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1827ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1828ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1829ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 1830ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1831ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1832ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1833ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1834ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1835ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 1836ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1837ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1838ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1839ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1840ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1841ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 9 191 dws SO: the, Input: [d]
1 3 2 3 9 192 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 193 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 194 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 195 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 196 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 197 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 198 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 199 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1910ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1911ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1912ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1913ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1914ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1915ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1916ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1917ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1918ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1919ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1920ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1921ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 9 1922ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1923ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 9 1924ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1925ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1926ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1927ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1928ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1929ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 1930ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1931ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1932ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1933ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1934ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1935ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 1936ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1937ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 1938ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 1939ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 1940ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 9 1941ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 20ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 201 dws SO: the, Input: [d]
1 3 2 3 9 202 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 203 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 204 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 205 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 206 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 207 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 208 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 9 209 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 21ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 211 dws SO: the, Input: [d]
1 3 2 3 9 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 221 dws SO: the, Input: [d]
1 3 2 3 9 222 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 9 223 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 9 224 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 9 225 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 9 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 9 231 dws SO: the, Input: [d]
1 3 2 3 9 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 241 dws SO: the, Input: [d]
1 3 2 3 9 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 9 251 dws SO: the, Input: [d]
1 3 2 3 9 252 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 253 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 254 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 255 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 256 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 257 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 258 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 259 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 2510ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 2511ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 2512ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 2513ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 9 2514ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 2515ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 2516ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 2517ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 9 2518ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 2519ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 2520ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 2521ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 2522ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 2523ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 2524ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 9 2525ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 261 dws SO: the, Input: [d]
1 3 2 3 9 262 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 263 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 264 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 265 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 266 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 267 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 268 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 9 269 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 271 dws SO: the, Input: [d]
1 3 2 3 9 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 281 dws SO: the, Input: [d]
1 3 2 3 9 282 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 9 283 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 9 284 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 9 285 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 9 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 9 291 dws SO: the, Input: [d]
1 3 2 3 9 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 301 dws SO: the, Input: [d]
1 3 2 3 9 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 9 311 dws SO: the, Input: [d]
1 3 2 3 9 312 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 9 313 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 9 314 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 9 315 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 9 316 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 9 317 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 9 318 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 319 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 3110ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 3111ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 3112ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 9 3113ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 321 dws SO: the, Input: [d]
1 3 2 3 9 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 9 331 dws SO: the, Input: [d]
1 3 2 3 9 332 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 333 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 334 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 335 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 9 336 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 337 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 338 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 9 339 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 9 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 341 dws SO: the, Input: [d]
1 3 2 3 9 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 9 351 dws SO: the, Input: [d]
1 3 2 3 9 352 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 9 353 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 9 354 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 9 355 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 9 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 9 361 dws SO: the, Input: [d]
1 3 2 3 9 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 9 371 dws SO: the, Input: [d]
1 3 2 3 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 101 dws SO: the, Input: [d]
1 3 2 3 101 1 esm SO: {the,d}, Input: []
1 3 2 3 101 2 epm SO: <the,d>, Input: []
1 3 2 3 101 3 epm SO: <d,the>, Input: []
1 3 2 3 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 102 1 dws SO: the, Input: [d]
1 3 2 3 102 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 102 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 102 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 102 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 102 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 102 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 102 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 102 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 102 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 102 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 102 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 102 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 102 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 102 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 102 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 102 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 102 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 103 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 103 1 dws SO: the, Input: [d]
1 3 2 3 103 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 15ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 16ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 103 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 103 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 103 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 103 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 103 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 103 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 103 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 103 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 103 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 103 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 103 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 103 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 103 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 103 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 103 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 103 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 103 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 103 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 103 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 103 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 103 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 103 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 103 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 103 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 103 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 103 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 103 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 103 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 104 1 dws SO: the, Input: [d]
1 3 2 3 104 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 7 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 104 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 104 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 104 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 104 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 104 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 104 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 104 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 104 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 104 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 104 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 104 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 104 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 104 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 104 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 104 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 104 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 104 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 104 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 104 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 104 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 105 1 dws SO: the, Input: [d]
1 3 2 3 105 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 105 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 105 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 105 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 105 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 105 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 105 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 105 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 105 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 105 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 105 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 105 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 105 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 105 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 105 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 105 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 105 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 106 1 dws SO: the, Input: [d]
1 3 2 3 106 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 5 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 14ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 106 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 106 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 106 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 106 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 106 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 106 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 106 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 106 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 106 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 106 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 106 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 106 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 106 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 106 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 106 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 106 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 106 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 106 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 107 1 dws SO: the, Input: [d]
1 3 2 3 107 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 12ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 107 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 107 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 107 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 107 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 107 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 107 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 107 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 107 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 107 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 107 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 107 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 107 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 107 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 107 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 107 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 107 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 108 1 dws SO: the, Input: [d]
1 3 2 3 108 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 108 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 108 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 108 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 108 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 108 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 108 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 108 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 108 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 108 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 108 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 108 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 108 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 108 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 108 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 108 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 108 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 109 1 dws SO: the, Input: [d]
1 3 2 3 109 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 9 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 109 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 109 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 109 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 109 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 109 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 109 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 109 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 109 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 109 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 109 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 109 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 109 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 109 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 109 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 109 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 109 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 109 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 109 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 109 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 109 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 109 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 109 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1010ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 10101 dws SO: the, Input: [d]
1 3 2 3 10102 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10103 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10104 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10106 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10107 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10108 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10109 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101010ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101012ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101014ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101015ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101016ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101017ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101018ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101019ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 101020ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101021ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 101022ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101023ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101024ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101025ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101026ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101027ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 101028ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101029ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101030ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101031ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101032ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101033ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1011ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 10111 dws SO: the, Input: [d]
1 3 2 3 10112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10117 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 101128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 101130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 101136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 10121 dws SO: the, Input: [d]
1 3 2 3 10122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10123 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101212ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 101220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 101222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 101228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1013ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 10131 dws SO: the, Input: [d]
1 3 2 3 10132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10135 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101314ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 101324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 101326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 101332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1014ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 10141 dws SO: the, Input: [d]
1 3 2 3 10142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10143 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101412ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 101420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 101422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 101428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1015ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 10151 dws SO: the, Input: [d]
1 3 2 3 10152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10153 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 10159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101512ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 101518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 101520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 101522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 101528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 101531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 101532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 101533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1016ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 10161 dws SO: the, Input: [d]
1 3 2 3 1017ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 10171 dws SO: the, Input: [d]
1 3 2 3 10172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 10173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 10174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 10175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 10176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 10177 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 10178 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 10179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 101710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 101711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 101712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 101713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 101714ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101715ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 101716ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 101717ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 101718ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 101719ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 101720ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 101721ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 101722ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 101723ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 101724ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 101725ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 10181 dws SO: the, Input: [d]
1 3 2 3 10182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 10183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 10184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 10185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 10186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 10187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 10188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 10189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 10191 dws SO: the, Input: [d]
1 3 2 3 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 10201 dws SO: the, Input: [d]
1 3 2 3 10202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 10203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 10204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 10205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 10211 dws SO: the, Input: [d]
1 3 2 3 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 10221 dws SO: the, Input: [d]
1 3 2 3 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 10231 dws SO: the, Input: [d]
1 3 2 3 10232 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 10233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 10234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 10235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 10236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 10237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 10238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 10239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 102310ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 102311ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 102312ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 102313ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 10241 dws SO: the, Input: [d]
1 3 2 3 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 10251 dws SO: the, Input: [d]
1 3 2 3 10252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 10253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 10254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 10255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 10256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 10257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 10258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 10259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 10261 dws SO: the, Input: [d]
1 3 2 3 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 10271 dws SO: the, Input: [d]
1 3 2 3 10272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 10273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 10274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 10275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 10281 dws SO: the, Input: [d]
1 3 2 3 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 10291 dws SO: the, Input: [d]
1 3 2 3 11ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 111 dws SO: the, Input: [d]
1 3 2 3 111 1 esm SO: {the,d}, Input: []
1 3 2 3 111 2 epm SO: <the,d>, Input: []
1 3 2 3 111 3 epm SO: <d,the>, Input: []
1 3 2 3 112 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 112 1 dws SO: the, Input: [d]
1 3 2 3 112 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 112 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 112 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 112 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 112 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 112 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 112 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 112 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 112 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 112 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 112 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 112 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 112 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 112 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 112 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 112 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 112 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 112 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 112 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 112 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 112 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 113 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 113 1 dws SO: the, Input: [d]
1 3 2 3 113 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 14ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 113 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 113 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 113 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 113 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 113 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 113 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 113 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 113 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 113 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 113 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 113 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 113 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 113 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 113 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 113 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 113 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 113 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 113 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 114 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 114 1 dws SO: the, Input: [d]
1 3 2 3 114 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 14ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 114 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 114 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 114 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 114 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 114 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 114 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 114 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 114 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 114 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 114 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 114 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 114 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 114 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 114 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 114 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 114 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 114 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 114 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 115 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 115 1 dws SO: the, Input: [d]
1 3 2 3 115 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 15ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 16ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 17ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 18ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 19ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 21ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 23ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 25ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 27ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 28ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 29ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 30ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 31ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 115 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 115 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 115 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 115 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 115 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 115 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 115 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 115 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 115 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 115 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 115 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 115 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 115 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 115 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 115 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 115 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 115 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 115 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 115 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 115 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 115 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 115 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 115 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 115 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 115 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 115 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 115 58ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 115 59ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 115 60ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 115 61ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 116 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 116 1 dws SO: the, Input: [d]
1 3 2 3 116 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 7 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 13ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 15ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 18ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 22ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 23ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 116 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 116 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 116 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 116 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 116 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 116 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 116 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 116 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 116 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 116 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 116 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 116 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 116 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 116 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 116 38ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 116 39ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 116 40ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 116 41ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 116 42ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 116 43ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 116 44ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 116 45ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 117 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 117 1 dws SO: the, Input: [d]
1 3 2 3 117 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 14ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 117 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 117 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 117 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 117 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 117 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 117 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 117 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 117 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 117 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 117 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 117 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 117 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 117 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 117 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 117 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 117 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 117 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 117 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 118 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 118 1 dws SO: the, Input: [d]
1 3 2 3 118 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 118 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 118 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 118 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 118 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 118 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 118 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 118 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 118 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 118 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 118 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 118 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 118 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 118 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 118 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 118 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 118 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 118 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 118 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 118 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 118 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 119 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 119 1 dws SO: the, Input: [d]
1 3 2 3 119 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 14ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 119 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 119 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 119 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 119 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 119 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 119 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 119 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 119 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 119 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 119 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 119 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 119 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 119 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 119 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 119 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 119 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 119 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 119 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1110ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 11101 dws SO: the, Input: [d]
1 3 2 3 11102 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11103 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11105 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11106 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11107 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11108 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11109 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111010ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111011ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111012ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111014ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111015ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111016ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111017ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111018ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111019ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111020ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111021ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 111022ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111023ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111024ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111025ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 111026ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111027ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111028ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111029ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111030ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111031ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 111032ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111033ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111034ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111035ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111036ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111037ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 11111 dws SO: the, Input: [d]
1 3 2 3 11112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11119 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111110ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111111ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111112ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111113ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111114ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111115ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111116ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111117ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 111127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 111134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 111138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 111144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1112ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 11121 dws SO: the, Input: [d]
1 3 2 3 11122 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11123 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11125 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11126 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11127 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11128 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11129 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111210ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111211ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111212ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111214ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111215ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111216ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111217ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111218ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111219ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111220ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111221ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 111222ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111223ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111224ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111225ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 111226ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111227ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111228ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111229ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111230ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111231ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 111232ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111233ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111234ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111235ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111236ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111237ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 11131 dws SO: the, Input: [d]
1 3 2 3 11132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11137 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111311ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111312ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111313ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111314ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111315ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111316ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111318ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 111330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 111334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 111340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1114ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 11141 dws SO: the, Input: [d]
1 3 2 3 11142 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11143 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11145 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11146 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11147 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11148 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11149 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111410ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111411ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111412ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111414ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111416ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111417ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111418ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111419ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111420ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111421ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 111422ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111423ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111424ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111425ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 111426ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111427ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111428ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111429ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111430ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111431ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 111432ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111433ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111434ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111435ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111436ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111437ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1115ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 11151 dws SO: the, Input: [d]
1 3 2 3 11152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11153 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11155 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11157 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11159 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111510ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111511ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111513ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111514ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111516ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111518ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111520ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111521ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111522ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111523ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111524ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111525ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 111526ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111527ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111528ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111529ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 111530ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111531ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111532ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111533ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111534ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111535ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 111536ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111537ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111538ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111539ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111540ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111541ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1116ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 11161 dws SO: the, Input: [d]
1 3 2 3 11162 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11163 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11164 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11165 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11166 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11167 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11168 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11169 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111610ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111611ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111612ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111614ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111616ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111617ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111618ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111619ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111620ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111621ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 111622ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111623ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111624ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111625ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 111626ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111627ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111628ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111629ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111630ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111631ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 111632ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111633ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111634ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111635ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111636ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111637ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1117ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 11171 dws SO: the, Input: [d]
1 3 2 3 11172 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11173 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11175 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11176 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11177 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11178 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 11179 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111710ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111711ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111712ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111714ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111716ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111717ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111718ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111719ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 111720ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111721ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 111722ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111723ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111724ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111725ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 111726ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111727ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111728ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111729ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111730ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111731ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 111732ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111733ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 111734ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 111735ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 111736ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 111737ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1118ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 11181 dws SO: the, Input: [d]
1 3 2 3 11182 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 11183 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 11184 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 11185 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 1119ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 11191 dws SO: the, Input: [d]
1 3 2 3 1120ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 11201 dws SO: the, Input: [d]
1 3 2 3 1121ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 11211 dws SO: the, Input: [d]
1 3 2 3 11212 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 11213 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 11214 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 11215 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 11216 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 11217 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 11218 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 11219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 112110ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 112111ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 112112ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 112113ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 112114ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 112115ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 112116ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 112117ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 112118ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 112119ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 112120ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 112121ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 112122ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 112123ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 112124ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 112125ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 1122ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 11221 dws SO: the, Input: [d]
1 3 2 3 11222 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 11223 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 11224 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 11225 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 11226 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 11227 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 11228 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 11229 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 1123ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 11231 dws SO: the, Input: [d]
1 3 2 3 1124ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 11241 dws SO: the, Input: [d]
1 3 2 3 11242 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 11243 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 11244 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 11245 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 1125ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 11251 dws SO: the, Input: [d]
1 3 2 3 1126ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 11261 dws SO: the, Input: [d]
1 3 2 3 1127ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 11271 dws SO: the, Input: [d]
1 3 2 3 11272 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 11273 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 11274 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 11275 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 11276 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 11277 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 11278 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 11279 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 112710ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 112711ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 112712ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 112713ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 1128ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 11281 dws SO: the, Input: [d]
1 3 2 3 1129ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 11291 dws SO: the, Input: [d]
1 3 2 3 11292 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 11293 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 11294 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 11295 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 11296 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 11297 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 11298 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 11299 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 1130ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 11301 dws SO: the, Input: [d]
1 3 2 3 1131ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 11311 dws SO: the, Input: [d]
1 3 2 3 11312 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 11313 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 11314 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 11315 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 1132ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 11321 dws SO: the, Input: [d]
1 3 2 3 1133ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 11331 dws SO: the, Input: [d]
1 3 2 3 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 121 dws SO: the, Input: [d]
1 3 2 3 121 1 esm SO: {the,d}, Input: []
1 3 2 3 121 2 epm SO: <the,d>, Input: []
1 3 2 3 121 3 epm SO: <d,the>, Input: []
1 3 2 3 122 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 122 1 dws SO: the, Input: [d]
1 3 2 3 122 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 12ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 122 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 122 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 122 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 122 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 122 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 122 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 122 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 122 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 122 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 122 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 122 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 122 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 122 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 122 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 122 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 122 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 123 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 123 1 dws SO: the, Input: [d]
1 3 2 3 123 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 15ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 16ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 123 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 123 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 123 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 123 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 123 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 123 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 123 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 123 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 123 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 123 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 123 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 123 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 123 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 123 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 123 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 123 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 123 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 123 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 123 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 123 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 123 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 123 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 123 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 123 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 123 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 123 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 123 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 123 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 124 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 124 1 dws SO: the, Input: [d]
1 3 2 3 124 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 7 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 11ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 13ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 18ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 20ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 21ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 124 22ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 124 23ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 124 24ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 124 25ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 124 26ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 124 27ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 124 28ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 124 29ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 124 30ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 124 31ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 124 32ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 124 33ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 124 34ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 124 35ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 124 36ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 124 37ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 124 38ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 124 39ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 124 40ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 124 41ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 125 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 125 1 dws SO: the, Input: [d]
1 3 2 3 125 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 12ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 125 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 125 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 125 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 125 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 125 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 125 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 125 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 125 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 125 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 125 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 125 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 125 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 125 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 125 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 125 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 125 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 126 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 126 1 dws SO: the, Input: [d]
1 3 2 3 126 2 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 3 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 4 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 5 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 6 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 9 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 10ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 11ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 12ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 14ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 16ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 17ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 18ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 19ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 126 20ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 126 21ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 126 22ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 126 23ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 126 24ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 126 25ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 126 26ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 126 27ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 126 28ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 126 29ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 126 30ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 126 31ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 126 32ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 126 33ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 126 34ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 126 35ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 126 36ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 126 37ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 127 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 127 1 dws SO: the, Input: [d]
1 3 2 3 127 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 12ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 127 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 127 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 127 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 127 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 127 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 127 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 127 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 127 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 127 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 127 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 127 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 127 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 127 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 127 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 127 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 127 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 128 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 128 1 dws SO: the, Input: [d]
1 3 2 3 128 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 12ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 128 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 128 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 128 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 128 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 128 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 128 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 128 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 128 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 128 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 128 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 128 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 128 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 128 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 128 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 128 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 128 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 129 1 dws SO: the, Input: [d]
1 3 2 3 129 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 9 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 129 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 129 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 129 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 129 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 129 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 129 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 129 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 129 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 129 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 129 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 129 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 129 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 129 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 129 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 129 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 129 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 129 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 129 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 129 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 129 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 129 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 129 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1210ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 12101 dws SO: the, Input: [d]
1 3 2 3 12102 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12103 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12104 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12106 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12107 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12108 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12109 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121010ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121012ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121013ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121014ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121015ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121016ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121017ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121018ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121019ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 121020ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121021ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 121022ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121023ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121024ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121025ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121026ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121027ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 121028ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121029ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121030ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121031ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121032ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121033ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1211ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 12111 dws SO: the, Input: [d]
1 3 2 3 12112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12115 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12117 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12118 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121111ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121112ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121113ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121114ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121116ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121120ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121122ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121123ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121124ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121125ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121126ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121127ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 121128ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121129ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 121130ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121131ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121132ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121133ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121134ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121135ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 121136ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121137ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121138ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121139ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121140ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121141ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1212ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 12121 dws SO: the, Input: [d]
1 3 2 3 12122 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12123 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12124 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12126 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12127 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12128 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12129 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121210ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121212ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121214ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121215ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121216ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121217ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121218ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121219ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 121220ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121221ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 121222ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121223ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121224ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121225ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121226ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121227ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 121228ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121229ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121230ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121231ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121232ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121233ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1213ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 12131 dws SO: the, Input: [d]
1 3 2 3 12132 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12133 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12134 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12135 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12136 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12139 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121310ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121311ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121312ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121314ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121316ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121317ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121318ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121319ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121320ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121321ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121322ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121323ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 121324ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121325ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 121326ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121327ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121328ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121329ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121330ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121331ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 121332ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121333ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121334ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121335ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121336ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121337ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1214ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 12141 dws SO: the, Input: [d]
1 3 2 3 12142 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12143 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12144 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12146 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12147 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12148 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12149 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121410ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121412ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121413ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121414ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121415ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121416ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121417ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121418ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121419ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 121420ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121421ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 121422ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121423ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121424ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121425ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121426ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121427ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 121428ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121429ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121430ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121431ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121432ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121433ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1215ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 12151 dws SO: the, Input: [d]
1 3 2 3 12152 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12153 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12154 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12156 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12157 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12158 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 12159 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121510ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121512ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121514ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121515ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121516ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121517ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 121518ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121519ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 121520ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121521ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 121522ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121523ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121524ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121525ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121526ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121527ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 121528ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121529ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121530ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 121531ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 121532ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 121533ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1216ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 12161 dws SO: the, Input: [d]
1 3 2 3 1217ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 12171 dws SO: the, Input: [d]
1 3 2 3 12172 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 12173 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 12174 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 12175 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 12176 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 12177 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 12178 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 12179 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 121710ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 121711ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 121712ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 121713ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 121714ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121715ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 121716ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 121717ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 121718ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 121719ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 121720ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 121721ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 121722ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 121723ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 121724ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 121725ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 1218ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 12181 dws SO: the, Input: [d]
1 3 2 3 12182 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 12183 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 12184 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 12185 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 12186 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 12187 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 12188 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 12189 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 1219ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 12191 dws SO: the, Input: [d]
1 3 2 3 1220ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 12201 dws SO: the, Input: [d]
1 3 2 3 12202 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 12203 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 12204 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 12205 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 1221ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 12211 dws SO: the, Input: [d]
1 3 2 3 1222ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 12221 dws SO: the, Input: [d]
1 3 2 3 1223ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 12231 dws SO: the, Input: [d]
1 3 2 3 12232 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 12233 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 12234 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 12235 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 12236 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 12237 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 12238 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 12239 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 122310ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 122311ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 122312ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 122313ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 1224ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 12241 dws SO: the, Input: [d]
1 3 2 3 1225ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 12251 dws SO: the, Input: [d]
1 3 2 3 12252 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 12253 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 12254 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 12255 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 12256 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 12257 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 12258 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 12259 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 1226ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 12261 dws SO: the, Input: [d]
1 3 2 3 1227ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 12271 dws SO: the, Input: [d]
1 3 2 3 12272 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 12273 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 12274 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 12275 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 1228ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 12281 dws SO: the, Input: [d]
1 3 2 3 1229ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 12291 dws SO: the, Input: [d]
1 3 2 3 13ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 3 131 dws SO: the, Input: [d]
1 3 2 3 131 1 esm SO: {the,d}, Input: []
1 3 2 3 131 2 epm SO: <the,d>, Input: []
1 3 2 3 131 3 epm SO: <d,the>, Input: []
1 3 2 3 132 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 132 1 dws SO: the, Input: [d]
1 3 2 3 132 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 132 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 132 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 132 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 132 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 132 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 132 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 132 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 132 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 132 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 132 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 132 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 132 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 132 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 132 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 132 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 132 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 133 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 133 1 dws SO: the, Input: [d]
1 3 2 3 133 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 15ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 16ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 133 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 133 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 133 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 133 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 133 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 133 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 133 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 133 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 133 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 133 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 133 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 133 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 133 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 133 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 133 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 133 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 133 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 133 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 133 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 133 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 133 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 133 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 133 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 133 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 133 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 133 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 133 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 133 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 134 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 134 1 dws SO: the, Input: [d]
1 3 2 3 134 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 7 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 134 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 134 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 134 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 134 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 134 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 134 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 134 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 134 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 134 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 134 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 134 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 134 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 134 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 134 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 134 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 134 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 134 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 134 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 134 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 134 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 135 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 135 1 dws SO: the, Input: [d]
1 3 2 3 135 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 135 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 135 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 135 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 135 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 135 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 135 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 135 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 135 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 135 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 135 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 135 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 135 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 135 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 135 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 135 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 135 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 136 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 136 1 dws SO: the, Input: [d]
1 3 2 3 136 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 5 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 14ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 136 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 136 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 136 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 136 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 136 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 136 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 136 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 136 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 136 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 136 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 136 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 136 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 136 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 136 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 136 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 136 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 136 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 136 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 137 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 137 1 dws SO: the, Input: [d]
1 3 2 3 137 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 12ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 137 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 137 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 137 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 137 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 137 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 137 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 137 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 137 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 137 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 137 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 137 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 137 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 137 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 137 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 137 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 137 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 138 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 138 1 dws SO: the, Input: [d]
1 3 2 3 138 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 138 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 138 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 138 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 138 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 138 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 138 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 138 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 138 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 138 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 138 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 138 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 138 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 138 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 138 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 138 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 138 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 139 1 dws SO: the, Input: [d]
1 3 2 3 139 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 9 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 139 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 139 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 139 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 139 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 139 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 139 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 139 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 139 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 139 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 139 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 139 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 139 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 139 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 139 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 139 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 139 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 139 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 139 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 139 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 139 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 139 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 139 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1310ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 13101 dws SO: the, Input: [d]
1 3 2 3 13102 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13103 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13104 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13106 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13107 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13108 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13109 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131010ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131012ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131014ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131015ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131016ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131017ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131018ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131019ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 131020ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131021ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 131022ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131023ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131024ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131025ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131026ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131027ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 131028ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131029ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131030ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131031ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131032ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131033ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1311ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 13111 dws SO: the, Input: [d]
1 3 2 3 13112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13117 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 131128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 131130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 131136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1312ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 13121 dws SO: the, Input: [d]
1 3 2 3 13122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13123 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131212ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 131220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 131222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 131228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1313ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 13131 dws SO: the, Input: [d]
1 3 2 3 13132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13135 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131314ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 131324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 131326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 131332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1314ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 13141 dws SO: the, Input: [d]
1 3 2 3 13142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13143 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131412ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 131420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 131422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 131428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1315ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 3 13151 dws SO: the, Input: [d]
1 3 2 3 13152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13153 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 13159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131512ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 3 131518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 3 131520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 131522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 131528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 131531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 131532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 3 131533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 3 1316ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 13161 dws SO: the, Input: [d]
1 3 2 3 1317ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 3 13171 dws SO: the, Input: [d]
1 3 2 3 13172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 13173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 13174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 13175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 13176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 13177 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 13178 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 13179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 131710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 131711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 131712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 131713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 3 131714ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131715ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 131716ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 131717ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 131718ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 131719ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 131720ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 131721ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 131722ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 131723ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 131724ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 3 131725ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 3 1318ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 13181 dws SO: the, Input: [d]
1 3 2 3 13182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 13183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 13184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 13185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 13186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 13187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 13188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 13189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 1319ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 13191 dws SO: the, Input: [d]
1 3 2 3 1320ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 13201 dws SO: the, Input: [d]
1 3 2 3 13202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 13203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 13204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 13205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 1321ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 13211 dws SO: the, Input: [d]
1 3 2 3 1322ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 13221 dws SO: the, Input: [d]
1 3 2 3 1323ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 13231 dws SO: the, Input: [d]
1 3 2 3 13232 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 13233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 13234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 13235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 13236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 13237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 13238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 13239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 132310ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 132311ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 132312ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 132313ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 1324ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 13241 dws SO: the, Input: [d]
1 3 2 3 1325ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 13251 dws SO: the, Input: [d]
1 3 2 3 13252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 13253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 13254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 13255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 13256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 13257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 13258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 13259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 1326ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 13261 dws SO: the, Input: [d]
1 3 2 3 1327ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 13271 dws SO: the, Input: [d]
1 3 2 3 13272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 13273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 13274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 13275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 1328ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 3 13281 dws SO: the, Input: [d]
1 3 2 3 1329ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 3 13291 dws SO: the, Input: [d]
1 3 2 3 14ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 141 dws SO: the, Input: [d]
1 3 2 3 141 1 esm SO: {the,d}, Input: []
1 3 2 3 141 2 epm SO: <the,d>, Input: []
1 3 2 3 141 3 epm SO: <d,the>, Input: []
1 3 2 3 142 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 142 1 dws SO: the, Input: [d]
1 3 2 3 142 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 142 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 142 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 142 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 142 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 142 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 142 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 142 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 3 142 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 142 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 142 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 142 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 143 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 143 1 dws SO: the, Input: [d]
1 3 2 3 143 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 143 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 143 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 143 5 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 143 6 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 143 7 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 143 8 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 143 9 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 143 10ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 143 11ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 143 12ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 143 13ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 3 143 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 143 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 143 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 143 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 144 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 144 1 dws SO: the, Input: [d]
1 3 2 3 144 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 144 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 144 4 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 144 5 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 144 6 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 144 7 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 144 8 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 144 9 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 3 144 10ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 144 11ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 144 12ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 144 13ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 145 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 145 1 dws SO: the, Input: [d]
1 3 2 3 145 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 145 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 145 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 145 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 145 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 145 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 145 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 145 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 3 145 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 145 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 145 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 145 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 146 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 146 1 dws SO: the, Input: [d]
1 3 2 3 147 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 147 1 dws SO: the, Input: [d]
1 3 2 3 147 2 ism SO: {book,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 3 147 3 ism SO: {n!case,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 3 147 4 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 147 5 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 148 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 148 1 dws SO: the, Input: [d]
1 3 2 3 149 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 149 1 dws SO: the, Input: [d]
1 3 2 3 15ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 3 151 dws SO: the, Input: [d]
1 3 2 3 151 1 esm SO: {the,d}, Input: []
1 3 2 3 151 2 epm SO: <the,d>, Input: []
1 3 2 3 151 3 epm SO: <d,the>, Input: []
1 3 2 3 16ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 161 dws SO: the, Input: [d]
1 3 2 3 161 1 esm SO: {the,d}, Input: []
1 3 2 3 161 2 epm SO: <the,d>, Input: []
1 3 2 3 161 3 epm SO: <d,the>, Input: []
1 3 2 3 162 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 162 1 dws SO: the, Input: [d]
1 3 2 3 162 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 162 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 162 4 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 162 5 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 162 6 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 3 162 7 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 3 162 8 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 3 162 9 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 3 163 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 163 1 dws SO: the, Input: [d]
1 3 2 3 163 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 163 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 163 4 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 163 5 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 163 6 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 3 163 7 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 3 163 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 3 163 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 3 164 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 164 1 dws SO: the, Input: [d]
1 3 2 3 165 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 165 1 dws SO: the, Input: [d]
1 3 2 3 17ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 2 3 171 dws SO: the, Input: [d]
1 3 2 3 171 1 esm SO: {the,d}, Input: []
1 3 2 3 171 2 epm SO: <the,d>, Input: []
1 3 2 3 171 3 epm SO: <d,the>, Input: []
1 3 2 3 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 3 181 dws SO: the, Input: [d]
1 3 2 3 181 1 esm SO: {the,d}, Input: []
1 3 2 3 181 2 epm SO: <the,d>, Input: []
1 3 2 3 181 3 epm SO: <d,the>, Input: []
1 3 2 3 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 3 191 dws SO: the, Input: [d]
1 3 2 3 191 1 esm SO: {the,d}, Input: []
1 3 2 3 191 2 epm SO: <the,d>, Input: []
1 3 2 3 191 3 epm SO: <d,the>, Input: []
1 3 2 3 192 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 192 1 dws SO: the, Input: [d]
1 3 2 3 192 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 192 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 192 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 192 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 192 6 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 192 7 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 192 8 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 192 9 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 192 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 192 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 3 192 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 192 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 192 14ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 192 15ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 192 16ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 3 192 17ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 193 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 193 1 dws SO: the, Input: [d]
1 3 2 3 193 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 3 ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 5 ism SO: {book,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 6 ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 7 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 8 ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 10ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 12ism SO: {book,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 13ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 193 14ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 193 15ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 193 16ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 193 17ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 3 193 18ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 193 19ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 3 193 20ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 193 21ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 193 22ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 193 23ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 193 24ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 3 193 25ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 194 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 194 1 dws SO: the, Input: [d]
1 3 2 3 194 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 194 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 194 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 194 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 194 6 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 194 7 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 194 8 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 194 9 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 194 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 194 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 3 194 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 194 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 194 14ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 194 15ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 194 16ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 3 194 17ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 195 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 195 1 dws SO: the, Input: [d]
1 3 2 3 195 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 195 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 195 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 195 5 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 195 6 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 195 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 195 8 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 195 9 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 195 10ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 195 11ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 195 12ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 195 13ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 3 195 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 195 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 3 195 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 195 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 195 18ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 195 19ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 195 20ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 3 195 21ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 196 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 196 1 dws SO: the, Input: [d]
1 3 2 3 196 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 196 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 196 4 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 196 5 ism SO: {{n!case,{book,n!case}},{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 196 6 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 196 7 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 196 8 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 196 9 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 196 10ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 3 196 11ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 3 196 12ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 196 13ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 196 14ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 196 15ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 196 16ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 3 196 17ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 197 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 3 197 1 dws SO: the, Input: [d]
1 3 2 3 197 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 197 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 197 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 197 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 197 6 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 197 7 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 197 8 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 197 9 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 3 197 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 197 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 3 197 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 197 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 197 14ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 197 15ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 197 16ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 3 197 17ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 3 198 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 198 1 dws SO: the, Input: [d]
1 3 2 3 199 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 199 1 dws SO: the, Input: [d]
1 3 2 3 199 2 ism SO: {n!case,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 199 3 ism SO: {{book,n!case},<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 199 4 ism SO: {book,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 199 5 ism SO: {n!case,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 199 6 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 199 7 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 199 8 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 199 9 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 1910ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 19101 dws SO: the, Input: [d]
1 3 2 3 1911ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 19111 dws SO: the, Input: [d]
1 3 2 3 19112 ism SO: {book,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 3 19113 ism SO: {n!case,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 3 19114 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 19115 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 1912ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 3 19121 dws SO: the, Input: [d]
1 3 2 3 1913ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 3 19131 dws SO: the, Input: [d]
1 3 2 3 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 3 201 dws SO: the, Input: [d]
1 3 2 3 201 1 esm SO: {the,d}, Input: []
1 3 2 3 201 2 epm SO: <the,d>, Input: []
1 3 2 3 201 3 epm SO: <d,the>, Input: []
1 3 2 3 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 3 211 dws SO: the, Input: [d]
1 3 2 3 211 1 esm SO: {the,d}, Input: []
1 3 2 3 211 2 epm SO: <the,d>, Input: []
1 3 2 3 211 3 epm SO: <d,the>, Input: []
1 3 2 3 212 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 212 1 dws SO: the, Input: [d]
1 3 2 3 212 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 212 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 212 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 212 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 212 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 212 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 212 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 212 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 3 212 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 212 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 212 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 212 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 213 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 213 1 dws SO: the, Input: [d]
1 3 2 3 213 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 213 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 213 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 213 5 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 213 6 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 213 7 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 213 8 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 213 9 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 213 10ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 213 11ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 213 12ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 213 13ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 3 213 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 213 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 213 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 213 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 214 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 214 1 dws SO: the, Input: [d]
1 3 2 3 214 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 214 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 214 4 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 214 5 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 214 6 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 214 7 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 214 8 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 214 9 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 3 214 10ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 214 11ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 214 12ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 214 13ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 215 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 3 215 1 dws SO: the, Input: [d]
1 3 2 3 215 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 215 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 215 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 215 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 215 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 215 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 3 215 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 215 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 3 215 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 215 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 3 215 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 3 215 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 3 216 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 216 1 dws SO: the, Input: [d]
1 3 2 3 217 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 3 217 1 dws SO: the, Input: [d]
1 3 2 3 217 2 ism SO: {book,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 3 217 3 ism SO: {n!case,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 3 217 4 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 217 5 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 218 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 3 218 1 dws SO: the, Input: [d]
1 3 2 3 219 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 3 219 1 dws SO: the, Input: [d]
1 3 2 3 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 3 221 dws SO: the, Input: [d]
1 3 2 3 221 1 esm SO: {the,d}, Input: []
1 3 2 3 221 2 epm SO: <the,d>, Input: []
1 3 2 3 221 3 epm SO: <d,the>, Input: []
1 3 2 3 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 3 231 dws SO: the, Input: [d]
1 3 2 3 231 1 esm SO: {the,d}, Input: []
1 3 2 3 231 2 epm SO: <the,d>, Input: []
1 3 2 3 231 3 epm SO: <d,the>, Input: []
1 3 2 3 232 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 232 1 dws SO: the, Input: [d]
1 3 2 3 232 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 232 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 232 4 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 232 5 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 232 6 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 3 232 7 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 3 232 8 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 3 232 9 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 3 233 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 3 233 1 dws SO: the, Input: [d]
1 3 2 3 233 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 233 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 233 4 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 233 5 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 3 233 6 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 3 233 7 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 3 233 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 3 233 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 3 234 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 3 234 1 dws SO: the, Input: [d]
1 3 2 3 235 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 3 235 1 dws SO: the, Input: [d]
1 3 2 3 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 2 3 241 dws SO: the, Input: [d]
1 3 2 3 241 1 esm SO: {the,d}, Input: []
1 3 2 3 241 2 epm SO: <the,d>, Input: []
1 3 2 3 241 3 epm SO: <d,the>, Input: []
1 3 2 3 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 3 251 dws SO: the, Input: [d]
1 3 2 3 251 1 esm SO: {the,d}, Input: []
1 3 2 3 251 2 epm SO: <the,d>, Input: []
1 3 2 3 251 3 epm SO: <d,the>, Input: []
1 3 2 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 2 4 1 dws SO: the, Input: [d]
1 3 2 4 1 1 esm SO: {the,d}, Input: []
1 3 2 4 1 1 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 4 1 2 epm SO: <the,d>, Input: []
1 3 2 4 1 2 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 4 1 3 epm SO: <d,the>, Input: []
1 3 2 4 1 3 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 4 2 1 dws SO: the, Input: [d]
1 3 2 4 2 1 1 esm SO: {the,d}, Input: []
1 3 2 4 2 1 2 epm SO: <the,d>, Input: []
1 3 2 4 2 1 3 epm SO: <d,the>, Input: []
1 3 2 4 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 1 dws SO: the, Input: [d]
1 3 2 4 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 2 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 1 dws SO: the, Input: [d]
1 3 2 4 2 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 2 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 1 dws SO: the, Input: [d]
1 3 2 4 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 2 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 1 dws SO: the, Input: [d]
1 3 2 4 2 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 2 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 1 dws SO: the, Input: [d]
1 3 2 4 2 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 2 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 1 dws SO: the, Input: [d]
1 3 2 4 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 2 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 1 dws SO: the, Input: [d]
1 3 2 4 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 2 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 1 dws SO: the, Input: [d]
1 3 2 4 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 2 101 dws SO: the, Input: [d]
1 3 2 4 2 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 2 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 2 111 dws SO: the, Input: [d]
1 3 2 4 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 2 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 2 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 2 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 121 dws SO: the, Input: [d]
1 3 2 4 2 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 2 131 dws SO: the, Input: [d]
1 3 2 4 2 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 2 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 2 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 2 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 2 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 2 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 2 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 2 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 2 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 2 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 2 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 4 2 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 141 dws SO: the, Input: [d]
1 3 2 4 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 2 151 dws SO: the, Input: [d]
1 3 2 4 2 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 2 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 2 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 2 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 2 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 2 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 2 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 2 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 4 2 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 161 dws SO: the, Input: [d]
1 3 2 4 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 2 171 dws SO: the, Input: [d]
1 3 2 4 2 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 2 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 2 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 2 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 2 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 2 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 181 dws SO: the, Input: [d]
1 3 2 4 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 2 191 dws SO: the, Input: [d]
1 3 2 4 2 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 2 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 2 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 2 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 2 201 dws SO: the, Input: [d]
1 3 2 4 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 2 211 dws SO: the, Input: [d]
1 3 2 4 3 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 4 3 1 dws SO: the, Input: [d]
1 3 2 4 3 1 1 esm SO: {the,d}, Input: []
1 3 2 4 3 1 2 epm SO: <the,d>, Input: []
1 3 2 4 3 1 3 epm SO: <d,the>, Input: []
1 3 2 4 3 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 1 dws SO: the, Input: [d]
1 3 2 4 3 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 23ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 24ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 25ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 2 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 2 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 2 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 2 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 1 dws SO: the, Input: [d]
1 3 2 4 3 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 3 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 3 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 3 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 3 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 1 dws SO: the, Input: [d]
1 3 2 4 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 4 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 4 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 4 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 4 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 1 dws SO: the, Input: [d]
1 3 2 4 3 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 5 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 5 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 5 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 5 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 1 dws SO: the, Input: [d]
1 3 2 4 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 14ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 20ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 6 22ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 6 23ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 6 24ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 6 25ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 1 dws SO: the, Input: [d]
1 3 2 4 3 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 12ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 14ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 17ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 18ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 19ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 7 20ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 7 21ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 7 22ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 7 23ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 1 dws SO: the, Input: [d]
1 3 2 4 3 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 8 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 8 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 8 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 8 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 1 dws SO: the, Input: [d]
1 3 2 4 3 9 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 11ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 12ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 14ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 15ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 16ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 17ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 19ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 21ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 23ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 24ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 25ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 26ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 27ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 9 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 9 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 9 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 9 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 9 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 9 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 9 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 9 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 9 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 9 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 9 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 9 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 9 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 9 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 9 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 9 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 9 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 9 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 9 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 9 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 9 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 9 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 9 50ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 9 51ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 9 52ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 9 53ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 101 dws SO: the, Input: [d]
1 3 2 4 3 102 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 103 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 104 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 105 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 106 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 107 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 108 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 109 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1010ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1011ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1012ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1014ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1015ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1016ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1017ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1018ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1019ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1020ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1021ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 1022ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1023ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1024ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1025ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1026ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1027ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1028ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1029ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 1030ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1031ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1032ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1033ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1034ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1035ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1036ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1037ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 111 dws SO: the, Input: [d]
1 3 2 4 3 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 119 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1110ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1111ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1112ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1113ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1114ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1115ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1116ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1117ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 121 dws SO: the, Input: [d]
1 3 2 4 3 122 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 123 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 124 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 125 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 127 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 129 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1210ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1211ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1212ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1214ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1216ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1218ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1219ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1220ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1221ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 1222ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1223ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1224ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1225ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1226ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1227ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1228ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1229ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 1230ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1231ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1232ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1233ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1234ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1235ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1236ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1237ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 13ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 131 dws SO: the, Input: [d]
1 3 2 4 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 137 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 138 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1313ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1315ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1316ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 141 dws SO: the, Input: [d]
1 3 2 4 3 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1411ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1412ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1414ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1417ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1418ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1419ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1420ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1421ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 1422ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1423ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 15ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 151 dws SO: the, Input: [d]
1 3 2 4 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 153 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 155 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 156 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 159 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1511ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1513ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1514ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1518ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1520ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1522ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1523ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1524ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1525ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 1526ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1527ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1528ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1529ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1530ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1531ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1532ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1533ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 1534ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1535ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1536ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1537ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1538ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1539ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1540ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1541ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 16ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 161 dws SO: the, Input: [d]
1 3 2 4 3 162 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 164 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 165 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 166 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 167 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 168 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 169 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1610ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1611ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1612ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1614ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1616ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1617ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1618ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1619ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1620ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1621ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 1622ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1623ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1624ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1625ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1626ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1627ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1628ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1629ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 1630ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1631ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1632ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1633ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1634ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1635ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1636ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1637ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 17ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 3 171 dws SO: the, Input: [d]
1 3 2 4 3 172 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 173 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 174 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 175 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 177 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 179 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1710ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1711ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1712ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1714ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1716ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1718ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1719ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 3 1720ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1721ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 3 1722ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1723ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1724ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1725ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1726ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1727ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1728ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1729ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 1730ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1731ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 1732ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1733ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1734ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 1735ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1736ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 3 1737ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 18ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 181 dws SO: the, Input: [d]
1 3 2 4 3 182 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 183 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 184 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 185 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 186 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 187 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 188 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 189 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 1810ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 1811ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 1812ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 4 3 1813ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 19ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 191 dws SO: the, Input: [d]
1 3 2 4 3 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 201 dws SO: the, Input: [d]
1 3 2 4 3 202 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 3 203 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 3 204 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 3 205 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 3 206 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 207 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 208 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 3 209 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 211 dws SO: the, Input: [d]
1 3 2 4 3 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 221 dws SO: the, Input: [d]
1 3 2 4 3 222 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 3 223 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 3 224 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 3 225 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 3 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 3 231 dws SO: the, Input: [d]
1 3 2 4 3 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 241 dws SO: the, Input: [d]
1 3 2 4 3 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 3 251 dws SO: the, Input: [d]
1 3 2 4 3 252 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 3 253 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 3 254 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 3 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 3 256 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 3 257 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 3 258 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 3 259 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 3 2510ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 2511ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 2512ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 2513ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 2514ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 2515ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 2516ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 4 3 2517ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 261 dws SO: the, Input: [d]
1 3 2 4 3 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 3 271 dws SO: the, Input: [d]
1 3 2 4 3 272 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 273 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 274 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 275 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 276 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 277 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 3 278 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 279 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 2710ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 2711ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 2712ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 4 3 2713ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 281 dws SO: the, Input: [d]
1 3 2 4 3 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 3 291 dws SO: the, Input: [d]
1 3 2 4 3 292 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 3 293 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 3 294 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 3 295 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 3 296 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 297 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 298 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 3 299 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 3 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 301 dws SO: the, Input: [d]
1 3 2 4 3 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 3 311 dws SO: the, Input: [d]
1 3 2 4 3 312 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 3 313 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 3 314 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 3 315 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 3 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 3 321 dws SO: the, Input: [d]
1 3 2 4 3 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 3 331 dws SO: the, Input: [d]
1 3 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 4 4 1 dws SO: the, Input: [d]
1 3 2 4 4 1 1 esm SO: {the,d}, Input: []
1 3 2 4 4 1 2 epm SO: <the,d>, Input: []
1 3 2 4 4 1 3 epm SO: <d,the>, Input: []
1 3 2 4 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 1 dws SO: the, Input: [d]
1 3 2 4 4 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 4 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 1 dws SO: the, Input: [d]
1 3 2 4 4 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 4 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 1 dws SO: the, Input: [d]
1 3 2 4 4 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 4 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 1 dws SO: the, Input: [d]
1 3 2 4 4 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 4 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 1 dws SO: the, Input: [d]
1 3 2 4 4 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 4 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 1 dws SO: the, Input: [d]
1 3 2 4 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 4 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 1 dws SO: the, Input: [d]
1 3 2 4 4 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 4 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 1 dws SO: the, Input: [d]
1 3 2 4 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 4 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 4 101 dws SO: the, Input: [d]
1 3 2 4 4 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 4 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 4 111 dws SO: the, Input: [d]
1 3 2 4 4 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 4 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 4 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 4 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 121 dws SO: the, Input: [d]
1 3 2 4 4 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 4 131 dws SO: the, Input: [d]
1 3 2 4 4 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 4 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 4 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 4 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 4 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 4 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 4 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 4 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 4 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 4 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 4 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 4 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 4 4 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 141 dws SO: the, Input: [d]
1 3 2 4 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 4 151 dws SO: the, Input: [d]
1 3 2 4 4 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 4 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 4 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 4 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 4 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 4 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 4 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 4 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 4 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 4 4 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 161 dws SO: the, Input: [d]
1 3 2 4 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 4 171 dws SO: the, Input: [d]
1 3 2 4 4 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 4 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 4 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 4 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 4 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 4 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 4 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 181 dws SO: the, Input: [d]
1 3 2 4 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 4 191 dws SO: the, Input: [d]
1 3 2 4 4 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 4 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 4 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 4 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 4 201 dws SO: the, Input: [d]
1 3 2 4 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 4 211 dws SO: the, Input: [d]
1 3 2 4 5 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 4 5 1 dws SO: the, Input: [d]
1 3 2 4 5 1 1 esm SO: {the,d}, Input: []
1 3 2 4 5 1 2 epm SO: <the,d>, Input: []
1 3 2 4 5 1 3 epm SO: <d,the>, Input: []
1 3 2 4 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 1 dws SO: the, Input: [d]
1 3 2 4 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 1 dws SO: the, Input: [d]
1 3 2 4 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 1 dws SO: the, Input: [d]
1 3 2 4 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 1 dws SO: the, Input: [d]
1 3 2 4 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 1 dws SO: the, Input: [d]
1 3 2 4 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 1 dws SO: the, Input: [d]
1 3 2 4 5 7 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 14ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 15ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 23ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 24ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 25ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 7 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 7 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 7 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 7 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 7 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 7 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 7 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 7 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 7 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 7 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 7 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 7 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 7 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 7 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 7 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 7 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 7 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 7 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 7 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 7 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 7 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 7 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 7 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 7 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 1 dws SO: the, Input: [d]
1 3 2 4 5 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 8 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 8 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 8 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 8 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 8 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 8 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 1 dws SO: the, Input: [d]
1 3 2 4 5 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 10ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 101 dws SO: the, Input: [d]
1 3 2 4 5 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 103 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 109 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1010ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1013ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1014ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1015ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1016ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1017ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 111 dws SO: the, Input: [d]
1 3 2 4 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 117 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1113ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1114ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1116ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 121 dws SO: the, Input: [d]
1 3 2 4 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 123 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 129 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1210ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1212ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 131 dws SO: the, Input: [d]
1 3 2 4 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 135 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1311ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1312ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1314ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 14ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 141 dws SO: the, Input: [d]
1 3 2 4 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 143 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 149 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1410ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1412ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 15ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 5 151 dws SO: the, Input: [d]
1 3 2 4 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 153 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 159 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1510ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1512ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 16ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 161 dws SO: the, Input: [d]
1 3 2 4 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 5 164 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 5 166 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 5 167 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 168 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 5 169 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 5 17ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 171 dws SO: the, Input: [d]
1 3 2 4 5 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 181 dws SO: the, Input: [d]
1 3 2 4 5 182 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 5 184 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 5 185 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 5 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 5 191 dws SO: the, Input: [d]
1 3 2 4 5 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 201 dws SO: the, Input: [d]
1 3 2 4 5 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 5 211 dws SO: the, Input: [d]
1 3 2 4 5 212 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 5 213 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 5 214 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 5 218 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 5 2110ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 5 2111ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 2112ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 5 2113ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 2114ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 5 2115ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 2116ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 4 5 2117ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 5 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 221 dws SO: the, Input: [d]
1 3 2 4 5 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 5 231 dws SO: the, Input: [d]
1 3 2 4 5 232 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 5 236 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 5 238 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 5 239 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 2310ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 5 2311ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 2312ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 4 5 2313ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 5 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 241 dws SO: the, Input: [d]
1 3 2 4 5 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 5 251 dws SO: the, Input: [d]
1 3 2 4 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 5 254 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 5 256 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 5 257 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 258 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 5 259 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 5 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 261 dws SO: the, Input: [d]
1 3 2 4 5 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 5 271 dws SO: the, Input: [d]
1 3 2 4 5 272 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 5 274 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 5 275 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 5 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 5 281 dws SO: the, Input: [d]
1 3 2 4 5 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 5 291 dws SO: the, Input: [d]
1 3 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 4 6 1 dws SO: the, Input: [d]
1 3 2 4 6 1 1 esm SO: {the,d}, Input: []
1 3 2 4 6 1 2 epm SO: <the,d>, Input: []
1 3 2 4 6 1 3 epm SO: <d,the>, Input: []
1 3 2 4 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 1 dws SO: the, Input: [d]
1 3 2 4 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 6 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 1 dws SO: the, Input: [d]
1 3 2 4 6 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 6 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 1 dws SO: the, Input: [d]
1 3 2 4 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 6 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 1 dws SO: the, Input: [d]
1 3 2 4 6 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 6 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 1 dws SO: the, Input: [d]
1 3 2 4 6 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 6 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 1 dws SO: the, Input: [d]
1 3 2 4 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 1 dws SO: the, Input: [d]
1 3 2 4 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 6 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 1 dws SO: the, Input: [d]
1 3 2 4 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 6 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 6 101 dws SO: the, Input: [d]
1 3 2 4 6 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 6 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 6 111 dws SO: the, Input: [d]
1 3 2 4 6 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 6 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 6 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 6 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 121 dws SO: the, Input: [d]
1 3 2 4 6 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 6 131 dws SO: the, Input: [d]
1 3 2 4 6 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 6 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 6 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 6 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 6 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 6 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 6 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 6 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 6 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 6 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 6 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 4 6 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 141 dws SO: the, Input: [d]
1 3 2 4 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 6 151 dws SO: the, Input: [d]
1 3 2 4 6 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 6 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 6 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 6 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 6 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 6 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 6 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 6 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 4 6 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 161 dws SO: the, Input: [d]
1 3 2 4 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 6 171 dws SO: the, Input: [d]
1 3 2 4 6 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 6 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 6 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 6 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 6 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 6 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 6 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 181 dws SO: the, Input: [d]
1 3 2 4 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 6 191 dws SO: the, Input: [d]
1 3 2 4 6 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 6 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 6 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 6 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 6 201 dws SO: the, Input: [d]
1 3 2 4 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 6 211 dws SO: the, Input: [d]
1 3 2 4 7 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 4 7 1 dws SO: the, Input: [d]
1 3 2 4 7 1 1 esm SO: {the,d}, Input: []
1 3 2 4 7 1 2 epm SO: <the,d>, Input: []
1 3 2 4 7 1 3 epm SO: <d,the>, Input: []
1 3 2 4 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 1 dws SO: the, Input: [d]
1 3 2 4 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 1 dws SO: the, Input: [d]
1 3 2 4 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 10ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 1 dws SO: the, Input: [d]
1 3 2 4 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 1 dws SO: the, Input: [d]
1 3 2 4 7 5 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 11ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 12ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 13ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 21ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 22ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 23ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 5 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 5 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 5 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 5 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 5 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 5 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 5 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 5 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 5 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 5 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 5 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 5 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 5 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 5 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 5 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 5 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 5 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 5 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 5 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 5 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 5 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 5 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 1 dws SO: the, Input: [d]
1 3 2 4 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 7 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 1 dws SO: the, Input: [d]
1 3 2 4 7 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 9 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 1 dws SO: the, Input: [d]
1 3 2 4 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 8 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 8 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 8 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 8 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 8 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 8 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 8 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 8 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 8 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 8 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 8 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 8 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 8 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 8 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 1 dws SO: the, Input: [d]
1 3 2 4 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 7 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 12ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 101 dws SO: the, Input: [d]
1 3 2 4 7 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 103 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 107 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1010ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1015ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1016ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1017ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 1018ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 1019ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 1020ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1021ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 1022ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1023ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 1024ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1025ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 1026ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1027ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 1028ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 1029ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 111 dws SO: the, Input: [d]
1 3 2 4 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 115 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 119 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 121 dws SO: the, Input: [d]
1 3 2 4 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 123 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 127 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1210ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1216ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 1217ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 1218ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 1219ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 1220ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1221ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 1222ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1223ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 1224ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1225ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 1226ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1227ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 1228ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 1229ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 13ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 7 131 dws SO: the, Input: [d]
1 3 2 4 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 133 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 137 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1310ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1312ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 14ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 141 dws SO: the, Input: [d]
1 3 2 4 7 142 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 7 144 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 7 145 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 7 15ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 7 151 dws SO: the, Input: [d]
1 3 2 4 7 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 161 dws SO: the, Input: [d]
1 3 2 4 7 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 7 171 dws SO: the, Input: [d]
1 3 2 4 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 7 173 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 7 174 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 7 176 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 7 178 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 7 1710ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 7 1711ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 1712ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 7 1713ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 1714ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 7 1715ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 1716ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 4 7 1717ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 7 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 181 dws SO: the, Input: [d]
1 3 2 4 7 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 7 191 dws SO: the, Input: [d]
1 3 2 4 7 192 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 7 194 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 7 196 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 7 198 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 7 199 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 1910ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 7 1911ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 1912ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 4 7 1913ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 7 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 201 dws SO: the, Input: [d]
1 3 2 4 7 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 7 211 dws SO: the, Input: [d]
1 3 2 4 7 212 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 7 214 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 7 216 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 7 217 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 218 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 7 219 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 7 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 221 dws SO: the, Input: [d]
1 3 2 4 7 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 7 231 dws SO: the, Input: [d]
1 3 2 4 7 232 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 7 234 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 7 235 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 7 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 7 241 dws SO: the, Input: [d]
1 3 2 4 7 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 7 251 dws SO: the, Input: [d]
1 3 2 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 4 8 1 dws SO: the, Input: [d]
1 3 2 4 8 1 1 esm SO: {the,d}, Input: []
1 3 2 4 8 1 2 epm SO: <the,d>, Input: []
1 3 2 4 8 1 3 epm SO: <d,the>, Input: []
1 3 2 4 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 1 dws SO: the, Input: [d]
1 3 2 4 8 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 10ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 12ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 13ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 2 14ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 2 15ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 8 2 16ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 2 17ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 2 18ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 2 19ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 2 20ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 2 21ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 2 22ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 2 23ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 2 24ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 2 25ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 1 dws SO: the, Input: [d]
1 3 2 4 8 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 11ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 12ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 8 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 1 dws SO: the, Input: [d]
1 3 2 4 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 8 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 4 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 4 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 4 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 4 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 5 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 1 dws SO: the, Input: [d]
1 3 2 4 8 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 9 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 8 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 1 dws SO: the, Input: [d]
1 3 2 4 8 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 8 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 6 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 6 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 6 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 6 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 7 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 1 dws SO: the, Input: [d]
1 3 2 4 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 7 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 1 dws SO: the, Input: [d]
1 3 2 4 8 8 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 8 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 8 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 8 8 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 8 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 8 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 8 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 8 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 8 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 8 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 8 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 8 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 8 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 9 ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 1 dws SO: the, Input: [d]
1 3 2 4 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 5 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 12ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 8 101 dws SO: the, Input: [d]
1 3 2 4 8 102 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 103 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 104 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 106 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 108 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 1010ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 1012ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 1013ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 1014ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 1015ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 8 1016ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 1017ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 1018ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 1019ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 1020ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 1021ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 1022ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 1023ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 1024ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 1025ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 11ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 8 111 dws SO: the, Input: [d]
1 3 2 4 8 112 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 113 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 114 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 116 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 118 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 1110ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 1112ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 1113ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 8 1114ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 1115ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 8 1116ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 1117ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 1118ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 1119ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 1120ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 1121ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 1122ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 1123ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 1124ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 8 1125ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 12ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 8 121 dws SO: the, Input: [d]
1 3 2 4 8 13ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 8 131 dws SO: the, Input: [d]
1 3 2 4 8 132 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 8 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 8 134 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 8 135 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 8 136 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 8 137 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 8 138 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 8 139 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 8 1310ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 8 1311ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 1312ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 8 1313ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 1314ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 8 1315ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 1316ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 4 8 1317ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 141 dws SO: the, Input: [d]
1 3 2 4 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 8 151 dws SO: the, Input: [d]
1 3 2 4 8 152 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 8 153 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 8 154 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 8 155 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 8 156 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 8 157 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 8 158 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 8 159 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 1510ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 8 1511ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 1512ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 4 8 1513ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 161 dws SO: the, Input: [d]
1 3 2 4 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 8 171 dws SO: the, Input: [d]
1 3 2 4 8 172 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 8 173 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 8 174 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 8 175 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 8 176 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 8 177 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 178 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 8 179 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 181 dws SO: the, Input: [d]
1 3 2 4 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 8 191 dws SO: the, Input: [d]
1 3 2 4 8 192 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 8 193 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 8 194 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 8 195 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 8 201 dws SO: the, Input: [d]
1 3 2 4 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 8 211 dws SO: the, Input: [d]
1 3 2 4 9 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 4 9 1 dws SO: the, Input: [d]
1 3 2 4 9 1 1 esm SO: {the,d}, Input: []
1 3 2 4 9 1 2 epm SO: <the,d>, Input: []
1 3 2 4 9 1 3 epm SO: <d,the>, Input: []
1 3 2 4 9 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 1 dws SO: the, Input: [d]
1 3 2 4 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 9 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 1 dws SO: the, Input: [d]
1 3 2 4 9 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 9 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 1 dws SO: the, Input: [d]
1 3 2 4 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 9 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 1 dws SO: the, Input: [d]
1 3 2 4 9 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 9 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 1 dws SO: the, Input: [d]
1 3 2 4 9 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 9 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 1 dws SO: the, Input: [d]
1 3 2 4 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 1 dws SO: the, Input: [d]
1 3 2 4 9 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 9 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 1 dws SO: the, Input: [d]
1 3 2 4 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 9 101 dws SO: the, Input: [d]
1 3 2 4 9 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 9 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 4 9 111 dws SO: the, Input: [d]
1 3 2 4 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 4 9 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 4 9 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 4 9 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 121 dws SO: the, Input: [d]
1 3 2 4 9 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 4 9 131 dws SO: the, Input: [d]
1 3 2 4 9 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 9 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 9 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 9 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 9 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 9 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 4 9 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 9 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 9 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 9 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 4 9 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 4 9 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 141 dws SO: the, Input: [d]
1 3 2 4 9 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 9 151 dws SO: the, Input: [d]
1 3 2 4 9 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 9 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 9 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 9 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 9 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 9 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 9 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 4 9 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 9 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 161 dws SO: the, Input: [d]
1 3 2 4 9 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 9 171 dws SO: the, Input: [d]
1 3 2 4 9 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 9 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 9 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 9 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 9 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 9 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 9 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 181 dws SO: the, Input: [d]
1 3 2 4 9 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 9 191 dws SO: the, Input: [d]
1 3 2 4 9 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 9 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 9 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 9 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 9 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 4 9 201 dws SO: the, Input: [d]
1 3 2 4 9 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 4 9 211 dws SO: the, Input: [d]
1 3 2 4 10ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 4 101 dws SO: the, Input: [d]
1 3 2 4 101 1 esm SO: {the,d}, Input: []
1 3 2 4 101 2 epm SO: <the,d>, Input: []
1 3 2 4 101 3 epm SO: <d,the>, Input: []
1 3 2 4 11ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 4 111 dws SO: the, Input: [d]
1 3 2 4 111 1 esm SO: {the,d}, Input: []
1 3 2 4 111 2 epm SO: <the,d>, Input: []
1 3 2 4 111 3 epm SO: <d,the>, Input: []
1 3 2 4 112 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 112 1 dws SO: the, Input: [d]
1 3 2 4 112 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 112 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 112 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 112 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 112 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 112 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 112 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 112 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 112 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 112 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 4 112 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 112 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 112 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 112 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 112 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 4 112 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 113 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 113 1 dws SO: the, Input: [d]
1 3 2 4 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 5 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 7 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 8 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 12ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 113 14ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 113 15ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 113 16ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 113 17ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 4 113 18ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 113 19ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 4 113 20ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 113 21ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 113 22ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 113 23ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 113 24ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 4 113 25ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 114 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 114 1 dws SO: the, Input: [d]
1 3 2 4 114 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 114 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 114 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 114 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 114 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 114 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 114 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 114 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 114 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 4 114 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 114 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 114 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 114 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 114 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 4 114 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 115 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 115 1 dws SO: the, Input: [d]
1 3 2 4 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 115 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 115 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 115 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 115 8 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 115 10ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 115 11ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 115 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 115 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 4 115 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 115 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 4 115 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 115 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 115 18ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 115 19ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 115 20ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 4 115 21ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 116 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 116 1 dws SO: the, Input: [d]
1 3 2 4 116 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 116 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 116 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 116 5 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 116 6 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 116 7 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 116 8 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 116 9 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 116 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 4 116 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 4 116 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 116 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 116 14ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 116 15ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 116 16ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 4 116 17ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 117 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 4 117 1 dws SO: the, Input: [d]
1 3 2 4 117 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 117 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 117 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 117 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 117 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 117 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 4 117 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 117 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 4 117 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 117 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 117 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 117 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 117 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 4 117 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 4 118 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 118 1 dws SO: the, Input: [d]
1 3 2 4 119 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 119 1 dws SO: the, Input: [d]
1 3 2 4 119 2 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 119 3 ism SO: {{book,n!case},<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 119 4 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 119 5 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 119 6 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 119 7 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 119 8 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 119 9 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 1110ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 11101 dws SO: the, Input: [d]
1 3 2 4 1111ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 11111 dws SO: the, Input: [d]
1 3 2 4 11112 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 4 11113 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 4 11114 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 11115 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 1112ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 4 11121 dws SO: the, Input: [d]
1 3 2 4 1113ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 4 11131 dws SO: the, Input: [d]
1 3 2 4 12ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 4 121 dws SO: the, Input: [d]
1 3 2 4 121 1 esm SO: {the,d}, Input: []
1 3 2 4 121 2 epm SO: <the,d>, Input: []
1 3 2 4 121 3 epm SO: <d,the>, Input: []
1 3 2 4 13ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 4 131 dws SO: the, Input: [d]
1 3 2 4 131 1 esm SO: {the,d}, Input: []
1 3 2 4 131 2 epm SO: <the,d>, Input: []
1 3 2 4 131 3 epm SO: <d,the>, Input: []
1 3 2 4 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 132 1 dws SO: the, Input: [d]
1 3 2 4 132 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 132 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 132 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 132 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 132 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 132 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 132 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 4 132 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 4 132 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 4 132 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 132 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 4 132 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 4 133 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 133 1 dws SO: the, Input: [d]
1 3 2 4 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 133 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 133 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 133 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 133 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 133 10ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 133 11ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 4 133 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 4 133 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 4 133 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 4 133 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 133 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 4 133 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 4 134 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 134 1 dws SO: the, Input: [d]
1 3 2 4 134 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 134 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 134 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 134 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 134 6 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 134 7 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 134 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 4 134 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 4 134 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 4 134 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 134 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 4 134 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 4 135 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 4 135 1 dws SO: the, Input: [d]
1 3 2 4 135 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 135 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 135 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 135 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 135 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 4 135 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 4 135 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 4 135 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 4 135 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 4 135 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 4 135 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 4 136 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 136 1 dws SO: the, Input: [d]
1 3 2 4 137 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 4 137 1 dws SO: the, Input: [d]
1 3 2 4 137 2 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 4 137 3 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 4 137 4 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 137 5 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 138 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 4 138 1 dws SO: the, Input: [d]
1 3 2 4 139 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 4 139 1 dws SO: the, Input: [d]
1 3 2 4 14ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 4 141 dws SO: the, Input: [d]
1 3 2 4 141 1 esm SO: {the,d}, Input: []
1 3 2 4 141 2 epm SO: <the,d>, Input: []
1 3 2 4 141 3 epm SO: <d,the>, Input: []
1 3 2 4 15ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 4 151 dws SO: the, Input: [d]
1 3 2 4 151 1 esm SO: {the,d}, Input: []
1 3 2 4 151 2 epm SO: <the,d>, Input: []
1 3 2 4 151 3 epm SO: <d,the>, Input: []
1 3 2 4 152 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 152 1 dws SO: the, Input: [d]
1 3 2 4 152 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 4 152 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 4 152 4 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 4 152 5 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 4 152 6 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 4 152 7 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 4 152 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 4 152 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 4 153 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 4 153 1 dws SO: the, Input: [d]
1 3 2 4 153 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 4 153 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 4 153 4 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 4 153 5 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 4 153 6 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 4 153 7 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 4 153 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 4 153 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 4 154 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 4 154 1 dws SO: the, Input: [d]
1 3 2 4 155 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 4 155 1 dws SO: the, Input: [d]
1 3 2 4 16ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 2 4 161 dws SO: the, Input: [d]
1 3 2 4 161 1 esm SO: {the,d}, Input: []
1 3 2 4 161 2 epm SO: <the,d>, Input: []
1 3 2 4 161 3 epm SO: <d,the>, Input: []
1 3 2 4 17ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 4 171 dws SO: the, Input: [d]
1 3 2 4 171 1 esm SO: {the,d}, Input: []
1 3 2 4 171 2 epm SO: <the,d>, Input: []
1 3 2 4 171 3 epm SO: <d,the>, Input: []
1 3 2 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 2 5 1 dws SO: the, Input: [d]
1 3 2 5 1 1 esm SO: {the,d}, Input: []
1 3 2 5 1 1 1 uws SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 5 1 2 epm SO: <the,d>, Input: []
1 3 2 5 1 2 1 uws SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 5 1 3 epm SO: <d,the>, Input: []
1 3 2 5 1 3 1 uws SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 5 2 1 dws SO: the, Input: [d]
1 3 2 5 2 1 1 esm SO: {the,d}, Input: []
1 3 2 5 2 1 2 epm SO: <the,d>, Input: []
1 3 2 5 2 1 3 epm SO: <d,the>, Input: []
1 3 2 5 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 1 dws SO: the, Input: [d]
1 3 2 5 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 1 dws SO: the, Input: [d]
1 3 2 5 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 1 dws SO: the, Input: [d]
1 3 2 5 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 1 dws SO: the, Input: [d]
1 3 2 5 2 5 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 15ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 16ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 17ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 19ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 21ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 24ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 26ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 27ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 5 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 5 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 5 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 5 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 5 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 5 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 5 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 5 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 5 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 5 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 5 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 5 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 5 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 5 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 5 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 5 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 5 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 5 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 5 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 5 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 5 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 5 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 5 50ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 5 51ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 5 52ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 5 53ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 1 dws SO: the, Input: [d]
1 3 2 5 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 1 dws SO: the, Input: [d]
1 3 2 5 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 1 dws SO: the, Input: [d]
1 3 2 5 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 1 dws SO: the, Input: [d]
1 3 2 5 2 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 13ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 101 dws SO: the, Input: [d]
1 3 2 5 2 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 103 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 105 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 107 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 108 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 109 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1010ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1014ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1016ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1017ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1018ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1019ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 1020ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1021ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1022ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1023ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 1024ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1025ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1026ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1027ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 1028ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1029ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 1030ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1031ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1032ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1033ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 111 dws SO: the, Input: [d]
1 3 2 5 2 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1111ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1113ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1114ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 121 dws SO: the, Input: [d]
1 3 2 5 2 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 123 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 127 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1212ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1217ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1218ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1219ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 131 dws SO: the, Input: [d]
1 3 2 5 2 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 135 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 139 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 14ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 141 dws SO: the, Input: [d]
1 3 2 5 2 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 143 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 147 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1412ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 15ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 2 151 dws SO: the, Input: [d]
1 3 2 5 2 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 153 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 157 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1512ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1514ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 2 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 2 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 2 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 16ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 161 dws SO: the, Input: [d]
1 3 2 5 2 162 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 2 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 2 164 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 2 165 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 2 17ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 2 171 dws SO: the, Input: [d]
1 3 2 5 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 181 dws SO: the, Input: [d]
1 3 2 5 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 2 191 dws SO: the, Input: [d]
1 3 2 5 2 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 2 193 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 2 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 2 195 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 2 196 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 2 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 2 198 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 2 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 2 1910ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 2 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 2 1912ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1913ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 2 1914ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 2 1915ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 1916ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 2 1917ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 1918ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 2 1919ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 1920ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 2 1921ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 201 dws SO: the, Input: [d]
1 3 2 5 2 202 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 2 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 2 204 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 2 205 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 2 211 dws SO: the, Input: [d]
1 3 2 5 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 221 dws SO: the, Input: [d]
1 3 2 5 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 2 231 dws SO: the, Input: [d]
1 3 2 5 2 232 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 2 233 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 2 234 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 2 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 2 236 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 2 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 2 238 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 2 239 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 2310ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 2 2311ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 2312ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 2 2313ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 241 dws SO: the, Input: [d]
1 3 2 5 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 2 251 dws SO: the, Input: [d]
1 3 2 5 2 252 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 2 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 2 254 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 2 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 2 256 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 2 257 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 258 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 2 259 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 261 dws SO: the, Input: [d]
1 3 2 5 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 2 271 dws SO: the, Input: [d]
1 3 2 5 2 272 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 2 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 2 274 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 2 275 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 2 281 dws SO: the, Input: [d]
1 3 2 5 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 2 291 dws SO: the, Input: [d]
1 3 2 5 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 5 3 1 dws SO: the, Input: [d]
1 3 2 5 3 1 1 esm SO: {the,d}, Input: []
1 3 2 5 3 1 2 epm SO: <the,d>, Input: []
1 3 2 5 3 1 3 epm SO: <d,the>, Input: []
1 3 2 5 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 1 dws SO: the, Input: [d]
1 3 2 5 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 12ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 2 16ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 2 17ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 2 18ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 2 19ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 2 20ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 2 21ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 2 22ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 2 23ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 2 24ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 2 25ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 2 26ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 2 27ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 2 28ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 2 29ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 1 dws SO: the, Input: [d]
1 3 2 5 3 3 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 13ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 14ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 3 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 3 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 3 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 3 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 3 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 3 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 3 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 3 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 3 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 3 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 3 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 3 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 3 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 3 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 3 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 3 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 3 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 3 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 3 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 3 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 3 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 3 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 3 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 3 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 1 dws SO: the, Input: [d]
1 3 2 5 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 5 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 12ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 1 dws SO: the, Input: [d]
1 3 2 5 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 12ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 5 16ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 5 17ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 5 18ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 5 19ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 5 20ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 5 21ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 5 22ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 5 23ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 5 24ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 5 25ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 5 26ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 5 27ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 5 28ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 5 29ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 1 dws SO: the, Input: [d]
1 3 2 5 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 6 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 6 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 6 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 6 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 6 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 6 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 1 dws SO: the, Input: [d]
1 3 2 5 3 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 9 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 1 dws SO: the, Input: [d]
1 3 2 5 3 8 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 12ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 8 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 8 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 8 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 8 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 8 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 8 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 8 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 8 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 8 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 8 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 8 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 8 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 8 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 8 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 9 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 1 dws SO: the, Input: [d]
1 3 2 5 3 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 7 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 11ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 18ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 9 20ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 9 21ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 9 22ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 9 23ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 9 24ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 9 25ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 9 26ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 9 27ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 9 28ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 9 29ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 9 30ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 9 31ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 9 32ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 9 33ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 9 34ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 9 35ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 9 36ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 9 37ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 10ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 101 dws SO: the, Input: [d]
1 3 2 5 3 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 103 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 104 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 107 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1010ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1011ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1013ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1014ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1015ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1016ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1017ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 1018ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1019ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 1020ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1021ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1022ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1023ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 1024ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1025ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 1026ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1027ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1028ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1029ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 11ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 111 dws SO: the, Input: [d]
1 3 2 5 3 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 115 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1112ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1114ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 12ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 121 dws SO: the, Input: [d]
1 3 2 5 3 122 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 123 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 124 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 127 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 128 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1210ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1211ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1212ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1214ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1215ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1216ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1217ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 1218ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1219ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 1220ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1221ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1222ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1223ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 1224ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1225ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 1226ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1227ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1228ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1229ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 13ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 3 131 dws SO: the, Input: [d]
1 3 2 5 3 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 133 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 134 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 137 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1310ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1311ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1312ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1314ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 3 1316ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1317ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 3 1318ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1319ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 1320ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1321ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1322ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1323ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 1324ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1325ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 1326ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 1327ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1328ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 3 1329ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 14ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 3 141 dws SO: the, Input: [d]
1 3 2 5 3 15ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 3 151 dws SO: the, Input: [d]
1 3 2 5 3 152 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 3 153 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 3 154 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 3 155 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 3 156 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 3 157 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 3 158 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 3 159 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 3 1510ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 3 1511ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 3 1512ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1513ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 3 1514ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 3 1515ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 1516ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 3 1517ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 1518ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 3 1519ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1520ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 3 1521ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 3 16ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 161 dws SO: the, Input: [d]
1 3 2 5 3 162 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 3 163 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 3 164 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 3 165 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 3 17ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 3 171 dws SO: the, Input: [d]
1 3 2 5 3 18ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 181 dws SO: the, Input: [d]
1 3 2 5 3 19ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 3 191 dws SO: the, Input: [d]
1 3 2 5 3 192 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 3 193 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 3 194 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 3 195 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 3 196 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 3 197 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 3 198 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 3 199 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 1910ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 3 1911ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 1912ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 3 1913ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 3 20ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 201 dws SO: the, Input: [d]
1 3 2 5 3 21ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 3 211 dws SO: the, Input: [d]
1 3 2 5 3 212 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 3 213 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 3 214 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 3 215 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 3 216 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 3 217 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 218 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 3 219 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 3 22ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 221 dws SO: the, Input: [d]
1 3 2 5 3 23ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 3 231 dws SO: the, Input: [d]
1 3 2 5 3 232 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 3 233 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 3 234 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 3 235 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 3 24ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 3 241 dws SO: the, Input: [d]
1 3 2 5 3 25ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 3 251 dws SO: the, Input: [d]
1 3 2 5 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 5 4 1 dws SO: the, Input: [d]
1 3 2 5 4 1 1 esm SO: {the,d}, Input: []
1 3 2 5 4 1 2 epm SO: <the,d>, Input: []
1 3 2 5 4 1 3 epm SO: <d,the>, Input: []
1 3 2 5 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 1 dws SO: the, Input: [d]
1 3 2 5 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 1 dws SO: the, Input: [d]
1 3 2 5 4 3 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 13ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 14ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 3 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 3 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 3 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 3 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 3 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 3 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 3 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 3 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 3 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 3 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 3 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 3 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 3 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 3 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 3 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 3 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 3 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 3 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 3 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 3 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 3 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 3 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 3 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 3 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 1 dws SO: the, Input: [d]
1 3 2 5 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 1 dws SO: the, Input: [d]
1 3 2 5 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 14ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 5 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 5 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 5 26ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 5 27ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 5 28ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 5 29ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 1 dws SO: the, Input: [d]
1 3 2 5 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 1 dws SO: the, Input: [d]
1 3 2 5 4 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 9 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 1 dws SO: the, Input: [d]
1 3 2 5 4 8 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 8 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 8 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 8 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 8 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 8 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 8 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 8 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 8 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 8 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 8 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 8 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 8 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 8 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 8 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 1 dws SO: the, Input: [d]
1 3 2 5 4 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 101 dws SO: the, Input: [d]
1 3 2 5 4 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 103 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1010ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1013ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1015ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1016ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1017ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 1018ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1019ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 1020ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1021ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 1022ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1023ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 1024ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1025ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 1026ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1027ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1028ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 1029ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 11ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 111 dws SO: the, Input: [d]
1 3 2 5 4 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 115 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1112ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1114ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 121 dws SO: the, Input: [d]
1 3 2 5 4 122 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 123 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 127 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1210ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1214ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1216ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 1217ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 1218ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1219ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 1220ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1221ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 1222ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1223ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 1224ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1225ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 1226ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1227ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1228ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 1229ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 13ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 4 131 dws SO: the, Input: [d]
1 3 2 5 4 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 133 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1310ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1312ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 4 1316ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1317ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 4 1318ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1319ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 1320ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1321ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 1322ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1323ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 1324ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1325ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 1326ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 1327ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1328ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 4 1329ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 14ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 141 dws SO: the, Input: [d]
1 3 2 5 4 15ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 4 151 dws SO: the, Input: [d]
1 3 2 5 4 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 4 153 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 4 154 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 4 155 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 4 156 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 4 157 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 4 158 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 4 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 4 1510ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 4 1511ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 4 1512ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1513ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 4 1514ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 4 1515ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 1516ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 4 1517ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 1518ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 4 1519ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1520ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 4 1521ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 161 dws SO: the, Input: [d]
1 3 2 5 4 162 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 4 163 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 4 164 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 4 165 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 4 171 dws SO: the, Input: [d]
1 3 2 5 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 181 dws SO: the, Input: [d]
1 3 2 5 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 4 191 dws SO: the, Input: [d]
1 3 2 5 4 192 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 4 193 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 4 194 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 4 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 4 196 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 4 197 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 4 198 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 4 199 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 1910ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 4 1911ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 1912ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 4 1913ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 201 dws SO: the, Input: [d]
1 3 2 5 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 4 211 dws SO: the, Input: [d]
1 3 2 5 4 212 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 4 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 4 214 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 4 215 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 4 216 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 4 217 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 218 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 4 219 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 221 dws SO: the, Input: [d]
1 3 2 5 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 4 231 dws SO: the, Input: [d]
1 3 2 5 4 232 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 4 233 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 4 234 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 4 235 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 4 241 dws SO: the, Input: [d]
1 3 2 5 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 4 251 dws SO: the, Input: [d]
1 3 2 5 5 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 5 5 1 dws SO: the, Input: [d]
1 3 2 5 5 1 1 esm SO: {the,d}, Input: []
1 3 2 5 5 1 2 epm SO: <the,d>, Input: []
1 3 2 5 5 1 3 epm SO: <d,the>, Input: []
1 3 2 5 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 1 dws SO: the, Input: [d]
1 3 2 5 5 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 17ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 18ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 19ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 21ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 23ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 24ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 25ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 26ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 27ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 2 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 2 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 2 50ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 2 51ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 2 52ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 2 53ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 1 dws SO: the, Input: [d]
1 3 2 5 5 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 12ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 13ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 19ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 20ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 21ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 3 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 3 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 3 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 3 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 3 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 3 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 1 dws SO: the, Input: [d]
1 3 2 5 5 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 4 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 4 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 4 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 4 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 4 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 4 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 1 dws SO: the, Input: [d]
1 3 2 5 5 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 12ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 13ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 19ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 20ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 21ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 5 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 5 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 5 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 5 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 5 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 5 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 1 dws SO: the, Input: [d]
1 3 2 5 5 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 13ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 15ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 16ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 17ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 20ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 22ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 23ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 6 24ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 6 25ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 6 42ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 6 43ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 6 44ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 6 45ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 1 dws SO: the, Input: [d]
1 3 2 5 5 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 12ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 13ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 14ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 18ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 19ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 20ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 21ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 7 22ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 7 23ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 7 38ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 7 39ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 7 40ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 7 41ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 1 dws SO: the, Input: [d]
1 3 2 5 5 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 12ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 13ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 19ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 20ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 21ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 8 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 8 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 8 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 8 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 8 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 8 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 1 dws SO: the, Input: [d]
1 3 2 5 5 9 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 13ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 14ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 15ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 17ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 19ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 21ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 22ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 23ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 24ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 25ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 26ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 28ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 29ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 30ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 31ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 9 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 9 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 9 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 9 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 9 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 9 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 9 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 9 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 9 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 9 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 9 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 9 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 9 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 9 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 9 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 9 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 9 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 9 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 9 50ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 9 51ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 9 52ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 9 53ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 9 54ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 9 55ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 9 56ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 9 57ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 9 58ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 9 59ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 9 60ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 9 61ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 101 dws SO: the, Input: [d]
1 3 2 5 5 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 103 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 104 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 105 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 106 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 107 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 108 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 109 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1010ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1011ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1012ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1013ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1015ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1016ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1017ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1018ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1019ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1020ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1021ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1022ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1023ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1024ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1025ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1026ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1027ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 1028ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1029ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1030ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1031ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1032ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1033ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1034ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1035ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 1036ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1037ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1038ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1039ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1040ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1041ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1042ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1043ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1044ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1045ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 111 dws SO: the, Input: [d]
1 3 2 5 5 112 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 113 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 114 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 115 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 116 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 117 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 118 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 119 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1110ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1111ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1112ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1113ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1114ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1116ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1117ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1118ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1119ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1120ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1121ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1122ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1123ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 1124ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1125ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1126ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1127ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1128ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1129ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1130ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1131ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 1132ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1133ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1134ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1135ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1136ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1137ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1138ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1139ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1140ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1141ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 121 dws SO: the, Input: [d]
1 3 2 5 5 122 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 123 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 124 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 125 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 126 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 127 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 128 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 129 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1210ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1211ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1212ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1213ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1214ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1215ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1216ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1217ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1218ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1219ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1220ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1221ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1222ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1223ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 1224ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1225ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1226ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1227ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1228ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1229ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1230ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1231ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 1232ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1233ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1234ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1235ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1236ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1237ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1238ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1239ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1240ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1241ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 131 dws SO: the, Input: [d]
1 3 2 5 5 132 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 133 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 134 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 135 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 136 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 137 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 138 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 139 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1310ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1311ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1312ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1313ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1314ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1315ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1316ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1317ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1318ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1319ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1320ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1321ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1322ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1323ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1324ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1325ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1326ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1327ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1328ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1329ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1330ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1331ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1332ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1333ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1334ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1335ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 1336ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1337ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1338ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1339ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1340ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1341ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1342ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1343ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 1344ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1345ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1346ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1347ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1348ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1349ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1350ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1351ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1352ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1353ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 141 dws SO: the, Input: [d]
1 3 2 5 5 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1411ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1412ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1413ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1414ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1415ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1417ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1418ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1419ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1420ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1421ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1422ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1423ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1438ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1439ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1440ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1441ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 151 dws SO: the, Input: [d]
1 3 2 5 5 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 153 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 155 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 156 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 157 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 158 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 159 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1510ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1511ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1512ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1513ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1514ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1515ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1516ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1517ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1518ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1519ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1520ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1522ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1524ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1525ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1526ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1527ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1528ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1529ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1530ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1531ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 1532ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1533ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1534ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1535ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1536ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1537ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1538ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1539ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 1540ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1541ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1542ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1543ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1544ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1545ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1546ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1547ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1548ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1549ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 161 dws SO: the, Input: [d]
1 3 2 5 5 162 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 164 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 165 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 166 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 167 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 168 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 169 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1610ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1611ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1612ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1613ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1614ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1615ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1616ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1617ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1618ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1619ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1620ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1621ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1622ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1623ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 1624ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1625ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1626ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1627ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1628ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1629ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1630ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1631ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 1632ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1633ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1634ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1635ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1636ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1637ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1638ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1639ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1640ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1641ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 171 dws SO: the, Input: [d]
1 3 2 5 5 172 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 173 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 174 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 175 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 176 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 177 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 178 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 179 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1710ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1711ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1712ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1713ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1714ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1715ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1716ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1717ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1718ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1720ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1721ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1722ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1723ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1724ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1725ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1726ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1727ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 1728ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1729ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1730ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1731ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1732ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1733ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1734ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1735ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 1736ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1737ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1738ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1739ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1740ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1741ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1742ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1743ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1744ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1745ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 181 dws SO: the, Input: [d]
1 3 2 5 5 182 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 183 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 184 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 185 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 186 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 187 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 188 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 189 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1810ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1811ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1812ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1813ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1814ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1815ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1816ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1817ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1818ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1819ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1820ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1821ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1822ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1823ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 1824ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1825ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1826ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1827ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1828ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1829ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1830ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1831ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 1832ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1833ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1834ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1835ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1836ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1837ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1838ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1839ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1840ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1841ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 5 191 dws SO: the, Input: [d]
1 3 2 5 5 192 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 193 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 194 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 195 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 196 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 197 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 198 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 199 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1910ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1911ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1912ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1913ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1914ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1915ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1916ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1917ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1918ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1919ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1920ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1921ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 5 1922ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1923ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 5 1924ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1925ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1926ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1927ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1928ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1929ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1930ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1931ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 1932ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1933ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1934ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1935ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 1936ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1937ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 1938ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 1939ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 1940ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 5 1941ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 201 dws SO: the, Input: [d]
1 3 2 5 5 202 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 203 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 204 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 205 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 206 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 207 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 208 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 209 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 2010ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 2011ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 2012ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 5 2013ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 211 dws SO: the, Input: [d]
1 3 2 5 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 221 dws SO: the, Input: [d]
1 3 2 5 5 222 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 5 223 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 5 224 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 5 225 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 5 226 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 227 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 228 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 5 229 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 231 dws SO: the, Input: [d]
1 3 2 5 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 241 dws SO: the, Input: [d]
1 3 2 5 5 242 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 5 243 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 5 244 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 5 245 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 5 251 dws SO: the, Input: [d]
1 3 2 5 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 261 dws SO: the, Input: [d]
1 3 2 5 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 5 271 dws SO: the, Input: [d]
1 3 2 5 5 272 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 5 273 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 5 274 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 5 275 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 5 276 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 5 277 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 5 278 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 5 279 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 5 2710ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 5 2711ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 5 2712ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 2713ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 5 2714ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 2715ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 2716ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 2717ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 2718ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 2719ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 2720ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 5 2721ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 281 dws SO: the, Input: [d]
1 3 2 5 5 282 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 5 283 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 5 284 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 5 285 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 5 291 dws SO: the, Input: [d]
1 3 2 5 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 301 dws SO: the, Input: [d]
1 3 2 5 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 5 311 dws SO: the, Input: [d]
1 3 2 5 5 312 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 313 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 314 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 315 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 316 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 317 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 5 318 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 319 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 3110ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 3111ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 3112ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 5 3113ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 321 dws SO: the, Input: [d]
1 3 2 5 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 5 331 dws SO: the, Input: [d]
1 3 2 5 5 332 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 5 333 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 5 334 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 5 335 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 5 336 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 337 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 338 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 5 339 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 341 dws SO: the, Input: [d]
1 3 2 5 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 5 351 dws SO: the, Input: [d]
1 3 2 5 5 352 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 5 353 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 5 354 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 5 355 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 5 361 dws SO: the, Input: [d]
1 3 2 5 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 5 371 dws SO: the, Input: [d]
1 3 2 5 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 5 6 1 dws SO: the, Input: [d]
1 3 2 5 6 1 1 esm SO: {the,d}, Input: []
1 3 2 5 6 1 2 epm SO: <the,d>, Input: []
1 3 2 5 6 1 3 epm SO: <d,the>, Input: []
1 3 2 5 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 1 dws SO: the, Input: [d]
1 3 2 5 6 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 1 dws SO: the, Input: [d]
1 3 2 5 6 3 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 13ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 14ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 3 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 3 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 3 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 3 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 3 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 3 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 3 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 3 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 3 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 3 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 3 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 3 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 3 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 3 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 3 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 3 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 3 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 3 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 3 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 3 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 3 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 3 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 3 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 3 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 1 dws SO: the, Input: [d]
1 3 2 5 6 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 1 dws SO: the, Input: [d]
1 3 2 5 6 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 14ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 5 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 5 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 5 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 5 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 5 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 5 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 5 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 5 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 5 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 5 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 5 26ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 5 27ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 5 28ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 5 29ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 1 dws SO: the, Input: [d]
1 3 2 5 6 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 1 dws SO: the, Input: [d]
1 3 2 5 6 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 9 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 1 dws SO: the, Input: [d]
1 3 2 5 6 8 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 8 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 8 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 8 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 8 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 8 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 8 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 8 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 8 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 8 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 8 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 8 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 8 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 8 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 8 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 1 dws SO: the, Input: [d]
1 3 2 5 6 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 101 dws SO: the, Input: [d]
1 3 2 5 6 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 103 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1010ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1013ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1015ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1016ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1017ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 1018ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1019ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 1020ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1021ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 1022ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1023ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 1024ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1025ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 1026ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1027ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1028ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 1029ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 11ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 111 dws SO: the, Input: [d]
1 3 2 5 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 115 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1112ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1114ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 121 dws SO: the, Input: [d]
1 3 2 5 6 122 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 123 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 127 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1210ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1214ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1216ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 1217ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 1218ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1219ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 1220ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1221ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 1222ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1223ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 1224ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1225ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 1226ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1227ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1228ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 1229ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 13ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 6 131 dws SO: the, Input: [d]
1 3 2 5 6 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 133 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1310ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1312ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 6 1316ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1317ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 6 1318ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1319ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 1320ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1321ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 1322ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1323ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 1324ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1325ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 1326ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 1327ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1328ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 6 1329ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 14ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 141 dws SO: the, Input: [d]
1 3 2 5 6 15ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 6 151 dws SO: the, Input: [d]
1 3 2 5 6 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 6 153 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 6 154 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 6 155 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 6 156 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 6 157 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 6 158 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 6 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 6 1510ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 6 1511ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 6 1512ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1513ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 6 1514ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 6 1515ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 1516ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 6 1517ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 1518ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 6 1519ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1520ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 6 1521ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 161 dws SO: the, Input: [d]
1 3 2 5 6 162 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 6 163 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 6 164 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 6 165 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 6 171 dws SO: the, Input: [d]
1 3 2 5 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 181 dws SO: the, Input: [d]
1 3 2 5 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 6 191 dws SO: the, Input: [d]
1 3 2 5 6 192 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 6 193 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 6 194 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 6 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 6 196 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 6 197 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 6 198 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 6 199 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 1910ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 6 1911ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 1912ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 6 1913ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 201 dws SO: the, Input: [d]
1 3 2 5 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 6 211 dws SO: the, Input: [d]
1 3 2 5 6 212 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 6 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 6 214 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 6 215 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 6 216 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 6 217 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 218 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 6 219 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 221 dws SO: the, Input: [d]
1 3 2 5 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 6 231 dws SO: the, Input: [d]
1 3 2 5 6 232 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 6 233 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 6 234 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 6 235 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 6 241 dws SO: the, Input: [d]
1 3 2 5 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 6 251 dws SO: the, Input: [d]
1 3 2 5 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 5 7 1 dws SO: the, Input: [d]
1 3 2 5 7 1 1 esm SO: {the,d}, Input: []
1 3 2 5 7 1 2 epm SO: <the,d>, Input: []
1 3 2 5 7 1 3 epm SO: <d,the>, Input: []
1 3 2 5 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 1 dws SO: the, Input: [d]
1 3 2 5 7 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 13ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 15ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 1 dws SO: the, Input: [d]
1 3 2 5 7 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 1 dws SO: the, Input: [d]
1 3 2 5 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 20ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 21ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 1 dws SO: the, Input: [d]
1 3 2 5 7 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 18ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 5 20ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 5 21ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 1 dws SO: the, Input: [d]
1 3 2 5 7 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 1 dws SO: the, Input: [d]
1 3 2 5 7 7 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 14ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 15ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 19ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 21ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 24ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 26ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 27ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 28ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 29ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 7 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 7 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 7 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 7 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 7 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 7 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 7 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 7 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 7 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 7 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 7 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 7 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 7 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 7 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 7 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 7 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 7 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 7 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 7 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 7 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 7 50ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 7 51ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 7 52ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 7 53ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 7 54ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 7 55ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 7 56ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 7 57ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 1 dws SO: the, Input: [d]
1 3 2 5 7 8 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 20ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 21ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 8 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 8 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 8 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 8 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 8 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 8 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 8 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 8 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 8 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 8 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 8 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 8 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 8 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 8 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 8 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 8 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 8 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 8 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 8 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 8 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 1 dws SO: the, Input: [d]
1 3 2 5 7 9 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 18ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 9 20ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 9 21ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 9 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 9 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 9 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 9 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 9 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 9 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 9 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 9 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 9 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 9 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 9 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 9 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 9 34ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 9 35ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 9 36ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 9 37ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 101 dws SO: the, Input: [d]
1 3 2 5 7 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 103 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 109 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1010ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1011ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1014ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1015ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1016ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1017ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1018ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1019ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1034ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1035ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1036ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1037ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 111 dws SO: the, Input: [d]
1 3 2 5 7 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 119 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1110ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1111ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1112ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1113ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1114ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1115ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1116ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1117ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 12ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 121 dws SO: the, Input: [d]
1 3 2 5 7 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 123 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 129 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1210ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1211ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1212ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1216ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1217ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1218ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1219ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 131 dws SO: the, Input: [d]
1 3 2 5 7 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 137 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 138 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1310ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1311ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1312ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1313ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1314ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1315ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1316ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 141 dws SO: the, Input: [d]
1 3 2 5 7 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 143 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 149 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1410ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1411ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1412ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1414ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1417ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1418ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1419ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1420ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1421ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 151 dws SO: the, Input: [d]
1 3 2 5 7 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 153 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 155 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 156 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 158 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 159 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1510ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1511ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1512ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1513ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1514ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1516ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1518ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1520ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1522ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1523ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1524ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1525ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 1526ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1527ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1528ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1529ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1530ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1531ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 1532ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1533ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1534ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1535ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 1536ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1537ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1538ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1539ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1540ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1541ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 16ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 161 dws SO: the, Input: [d]
1 3 2 5 7 162 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 163 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 164 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 165 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 166 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 167 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 168 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 169 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1610ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1611ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1612ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1614ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1616ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1617ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1618ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1619ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1620ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1621ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 1622ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1623ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1624ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1625ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1626ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1627ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 1628ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1629ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1630ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1631ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 1632ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1633ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1634ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1635ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1636ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1637ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 17ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 7 171 dws SO: the, Input: [d]
1 3 2 5 7 172 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 173 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 174 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 175 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 176 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 177 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 178 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 179 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1710ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1711ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1712ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1714ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1716ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1718ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1719ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 7 1720ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1721ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 7 1722ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1723ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1724ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1725ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1726ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1727ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 1728ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1729ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1730ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1731ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 1732ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1733ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 1734ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 1735ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 1736ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 7 1737ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 18ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 181 dws SO: the, Input: [d]
1 3 2 5 7 182 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 7 183 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 7 184 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 7 185 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 7 186 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 7 187 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 188 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 7 189 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 7 19ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 191 dws SO: the, Input: [d]
1 3 2 5 7 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 201 dws SO: the, Input: [d]
1 3 2 5 7 202 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 7 203 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 7 204 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 7 205 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 7 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 7 211 dws SO: the, Input: [d]
1 3 2 5 7 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 221 dws SO: the, Input: [d]
1 3 2 5 7 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 7 231 dws SO: the, Input: [d]
1 3 2 5 7 232 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 7 233 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 7 234 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 7 235 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 7 236 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 7 237 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 7 238 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 7 239 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 7 2310ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 7 2311ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 7 2312ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 2313ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 7 2314ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 7 2315ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 2316ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 7 2317ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 2318ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 7 2319ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 2320ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 7 2321ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 7 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 241 dws SO: the, Input: [d]
1 3 2 5 7 242 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 7 243 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 7 244 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 7 245 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 7 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 7 251 dws SO: the, Input: [d]
1 3 2 5 7 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 261 dws SO: the, Input: [d]
1 3 2 5 7 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 7 271 dws SO: the, Input: [d]
1 3 2 5 7 272 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 7 273 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 7 274 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 7 275 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 7 276 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 7 277 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 7 278 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 7 279 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 2710ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 7 2711ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 2712ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 7 2713ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 7 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 281 dws SO: the, Input: [d]
1 3 2 5 7 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 7 291 dws SO: the, Input: [d]
1 3 2 5 7 292 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 7 293 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 7 294 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 7 295 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 7 296 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 7 297 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 298 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 7 299 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 7 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 301 dws SO: the, Input: [d]
1 3 2 5 7 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 7 311 dws SO: the, Input: [d]
1 3 2 5 7 312 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 7 313 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 7 314 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 7 315 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 7 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 7 321 dws SO: the, Input: [d]
1 3 2 5 7 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 7 331 dws SO: the, Input: [d]
1 3 2 5 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 5 8 1 dws SO: the, Input: [d]
1 3 2 5 8 1 1 esm SO: {the,d}, Input: []
1 3 2 5 8 1 2 epm SO: <the,d>, Input: []
1 3 2 5 8 1 3 epm SO: <d,the>, Input: []
1 3 2 5 8 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 1 dws SO: the, Input: [d]
1 3 2 5 8 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 1 dws SO: the, Input: [d]
1 3 2 5 8 3 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 13ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 14ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 3 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 3 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 3 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 3 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 3 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 3 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 3 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 3 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 3 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 3 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 3 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 3 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 3 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 3 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 3 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 3 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 3 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 3 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 3 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 3 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 3 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 3 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 3 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 3 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 1 dws SO: the, Input: [d]
1 3 2 5 8 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 1 dws SO: the, Input: [d]
1 3 2 5 8 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 14ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 5 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 5 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 5 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 5 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 5 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 5 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 5 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 5 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 5 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 5 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 5 26ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 5 27ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 5 28ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 5 29ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 1 dws SO: the, Input: [d]
1 3 2 5 8 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 1 dws SO: the, Input: [d]
1 3 2 5 8 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 9 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 1 dws SO: the, Input: [d]
1 3 2 5 8 8 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 8 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 8 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 8 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 8 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 8 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 8 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 8 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 8 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 8 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 8 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 8 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 8 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 8 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 8 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 1 dws SO: the, Input: [d]
1 3 2 5 8 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 101 dws SO: the, Input: [d]
1 3 2 5 8 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 103 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1010ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1013ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1015ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1016ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1017ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 1018ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1019ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 1020ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1021ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 1022ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1023ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 1024ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1025ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 1026ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1027ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1028ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 1029ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 11ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 111 dws SO: the, Input: [d]
1 3 2 5 8 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 115 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1112ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1114ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 121 dws SO: the, Input: [d]
1 3 2 5 8 122 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 123 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 127 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1210ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1214ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1216ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 1217ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 1218ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1219ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 1220ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1221ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 1222ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1223ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 1224ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1225ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 1226ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1227ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1228ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 1229ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 13ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 8 131 dws SO: the, Input: [d]
1 3 2 5 8 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 133 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1310ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1312ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 8 1316ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1317ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 8 1318ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1319ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 1320ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1321ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 1322ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1323ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 1324ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1325ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 1326ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 1327ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1328ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 8 1329ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 14ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 141 dws SO: the, Input: [d]
1 3 2 5 8 15ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 8 151 dws SO: the, Input: [d]
1 3 2 5 8 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 8 153 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 8 154 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 8 155 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 8 156 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 8 157 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 8 158 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 8 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 8 1510ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 8 1511ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 8 1512ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1513ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 8 1514ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 8 1515ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 1516ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 8 1517ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 1518ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 8 1519ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1520ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 8 1521ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 8 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 161 dws SO: the, Input: [d]
1 3 2 5 8 162 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 8 163 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 8 164 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 8 165 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 8 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 8 171 dws SO: the, Input: [d]
1 3 2 5 8 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 181 dws SO: the, Input: [d]
1 3 2 5 8 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 8 191 dws SO: the, Input: [d]
1 3 2 5 8 192 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 8 193 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 8 194 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 8 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 8 196 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 8 197 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 8 198 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 8 199 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 1910ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 8 1911ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 1912ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 8 1913ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 8 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 201 dws SO: the, Input: [d]
1 3 2 5 8 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 8 211 dws SO: the, Input: [d]
1 3 2 5 8 212 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 8 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 8 214 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 8 215 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 8 216 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 8 217 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 218 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 8 219 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 8 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 221 dws SO: the, Input: [d]
1 3 2 5 8 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 8 231 dws SO: the, Input: [d]
1 3 2 5 8 232 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 8 233 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 8 234 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 8 235 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 8 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 8 241 dws SO: the, Input: [d]
1 3 2 5 8 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 8 251 dws SO: the, Input: [d]
1 3 2 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 5 9 1 dws SO: the, Input: [d]
1 3 2 5 9 1 1 esm SO: {the,d}, Input: []
1 3 2 5 9 1 2 epm SO: <the,d>, Input: []
1 3 2 5 9 1 3 epm SO: <d,the>, Input: []
1 3 2 5 9 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 1 dws SO: the, Input: [d]
1 3 2 5 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 1 dws SO: the, Input: [d]
1 3 2 5 9 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 1 dws SO: the, Input: [d]
1 3 2 5 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 1 dws SO: the, Input: [d]
1 3 2 5 9 5 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 15ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 16ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 17ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 19ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 21ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 24ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 26ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 27ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 5 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 5 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 5 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 5 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 5 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 5 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 5 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 5 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 5 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 5 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 5 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 5 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 5 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 5 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 5 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 5 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 5 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 5 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 5 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 5 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 5 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 5 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 5 50ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 5 51ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 5 52ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 5 53ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 1 dws SO: the, Input: [d]
1 3 2 5 9 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 1 dws SO: the, Input: [d]
1 3 2 5 9 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 1 dws SO: the, Input: [d]
1 3 2 5 9 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 1 dws SO: the, Input: [d]
1 3 2 5 9 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 13ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 101 dws SO: the, Input: [d]
1 3 2 5 9 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 103 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 105 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 107 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 108 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 109 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1010ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1014ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1016ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1017ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1018ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1019ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 1020ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1021ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1022ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1023ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 1024ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1025ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1026ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1027ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 1028ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1029ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 1030ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1031ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1032ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1033ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 111 dws SO: the, Input: [d]
1 3 2 5 9 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1111ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1113ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1114ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 121 dws SO: the, Input: [d]
1 3 2 5 9 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 123 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 127 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1212ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1217ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1218ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1219ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 131 dws SO: the, Input: [d]
1 3 2 5 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 135 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 139 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 14ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 141 dws SO: the, Input: [d]
1 3 2 5 9 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 143 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 147 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1412ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 15ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 9 151 dws SO: the, Input: [d]
1 3 2 5 9 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 153 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 157 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1512ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1514ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 9 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 9 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 9 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 16ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 161 dws SO: the, Input: [d]
1 3 2 5 9 162 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 9 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 9 164 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 9 165 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 9 17ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 9 171 dws SO: the, Input: [d]
1 3 2 5 9 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 181 dws SO: the, Input: [d]
1 3 2 5 9 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 9 191 dws SO: the, Input: [d]
1 3 2 5 9 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 9 193 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 9 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 9 195 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 9 196 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 9 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 9 198 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 9 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 9 1910ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 9 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 9 1912ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1913ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 9 1914ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 9 1915ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 1916ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 9 1917ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 1918ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 9 1919ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 1920ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 9 1921ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 9 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 201 dws SO: the, Input: [d]
1 3 2 5 9 202 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 9 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 9 204 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 9 205 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 9 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 9 211 dws SO: the, Input: [d]
1 3 2 5 9 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 221 dws SO: the, Input: [d]
1 3 2 5 9 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 9 231 dws SO: the, Input: [d]
1 3 2 5 9 232 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 9 233 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 9 234 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 9 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 9 236 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 9 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 9 238 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 9 239 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 2310ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 9 2311ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 2312ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 9 2313ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 9 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 241 dws SO: the, Input: [d]
1 3 2 5 9 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 9 251 dws SO: the, Input: [d]
1 3 2 5 9 252 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 9 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 9 254 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 9 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 9 256 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 9 257 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 258 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 9 259 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 9 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 261 dws SO: the, Input: [d]
1 3 2 5 9 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 9 271 dws SO: the, Input: [d]
1 3 2 5 9 272 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 9 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 9 274 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 9 275 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 9 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 9 281 dws SO: the, Input: [d]
1 3 2 5 9 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 9 291 dws SO: the, Input: [d]
1 3 2 5 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 5 101 dws SO: the, Input: [d]
1 3 2 5 101 1 esm SO: {the,d}, Input: []
1 3 2 5 101 2 epm SO: <the,d>, Input: []
1 3 2 5 101 3 epm SO: <d,the>, Input: []
1 3 2 5 102 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 102 1 dws SO: the, Input: [d]
1 3 2 5 102 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 12ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 102 16ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 102 17ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 102 18ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 102 19ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 102 20ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 102 21ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 102 22ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 102 23ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 102 24ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 102 25ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 102 26ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 102 27ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 102 28ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 102 29ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 103 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 103 1 dws SO: the, Input: [d]
1 3 2 5 103 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 13ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 14ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 103 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 103 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 103 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 103 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 103 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 103 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 103 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 103 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 103 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 103 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 103 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 103 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 103 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 103 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 103 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 103 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 103 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 103 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 103 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 103 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 103 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 103 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 103 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 103 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 104 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 104 1 dws SO: the, Input: [d]
1 3 2 5 104 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 5 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 12ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 104 18ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 104 19ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 104 20ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 104 21ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 104 22ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 104 23ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 104 24ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 104 25ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 104 26ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 104 27ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 104 28ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 104 29ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 104 30ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 104 31ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 104 32ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 104 33ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 105 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 105 1 dws SO: the, Input: [d]
1 3 2 5 105 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 12ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 105 16ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 105 17ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 105 18ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 105 19ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 105 20ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 105 21ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 105 22ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 105 23ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 105 24ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 105 25ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 105 26ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 105 27ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 105 28ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 105 29ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 106 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 106 1 dws SO: the, Input: [d]
1 3 2 5 106 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 12ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 106 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 106 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 106 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 106 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 106 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 106 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 106 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 106 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 106 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 106 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 106 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 106 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 106 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 106 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 107 1 dws SO: the, Input: [d]
1 3 2 5 107 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 9 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 107 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 107 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 107 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 107 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 107 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 107 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 107 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 107 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 107 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 107 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 107 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 107 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 107 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 107 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 107 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 107 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 107 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 107 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 107 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 107 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 108 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 108 1 dws SO: the, Input: [d]
1 3 2 5 108 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 12ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 108 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 108 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 108 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 108 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 108 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 108 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 108 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 108 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 108 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 108 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 108 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 108 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 108 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 108 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 109 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 109 1 dws SO: the, Input: [d]
1 3 2 5 109 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 7 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 11ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 18ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 109 20ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 109 21ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 109 22ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 109 23ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 109 24ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 109 25ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 109 26ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 109 27ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 109 28ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 109 29ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 109 30ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 109 31ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 109 32ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 109 33ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 109 34ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 109 35ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 109 36ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 109 37ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 1010ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 10101 dws SO: the, Input: [d]
1 3 2 5 10102 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10103 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10104 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10107 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10108 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101010ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101011ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101012ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101013ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101014ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101015ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101016ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101017ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 101018ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101019ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 101020ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 101021ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101022ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101023ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 101024ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101025ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 101026ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101027ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 101028ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101029ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 1011ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 10111 dws SO: the, Input: [d]
1 3 2 5 10112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10115 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101112ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101114ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101116ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101118ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 101119ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101120ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101121ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 101122ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101123ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 101124ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 101125ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101126ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101127ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 101128ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101129ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 101130ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101131ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 101132ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101133ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 1012ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 10121 dws SO: the, Input: [d]
1 3 2 5 10122 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10123 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10124 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10127 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10128 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101210ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101211ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101212ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101213ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101214ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101215ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101216ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101217ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 101218ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101219ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 101220ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 101221ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101222ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101223ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 101224ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101225ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 101226ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101227ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 101228ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101229ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 1013ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 10131 dws SO: the, Input: [d]
1 3 2 5 10132 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10133 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10134 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10137 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10138 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 10139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101310ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101311ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101312ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101314ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101315ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 101316ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101317ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 101318ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101319ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 101320ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 101321ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101322ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101323ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 101324ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101325ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 101326ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 101327ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 101328ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 101329ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 1014ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 10141 dws SO: the, Input: [d]
1 3 2 5 1015ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 10151 dws SO: the, Input: [d]
1 3 2 5 10152 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 10153 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 10154 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 10155 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 10156 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 10157 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 10158 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 10159 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 101510ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 101511ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 101512ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 101513ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 101514ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 101515ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 101516ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 101517ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 101518ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 101519ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 101520ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 101521ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 1016ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 10161 dws SO: the, Input: [d]
1 3 2 5 10162 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 10163 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 10164 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 10165 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 1017ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 10171 dws SO: the, Input: [d]
1 3 2 5 1018ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 10181 dws SO: the, Input: [d]
1 3 2 5 1019ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 10191 dws SO: the, Input: [d]
1 3 2 5 10192 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 10193 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 10194 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 10195 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 10196 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 10197 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 10198 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 10199 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 101910ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 101911ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 101912ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 101913ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 1020ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 10201 dws SO: the, Input: [d]
1 3 2 5 1021ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 10211 dws SO: the, Input: [d]
1 3 2 5 10212 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 10213 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 10214 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 10215 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 10216 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 10217 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 10218 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 10219 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 1022ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 10221 dws SO: the, Input: [d]
1 3 2 5 1023ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 10231 dws SO: the, Input: [d]
1 3 2 5 10232 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 10233 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 10234 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 10235 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 1024ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 10241 dws SO: the, Input: [d]
1 3 2 5 1025ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 10251 dws SO: the, Input: [d]
1 3 2 5 11ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 5 111 dws SO: the, Input: [d]
1 3 2 5 111 1 esm SO: {the,d}, Input: []
1 3 2 5 111 2 epm SO: <the,d>, Input: []
1 3 2 5 111 3 epm SO: <d,the>, Input: []
1 3 2 5 112 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 112 1 dws SO: the, Input: [d]
1 3 2 5 112 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 112 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 112 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 112 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 112 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 112 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 112 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 112 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 112 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 112 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 112 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 112 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 112 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 112 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 112 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 113 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 113 1 dws SO: the, Input: [d]
1 3 2 5 113 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 13ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 14ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 113 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 113 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 113 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 113 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 113 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 113 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 113 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 113 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 113 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 113 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 113 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 113 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 113 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 113 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 113 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 113 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 113 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 113 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 113 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 113 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 113 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 113 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 113 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 113 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 114 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 114 1 dws SO: the, Input: [d]
1 3 2 5 114 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 5 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 114 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 114 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 114 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 114 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 114 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 114 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 114 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 114 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 114 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 114 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 114 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 114 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 114 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 114 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 114 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 114 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 115 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 115 1 dws SO: the, Input: [d]
1 3 2 5 115 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 12ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 14ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 15ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 115 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 115 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 115 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 115 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 115 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 115 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 115 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 115 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 115 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 115 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 115 26ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 115 27ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 115 28ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 115 29ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 116 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 116 1 dws SO: the, Input: [d]
1 3 2 5 116 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 116 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 116 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 116 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 116 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 116 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 116 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 116 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 116 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 116 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 116 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 116 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 116 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 116 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 116 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 117 1 dws SO: the, Input: [d]
1 3 2 5 117 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 9 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 117 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 117 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 117 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 117 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 117 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 117 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 117 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 117 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 117 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 117 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 117 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 117 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 117 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 117 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 117 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 117 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 117 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 117 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 117 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 117 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 118 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 118 1 dws SO: the, Input: [d]
1 3 2 5 118 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 118 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 118 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 118 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 118 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 118 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 118 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 118 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 118 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 118 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 118 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 118 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 118 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 118 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 118 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 119 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 119 1 dws SO: the, Input: [d]
1 3 2 5 119 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 7 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 119 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 119 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 119 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 119 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 119 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 119 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 119 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 119 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 119 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 119 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 119 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 119 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 119 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 119 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 119 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 119 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 119 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 119 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 1110ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 11101 dws SO: the, Input: [d]
1 3 2 5 11102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11103 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11107 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111010ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111013ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111014ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111015ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111016ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111017ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 111018ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111019ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 111020ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 111021ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 111022ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111023ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 111024ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111025ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 111026ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111027ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 111028ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 111029ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 1111ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 11111 dws SO: the, Input: [d]
1 3 2 5 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11115 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111112ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111114ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 111119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 111120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 111122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 111124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 111125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 111126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 111128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 111130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 111132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 111133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 1112ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 11121 dws SO: the, Input: [d]
1 3 2 5 11122 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11123 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11124 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11127 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11128 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111210ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111211ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111212ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111214ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111215ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111216ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 111217ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 111218ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111219ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 111220ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 111221ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 111222ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111223ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 111224ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111225ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 111226ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111227ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 111228ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 111229ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 1113ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 5 11131 dws SO: the, Input: [d]
1 3 2 5 11132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11133 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11137 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 11139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111310ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111312ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111314ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 5 111316ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111317ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 5 111318ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111319ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 111320ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 111321ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 111322ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111323ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 111324ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111325ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 111326ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 111327ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 111328ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 5 111329ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 5 1114ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 11141 dws SO: the, Input: [d]
1 3 2 5 1115ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 5 11151 dws SO: the, Input: [d]
1 3 2 5 11152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 11153 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 11154 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 11155 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 11156 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 11157 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 11158 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 11159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 111510ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 111511ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 5 111512ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 111513ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 111514ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 111515ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 111516ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 111517ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 111518ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 111519ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 111520ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 5 111521ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 5 1116ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 11161 dws SO: the, Input: [d]
1 3 2 5 11162 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 11163 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 11164 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 11165 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 1117ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 11171 dws SO: the, Input: [d]
1 3 2 5 1118ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 11181 dws SO: the, Input: [d]
1 3 2 5 1119ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 11191 dws SO: the, Input: [d]
1 3 2 5 11192 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 11193 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 11194 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 11195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 11196 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 11197 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 11198 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 11199 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 111910ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 111911ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 111912ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 111913ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 1120ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 11201 dws SO: the, Input: [d]
1 3 2 5 1121ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 11211 dws SO: the, Input: [d]
1 3 2 5 11212 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 11213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 11214 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 11215 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 11216 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 11217 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 11218 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 11219 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 1122ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 11221 dws SO: the, Input: [d]
1 3 2 5 1123ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 11231 dws SO: the, Input: [d]
1 3 2 5 11232 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 11233 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 11234 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 11235 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 1124ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 5 11241 dws SO: the, Input: [d]
1 3 2 5 1125ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 5 11251 dws SO: the, Input: [d]
1 3 2 5 12ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 121 dws SO: the, Input: [d]
1 3 2 5 121 1 esm SO: {the,d}, Input: []
1 3 2 5 121 2 epm SO: <the,d>, Input: []
1 3 2 5 121 3 epm SO: <d,the>, Input: []
1 3 2 5 122 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 122 1 dws SO: the, Input: [d]
1 3 2 5 122 2 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 122 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 122 4 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 122 5 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 122 6 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 5 122 7 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 5 122 8 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 5 122 9 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 5 123 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 123 1 dws SO: the, Input: [d]
1 3 2 5 123 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 123 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 123 4 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 123 5 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 123 6 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 5 123 7 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 5 123 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 5 123 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 5 124 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 124 1 dws SO: the, Input: [d]
1 3 2 5 125 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 125 1 dws SO: the, Input: [d]
1 3 2 5 13ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 2 5 131 dws SO: the, Input: [d]
1 3 2 5 131 1 esm SO: {the,d}, Input: []
1 3 2 5 131 2 epm SO: <the,d>, Input: []
1 3 2 5 131 3 epm SO: <d,the>, Input: []
1 3 2 5 14ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 5 141 dws SO: the, Input: [d]
1 3 2 5 141 1 esm SO: {the,d}, Input: []
1 3 2 5 141 2 epm SO: <the,d>, Input: []
1 3 2 5 141 3 epm SO: <d,the>, Input: []
1 3 2 5 15ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 5 151 dws SO: the, Input: [d]
1 3 2 5 151 1 esm SO: {the,d}, Input: []
1 3 2 5 151 2 epm SO: <the,d>, Input: []
1 3 2 5 151 3 epm SO: <d,the>, Input: []
1 3 2 5 152 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 152 1 dws SO: the, Input: [d]
1 3 2 5 152 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 152 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 152 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 152 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 152 6 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 152 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 152 8 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 152 9 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 152 10ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 152 11ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 5 152 12ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 152 13ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 152 14ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 152 15ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 152 16ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 5 152 17ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 153 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 153 1 dws SO: the, Input: [d]
1 3 2 5 153 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 3 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 5 ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 6 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 7 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 8 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 10ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 12ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 13ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 153 14ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 153 15ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 153 16ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 153 17ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 5 153 18ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 153 19ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 5 153 20ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 153 21ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 153 22ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 153 23ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 153 24ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 5 153 25ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 154 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 154 1 dws SO: the, Input: [d]
1 3 2 5 154 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 154 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 154 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 154 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 154 6 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 154 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 154 8 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 154 9 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 154 10ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 154 11ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 5 154 12ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 154 13ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 154 14ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 154 15ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 154 16ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 5 154 17ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 155 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 155 1 dws SO: the, Input: [d]
1 3 2 5 155 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 155 3 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 155 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 155 5 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 155 6 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 155 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 155 8 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 155 9 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 155 10ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 155 11ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 155 12ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 155 13ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 5 155 14ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 155 15ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 5 155 16ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 155 17ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 155 18ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 155 19ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 155 20ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 5 155 21ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 156 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 156 1 dws SO: the, Input: [d]
1 3 2 5 156 2 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 156 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 156 4 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 156 5 ism SO: {{n!case,{book,n!case}},{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 156 6 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 156 7 ism SO: {{book,n!case},{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 156 8 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 156 9 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 156 10ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 5 156 11ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 5 156 12ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 156 13ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 156 14ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 156 15ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 156 16ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 5 156 17ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 157 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 5 157 1 dws SO: the, Input: [d]
1 3 2 5 157 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 157 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 157 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 157 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 157 6 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 157 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 157 8 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 157 9 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 5 157 10ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 157 11ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 5 157 12ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 157 13ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 157 14ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 157 15ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 157 16ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 5 157 17ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 5 158 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 158 1 dws SO: the, Input: [d]
1 3 2 5 159 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 159 1 dws SO: the, Input: [d]
1 3 2 5 159 2 ism SO: {n!case,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 159 3 ism SO: {{book,n!case},<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 159 4 ism SO: {book,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 159 5 ism SO: {n!case,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 159 6 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 159 7 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 159 8 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 159 9 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 1510ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 15101 dws SO: the, Input: [d]
1 3 2 5 1511ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 15111 dws SO: the, Input: [d]
1 3 2 5 15112 ism SO: {book,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 5 15113 ism SO: {n!case,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 5 15114 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 15115 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 1512ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 5 15121 dws SO: the, Input: [d]
1 3 2 5 1513ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 5 15131 dws SO: the, Input: [d]
1 3 2 5 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 5 161 dws SO: the, Input: [d]
1 3 2 5 161 1 esm SO: {the,d}, Input: []
1 3 2 5 161 2 epm SO: <the,d>, Input: []
1 3 2 5 161 3 epm SO: <d,the>, Input: []
1 3 2 5 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 5 171 dws SO: the, Input: [d]
1 3 2 5 171 1 esm SO: {the,d}, Input: []
1 3 2 5 171 2 epm SO: <the,d>, Input: []
1 3 2 5 171 3 epm SO: <d,the>, Input: []
1 3 2 5 172 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 172 1 dws SO: the, Input: [d]
1 3 2 5 172 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 172 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 172 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 172 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 172 6 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 172 7 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 172 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 5 172 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 5 172 10ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 5 172 11ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 172 12ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 5 172 13ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 5 173 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 173 1 dws SO: the, Input: [d]
1 3 2 5 173 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 173 3 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 173 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 173 5 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 173 6 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 173 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 173 8 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 173 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 173 10ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 173 11ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 5 173 12ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 5 173 13ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 5 173 14ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 5 173 15ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 173 16ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 5 173 17ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 5 174 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 174 1 dws SO: the, Input: [d]
1 3 2 5 174 2 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 174 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 174 4 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 174 5 ism SO: {{book,n!case},{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 174 6 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 174 7 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 174 8 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 5 174 9 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 5 174 10ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 5 174 11ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 174 12ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 5 174 13ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 5 175 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 5 175 1 dws SO: the, Input: [d]
1 3 2 5 175 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 175 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 175 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 175 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 175 6 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 175 7 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 5 175 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 5 175 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 5 175 10ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 5 175 11ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 5 175 12ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 5 175 13ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 5 176 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 176 1 dws SO: the, Input: [d]
1 3 2 5 177 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 5 177 1 dws SO: the, Input: [d]
1 3 2 5 177 2 ism SO: {book,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 5 177 3 ism SO: {n!case,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 5 177 4 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 177 5 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 178 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 5 178 1 dws SO: the, Input: [d]
1 3 2 5 179 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 5 179 1 dws SO: the, Input: [d]
1 3 2 5 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 5 181 dws SO: the, Input: [d]
1 3 2 5 181 1 esm SO: {the,d}, Input: []
1 3 2 5 181 2 epm SO: <the,d>, Input: []
1 3 2 5 181 3 epm SO: <d,the>, Input: []
1 3 2 5 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 5 191 dws SO: the, Input: [d]
1 3 2 5 191 1 esm SO: {the,d}, Input: []
1 3 2 5 191 2 epm SO: <the,d>, Input: []
1 3 2 5 191 3 epm SO: <d,the>, Input: []
1 3 2 5 192 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 192 1 dws SO: the, Input: [d]
1 3 2 5 192 2 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 192 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 192 4 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 192 5 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 192 6 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 5 192 7 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 5 192 8 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 5 192 9 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 5 193 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 5 193 1 dws SO: the, Input: [d]
1 3 2 5 193 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 193 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 193 4 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 193 5 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 5 193 6 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 5 193 7 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 5 193 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 5 193 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 5 194 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 5 194 1 dws SO: the, Input: [d]
1 3 2 5 195 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 5 195 1 dws SO: the, Input: [d]
1 3 2 5 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 2 5 201 dws SO: the, Input: [d]
1 3 2 5 201 1 esm SO: {the,d}, Input: []
1 3 2 5 201 2 epm SO: <the,d>, Input: []
1 3 2 5 201 3 epm SO: <d,the>, Input: []
1 3 2 5 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 5 211 dws SO: the, Input: [d]
1 3 2 5 211 1 esm SO: {the,d}, Input: []
1 3 2 5 211 2 epm SO: <the,d>, Input: []
1 3 2 5 211 3 epm SO: <d,the>, Input: []
1 3 2 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 2 6 1 dws SO: the, Input: [d]
1 3 2 6 1 1 esm SO: {the,d}, Input: []
1 3 2 6 1 1 1 uws SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 6 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 6 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 6 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 6 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 6 1 2 epm SO: <the,d>, Input: []
1 3 2 6 1 2 1 uws SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 6 1 3 epm SO: <d,the>, Input: []
1 3 2 6 1 3 1 uws SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 6 2 ism SO: {book,{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 6 2 1 dws SO: the, Input: [d]
1 3 2 6 2 1 1 esm SO: {the,d}, Input: []
1 3 2 6 2 1 2 epm SO: <the,d>, Input: []
1 3 2 6 2 1 3 epm SO: <d,the>, Input: []
1 3 2 6 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 1 dws SO: the, Input: [d]
1 3 2 6 2 2 2 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 4 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 6 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 10ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 12ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 13ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 2 14ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 2 15ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 2 2 16ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 2 17ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 2 18ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 2 19ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 2 20ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 2 21ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 2 22ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 2 23ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 2 24ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 2 25ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 3 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 1 dws SO: the, Input: [d]
1 3 2 6 2 3 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 11ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 12ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 14ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 19ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 21ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 3 22ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 3 23ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 3 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 3 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 3 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 3 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 3 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 3 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 3 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 3 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 2 3 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 3 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 3 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 3 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 3 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 3 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 3 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 3 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 3 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 3 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 1 dws SO: the, Input: [d]
1 3 2 6 2 4 2 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 4 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 6 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 10ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 12ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 13ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 4 14ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 4 15ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 2 4 16ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 4 17ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 4 18ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 4 19ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 4 20ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 4 21ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 4 22ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 4 23ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 4 24ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 4 25ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 5 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 1 dws SO: the, Input: [d]
1 3 2 6 2 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 9 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 12ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 2 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 1 dws SO: the, Input: [d]
1 3 2 6 2 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 10ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 12ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 13ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 6 14ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 6 15ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 2 6 16ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 6 17ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 6 18ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 6 19ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 6 20ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 6 21ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 6 22ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 6 23ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 6 24ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 6 25ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 7 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 1 dws SO: the, Input: [d]
1 3 2 6 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 7 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 7 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 7 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 7 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 7 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 7 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 7 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 2 7 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 7 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 7 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 7 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 7 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 7 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 7 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 7 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 7 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 7 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 1 dws SO: the, Input: [d]
1 3 2 6 2 8 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 4 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 6 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 10ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 12ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 13ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 8 14ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 8 15ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 2 8 16ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 8 17ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 8 18ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 8 19ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 8 20ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 8 21ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 8 22ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 8 23ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 8 24ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 8 25ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 9 ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 1 dws SO: the, Input: [d]
1 3 2 6 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 5 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 12ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 14ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 9 16ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 9 17ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 9 18ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 9 19ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 2 9 20ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 9 21ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 9 22ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 9 23ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 9 24ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 9 25ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 9 26ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 9 27ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 9 28ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 9 29ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 10ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 2 101 dws SO: the, Input: [d]
1 3 2 6 2 102 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 103 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 104 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 105 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 106 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 108 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 109 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 1010ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 1011ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 1012ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 1013ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 1014ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 1015ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 2 1016ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 1017ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 1018ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 1019ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 1020ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 1021ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 1022ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 1023ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 1024ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 1025ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 11ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 2 111 dws SO: the, Input: [d]
1 3 2 6 2 112 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 113 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 114 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 115 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 116 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 118 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 1110ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 1112ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 1113ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 2 1114ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 1115ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 2 1116ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 1117ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 1118ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 1119ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 1120ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 1121ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 1122ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 1123ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 1124ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 2 1125ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 12ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 2 121 dws SO: the, Input: [d]
1 3 2 6 2 13ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 2 131 dws SO: the, Input: [d]
1 3 2 6 2 132 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 2 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 2 134 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 2 135 ism SO: {{n!case,{book,n!case}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 2 136 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 2 137 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 2 138 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 2 139 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 2 1310ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 2 1311ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 1312ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 2 1313ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 1314ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 2 1315ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 1316ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 2 1317ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 2 14ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 2 141 dws SO: the, Input: [d]
1 3 2 6 2 15ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 2 151 dws SO: the, Input: [d]
1 3 2 6 2 152 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 2 153 ism SO: {{n!case,{book,n!case}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 2 154 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 2 155 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 2 156 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 2 157 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 2 158 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 2 159 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 1510ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 2 1511ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 1512ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 6 2 1513ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 2 16ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 161 dws SO: the, Input: [d]
1 3 2 6 2 17ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 2 171 dws SO: the, Input: [d]
1 3 2 6 2 172 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 2 173 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 2 174 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 2 175 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 2 176 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 2 177 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 178 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 2 179 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 2 18ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 181 dws SO: the, Input: [d]
1 3 2 6 2 19ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 2 191 dws SO: the, Input: [d]
1 3 2 6 2 192 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 2 193 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 2 194 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 2 195 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 2 20ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 2 201 dws SO: the, Input: [d]
1 3 2 6 2 21ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 2 211 dws SO: the, Input: [d]
1 3 2 6 3 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 6 3 1 dws SO: the, Input: [d]
1 3 2 6 3 1 1 esm SO: {the,d}, Input: []
1 3 2 6 3 1 2 epm SO: <the,d>, Input: []
1 3 2 6 3 1 3 epm SO: <d,the>, Input: []
1 3 2 6 3 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 1 dws SO: the, Input: [d]
1 3 2 6 3 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 17ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 23ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 24ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 25ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 2 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 2 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 2 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 2 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 1 dws SO: the, Input: [d]
1 3 2 6 3 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 12ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 3 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 3 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 3 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 3 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 1 dws SO: the, Input: [d]
1 3 2 6 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 15ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 16ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 4 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 4 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 4 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 4 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 1 dws SO: the, Input: [d]
1 3 2 6 3 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 12ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 5 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 5 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 5 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 5 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 1 dws SO: the, Input: [d]
1 3 2 6 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 14ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 20ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 6 22ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 6 23ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 6 24ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 6 25ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 1 dws SO: the, Input: [d]
1 3 2 6 3 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 12ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 14ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 17ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 18ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 19ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 7 20ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 7 21ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 7 22ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 7 23ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 1 dws SO: the, Input: [d]
1 3 2 6 3 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 12ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 8 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 8 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 8 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 8 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 1 dws SO: the, Input: [d]
1 3 2 6 3 9 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 11ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 12ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 13ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 14ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 15ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 16ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 17ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 19ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 21ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 22ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 23ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 24ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 25ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 26ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 27ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 9 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 9 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 9 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 9 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 9 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 9 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 9 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 9 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 9 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 9 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 9 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 9 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 9 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 9 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 9 42ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 9 43ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 9 44ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 9 45ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 9 46ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 9 47ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 9 48ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 9 49ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 9 50ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 9 51ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 9 52ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 9 53ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 101 dws SO: the, Input: [d]
1 3 2 6 3 102 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 103 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 104 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 105 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 106 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 107 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 108 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 109 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1010ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1011ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1012ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1013ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1014ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1015ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1016ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1017ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1018ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1019ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1020ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1021ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 1022ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1023ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1024ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1025ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1026ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1027ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1028ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1029ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 1030ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1031ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1032ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1033ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1034ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1035ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1036ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1037ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 111 dws SO: the, Input: [d]
1 3 2 6 3 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 119 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1110ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1111ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1112ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1113ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1114ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1115ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1116ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1117ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1118ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 121 dws SO: the, Input: [d]
1 3 2 6 3 122 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 123 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 124 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 125 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 127 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 129 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1210ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1211ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1212ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1214ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1216ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1218ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1219ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1220ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1221ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 1222ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1223ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1224ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1225ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1226ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1227ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1228ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1229ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 1230ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1231ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1232ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1233ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1234ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1235ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1236ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1237ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 13ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 131 dws SO: the, Input: [d]
1 3 2 6 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 137 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 138 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1313ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1315ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1316ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 141 dws SO: the, Input: [d]
1 3 2 6 3 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1411ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1412ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1414ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1417ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1418ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1419ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1420ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1421ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 1422ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1423ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 15ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 151 dws SO: the, Input: [d]
1 3 2 6 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 153 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 155 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 156 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 159 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1511ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1513ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1514ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1518ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1520ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1522ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1523ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1524ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1525ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 1526ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1527ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1528ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1529ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1530ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1531ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1532ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1533ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 1534ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1535ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1536ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1537ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1538ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1539ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1540ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1541ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 16ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 161 dws SO: the, Input: [d]
1 3 2 6 3 162 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 164 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 165 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 166 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 167 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 168 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 169 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1610ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1611ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1612ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1614ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1616ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1617ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1618ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1619ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1620ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1621ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 1622ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1623ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1624ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1625ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1626ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1627ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1628ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1629ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 1630ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1631ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1632ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1633ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1634ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1635ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1636ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1637ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 17ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 3 171 dws SO: the, Input: [d]
1 3 2 6 3 172 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 173 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 174 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 175 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 177 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 179 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1710ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1711ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1712ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1714ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1716ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1718ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1719ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 3 1720ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1721ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 3 1722ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1723ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1724ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1725ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1726ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1727ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1728ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1729ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 1730ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1731ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 1732ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1733ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1734ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 1735ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1736ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 3 1737ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 18ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 181 dws SO: the, Input: [d]
1 3 2 6 3 182 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 183 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 184 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 185 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 186 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 187 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 188 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 189 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 1810ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 1811ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 1812ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 6 3 1813ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 19ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 191 dws SO: the, Input: [d]
1 3 2 6 3 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 201 dws SO: the, Input: [d]
1 3 2 6 3 202 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 3 203 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 3 204 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 3 205 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 3 206 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 207 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 208 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 3 209 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 211 dws SO: the, Input: [d]
1 3 2 6 3 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 221 dws SO: the, Input: [d]
1 3 2 6 3 222 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 3 223 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 3 224 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 3 225 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 3 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 3 231 dws SO: the, Input: [d]
1 3 2 6 3 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 241 dws SO: the, Input: [d]
1 3 2 6 3 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 3 251 dws SO: the, Input: [d]
1 3 2 6 3 252 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 3 253 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 3 254 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 3 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 3 256 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 3 257 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 3 258 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 3 259 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 3 2510ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 3 2511ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 2512ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 2513ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 2514ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 2515ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 2516ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 3 2517ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 3 261 dws SO: the, Input: [d]
1 3 2 6 3 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 3 271 dws SO: the, Input: [d]
1 3 2 6 3 272 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 273 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 274 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 275 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 276 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 277 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 3 278 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 279 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 2710ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 2711ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 2712ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 6 3 2713ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 281 dws SO: the, Input: [d]
1 3 2 6 3 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 3 291 dws SO: the, Input: [d]
1 3 2 6 3 292 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 3 293 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 3 294 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 3 295 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 3 296 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 297 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 298 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 3 299 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 3 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 301 dws SO: the, Input: [d]
1 3 2 6 3 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 3 311 dws SO: the, Input: [d]
1 3 2 6 3 312 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 3 313 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 3 314 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 3 315 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 3 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 3 321 dws SO: the, Input: [d]
1 3 2 6 3 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 3 331 dws SO: the, Input: [d]
1 3 2 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 6 4 1 dws SO: the, Input: [d]
1 3 2 6 4 1 1 esm SO: {the,d}, Input: []
1 3 2 6 4 1 2 epm SO: <the,d>, Input: []
1 3 2 6 4 1 3 epm SO: <d,the>, Input: []
1 3 2 6 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 1 dws SO: the, Input: [d]
1 3 2 6 4 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 4 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 2 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 2 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 2 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 2 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 3 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 1 dws SO: the, Input: [d]
1 3 2 6 4 3 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 11ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 12ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 14ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 19ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 21ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 3 22ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 3 23ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 3 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 3 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 3 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 3 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 3 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 3 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 3 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 3 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 4 3 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 3 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 3 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 3 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 3 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 3 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 3 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 3 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 3 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 3 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 1 dws SO: the, Input: [d]
1 3 2 6 4 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 10ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 12ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 13ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 4 14ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 4 15ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 4 4 16ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 4 17ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 4 18ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 4 19ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 4 20ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 4 21ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 4 22ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 4 23ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 4 24ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 4 25ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 1 dws SO: the, Input: [d]
1 3 2 6 4 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 9 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 12ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 4 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 1 dws SO: the, Input: [d]
1 3 2 6 4 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 4 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 6 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 6 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 6 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 6 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 7 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 1 dws SO: the, Input: [d]
1 3 2 6 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 7 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 4 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 1 dws SO: the, Input: [d]
1 3 2 6 4 8 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 8 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 8 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 4 8 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 8 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 8 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 8 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 8 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 8 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 8 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 8 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 8 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 8 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 9 ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 1 dws SO: the, Input: [d]
1 3 2 6 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 5 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 12ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 14ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 9 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 9 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 9 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 9 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 4 9 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 9 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 9 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 9 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 9 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 9 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 9 26ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 9 27ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 9 28ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 9 29ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 4 101 dws SO: the, Input: [d]
1 3 2 6 4 102 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 103 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 104 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 105 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 106 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 108 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 1010ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 1011ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 1012ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 1013ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 1014ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 1015ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 4 1016ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 1017ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 1018ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 1019ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 1020ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 1021ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 1022ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 1023ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 1024ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 1025ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 11ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 4 111 dws SO: the, Input: [d]
1 3 2 6 4 112 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 113 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 114 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 115 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 116 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 118 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 1110ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 1112ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 1113ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 4 1114ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 1115ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 4 1116ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 1117ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 1118ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 1119ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 1120ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 1121ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 1122ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 1123ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 1124ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 4 1125ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 12ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 121 dws SO: the, Input: [d]
1 3 2 6 4 13ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 4 131 dws SO: the, Input: [d]
1 3 2 6 4 132 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 4 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 4 134 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 4 135 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 4 136 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 4 137 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 4 138 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 4 139 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 4 1310ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 4 1311ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 1312ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 4 1313ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 1314ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 4 1315ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 1316ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 4 1317ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 4 141 dws SO: the, Input: [d]
1 3 2 6 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 4 151 dws SO: the, Input: [d]
1 3 2 6 4 152 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 4 153 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 4 154 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 4 155 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 4 156 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 4 157 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 4 158 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 4 159 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 1510ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 4 1511ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 1512ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 6 4 1513ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 161 dws SO: the, Input: [d]
1 3 2 6 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 4 171 dws SO: the, Input: [d]
1 3 2 6 4 172 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 4 173 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 4 174 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 4 175 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 4 176 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 4 177 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 178 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 4 179 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 181 dws SO: the, Input: [d]
1 3 2 6 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 4 191 dws SO: the, Input: [d]
1 3 2 6 4 192 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 4 193 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 4 194 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 4 195 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 4 201 dws SO: the, Input: [d]
1 3 2 6 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 4 211 dws SO: the, Input: [d]
1 3 2 6 5 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 6 5 1 dws SO: the, Input: [d]
1 3 2 6 5 1 1 esm SO: {the,d}, Input: []
1 3 2 6 5 1 2 epm SO: <the,d>, Input: []
1 3 2 6 5 1 3 epm SO: <d,the>, Input: []
1 3 2 6 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 1 dws SO: the, Input: [d]
1 3 2 6 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 14ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 1 dws SO: the, Input: [d]
1 3 2 6 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 1 dws SO: the, Input: [d]
1 3 2 6 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 12ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 1 dws SO: the, Input: [d]
1 3 2 6 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 1 dws SO: the, Input: [d]
1 3 2 6 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 1 dws SO: the, Input: [d]
1 3 2 6 5 7 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 13ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 14ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 15ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 17ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 18ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 19ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 20ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 21ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 22ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 23ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 24ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 25ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 7 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 7 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 7 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 7 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 7 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 7 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 7 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 7 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 7 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 7 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 7 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 7 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 7 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 7 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 7 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 7 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 7 42ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 7 43ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 7 44ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 7 45ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 7 46ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 7 47ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 7 48ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 7 49ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 1 dws SO: the, Input: [d]
1 3 2 6 5 8 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 16ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 8 18ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 8 19ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 8 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 8 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 8 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 8 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 8 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 8 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 8 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 8 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 8 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 8 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 8 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 8 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 8 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 8 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 1 dws SO: the, Input: [d]
1 3 2 6 5 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 10ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 15ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 16ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 101 dws SO: the, Input: [d]
1 3 2 6 5 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 103 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 109 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1010ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1013ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1014ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1015ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1016ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1017ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 111 dws SO: the, Input: [d]
1 3 2 6 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 117 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1113ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1114ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1116ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 121 dws SO: the, Input: [d]
1 3 2 6 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 123 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 129 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1210ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1212ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 131 dws SO: the, Input: [d]
1 3 2 6 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 135 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1311ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1312ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1314ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 14ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 141 dws SO: the, Input: [d]
1 3 2 6 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 143 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 149 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1410ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1412ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 15ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 5 151 dws SO: the, Input: [d]
1 3 2 6 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 153 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 159 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1510ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1512ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 16ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 161 dws SO: the, Input: [d]
1 3 2 6 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 5 164 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 5 166 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 5 167 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 168 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 5 169 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 5 17ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 171 dws SO: the, Input: [d]
1 3 2 6 5 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 181 dws SO: the, Input: [d]
1 3 2 6 5 182 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 5 184 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 5 185 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 5 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 5 191 dws SO: the, Input: [d]
1 3 2 6 5 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 201 dws SO: the, Input: [d]
1 3 2 6 5 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 5 211 dws SO: the, Input: [d]
1 3 2 6 5 212 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 5 213 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 5 214 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 5 218 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 5 2110ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 5 2111ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 2112ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 5 2113ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 2114ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 5 2115ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 2116ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 5 2117ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 5 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 5 221 dws SO: the, Input: [d]
1 3 2 6 5 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 5 231 dws SO: the, Input: [d]
1 3 2 6 5 232 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 5 236 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 5 238 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 5 239 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 2310ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 5 2311ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 2312ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 6 5 2313ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 5 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 241 dws SO: the, Input: [d]
1 3 2 6 5 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 5 251 dws SO: the, Input: [d]
1 3 2 6 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 5 254 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 5 256 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 5 257 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 258 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 5 259 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 5 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 261 dws SO: the, Input: [d]
1 3 2 6 5 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 5 271 dws SO: the, Input: [d]
1 3 2 6 5 272 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 5 274 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 5 275 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 5 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 5 281 dws SO: the, Input: [d]
1 3 2 6 5 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 5 291 dws SO: the, Input: [d]
1 3 2 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 6 6 1 dws SO: the, Input: [d]
1 3 2 6 6 1 1 esm SO: {the,d}, Input: []
1 3 2 6 6 1 2 epm SO: <the,d>, Input: []
1 3 2 6 6 1 3 epm SO: <d,the>, Input: []
1 3 2 6 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 1 dws SO: the, Input: [d]
1 3 2 6 6 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 6 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 2 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 2 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 2 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 2 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 3 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 1 dws SO: the, Input: [d]
1 3 2 6 6 3 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 11ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 12ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 14ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 19ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 21ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 3 22ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 3 23ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 3 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 3 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 3 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 3 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 3 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 3 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 3 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 3 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 6 3 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 3 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 3 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 3 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 3 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 3 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 3 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 3 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 3 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 3 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 1 dws SO: the, Input: [d]
1 3 2 6 6 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 10ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 12ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 13ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 4 14ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 4 15ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 6 4 16ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 4 17ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 4 18ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 4 19ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 4 20ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 4 21ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 4 22ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 4 23ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 4 24ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 4 25ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 1 dws SO: the, Input: [d]
1 3 2 6 6 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 9 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 12ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 6 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 1 dws SO: the, Input: [d]
1 3 2 6 6 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 6 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 6 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 6 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 6 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 6 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 1 dws SO: the, Input: [d]
1 3 2 6 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 7 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 1 dws SO: the, Input: [d]
1 3 2 6 6 8 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 8 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 8 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 6 8 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 8 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 8 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 8 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 8 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 8 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 8 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 8 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 8 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 8 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 9 ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 1 dws SO: the, Input: [d]
1 3 2 6 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 5 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 14ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 9 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 9 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 9 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 9 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 6 9 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 9 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 9 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 9 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 9 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 9 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 9 26ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 9 27ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 9 28ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 9 29ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 6 101 dws SO: the, Input: [d]
1 3 2 6 6 102 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 103 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 104 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 105 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 106 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 108 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 1010ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 1011ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 1012ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 1013ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 1014ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 1015ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 6 1016ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 1017ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 1018ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 1019ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 1020ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 1021ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 1022ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 1023ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 1024ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 1025ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 11ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 6 111 dws SO: the, Input: [d]
1 3 2 6 6 112 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 113 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 114 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 115 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 116 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 118 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 1110ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 1112ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 1113ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 6 1114ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 1115ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 6 1116ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 1117ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 1118ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 1119ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 1120ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 1121ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 1122ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 1123ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 1124ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 6 1125ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 12ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 121 dws SO: the, Input: [d]
1 3 2 6 6 13ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 6 131 dws SO: the, Input: [d]
1 3 2 6 6 132 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 6 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 6 134 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 6 136 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 6 137 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 6 138 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 6 139 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 6 1310ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 6 1311ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 1312ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 6 1313ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 1314ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 6 1315ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 1316ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 6 1317ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 6 141 dws SO: the, Input: [d]
1 3 2 6 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 6 151 dws SO: the, Input: [d]
1 3 2 6 6 152 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 6 154 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 6 155 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 6 156 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 6 157 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 6 158 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 6 159 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 1510ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 6 1511ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 1512ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 6 6 1513ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 161 dws SO: the, Input: [d]
1 3 2 6 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 6 171 dws SO: the, Input: [d]
1 3 2 6 6 172 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 6 173 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 6 174 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 6 175 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 6 176 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 6 177 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 178 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 6 179 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 181 dws SO: the, Input: [d]
1 3 2 6 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 6 191 dws SO: the, Input: [d]
1 3 2 6 6 192 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 6 193 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 6 194 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 6 195 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 6 201 dws SO: the, Input: [d]
1 3 2 6 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 6 211 dws SO: the, Input: [d]
1 3 2 6 7 ism SO: {{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 6 7 1 dws SO: the, Input: [d]
1 3 2 6 7 1 1 esm SO: {the,d}, Input: []
1 3 2 6 7 1 2 epm SO: <the,d>, Input: []
1 3 2 6 7 1 3 epm SO: <d,the>, Input: []
1 3 2 6 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 1 dws SO: the, Input: [d]
1 3 2 6 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 5 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 1 dws SO: the, Input: [d]
1 3 2 6 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 3 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 10ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 12ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 14ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 3 16ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 3 17ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 3 18ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 3 19ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 3 20ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 3 21ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 3 22ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 3 23ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 3 24ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 3 25ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 3 26ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 3 27ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 3 28ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 3 29ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 1 dws SO: the, Input: [d]
1 3 2 6 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 3 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 1 dws SO: the, Input: [d]
1 3 2 6 7 5 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 11ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 12ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 13ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 14ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 15ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 16ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 17ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 20ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 21ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 22ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 23ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 5 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 5 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 5 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 5 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 5 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 5 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 5 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 5 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 5 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 5 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 5 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 5 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 5 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 5 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 5 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 5 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 5 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 5 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 5 42ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 5 43ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 5 44ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 5 45ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 1 dws SO: the, Input: [d]
1 3 2 6 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 3 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 10ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 12ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 14ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 6 16ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 6 17ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 6 18ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 6 19ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 6 20ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 6 21ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 6 22ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 6 23ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 6 24ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 6 25ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 6 26ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 6 27ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 6 28ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 6 29ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 7 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 1 dws SO: the, Input: [d]
1 3 2 6 7 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 9 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 14ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 1 dws SO: the, Input: [d]
1 3 2 6 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 3 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 5 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 8 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 12ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 14ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 8 16ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 8 17ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 8 18ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 8 19ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 8 20ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 8 21ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 8 22ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 8 23ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 8 24ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 8 25ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 8 26ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 8 27ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 8 28ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 8 29ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 1 dws SO: the, Input: [d]
1 3 2 6 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 7 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 12ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 101 dws SO: the, Input: [d]
1 3 2 6 7 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 103 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 105 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 107 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 108 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1010ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1014ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1015ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1016ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1017ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 1018ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 1019ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1020ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1021ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 1022ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1023ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 1024ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1025ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 1026ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1027ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 1028ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1029ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 11ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 111 dws SO: the, Input: [d]
1 3 2 6 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 115 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 119 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 12ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 121 dws SO: the, Input: [d]
1 3 2 6 7 122 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 123 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 125 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 127 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 128 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1210ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1212ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1214ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1216ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1217ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 1218ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 1219ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1220ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1221ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 1222ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1223ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 1224ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1225ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 1226ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1227ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 1228ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1229ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 13ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 7 131 dws SO: the, Input: [d]
1 3 2 6 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 133 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 137 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1310ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1312ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 7 1316ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1317ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 7 1318ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 1319ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1320ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1321ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 1322ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1323ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 1324ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1325ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 1326ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 1327ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 1328ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 7 1329ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 14ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 141 dws SO: the, Input: [d]
1 3 2 6 7 142 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 7 143 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 7 144 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 7 145 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 7 15ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 7 151 dws SO: the, Input: [d]
1 3 2 6 7 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 161 dws SO: the, Input: [d]
1 3 2 6 7 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 7 171 dws SO: the, Input: [d]
1 3 2 6 7 172 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 7 173 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 7 174 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 7 176 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 7 178 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 7 179 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 7 1710ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 7 1711ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 1712ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 7 1713ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 1714ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 7 1715ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 1716ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 7 1717ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 7 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 7 181 dws SO: the, Input: [d]
1 3 2 6 7 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 7 191 dws SO: the, Input: [d]
1 3 2 6 7 192 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 7 194 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 7 196 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 7 197 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 7 198 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 7 199 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 1910ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 7 1911ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 1912ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 6 7 1913ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 7 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 201 dws SO: the, Input: [d]
1 3 2 6 7 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 7 211 dws SO: the, Input: [d]
1 3 2 6 7 212 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 7 214 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 7 215 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 7 216 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 7 217 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 218 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 7 219 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 7 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 221 dws SO: the, Input: [d]
1 3 2 6 7 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 7 231 dws SO: the, Input: [d]
1 3 2 6 7 232 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 7 233 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 7 234 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 7 235 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 7 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 7 241 dws SO: the, Input: [d]
1 3 2 6 7 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 7 251 dws SO: the, Input: [d]
1 3 2 6 8 ism SO: {book,{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 6 8 1 dws SO: the, Input: [d]
1 3 2 6 8 1 1 esm SO: {the,d}, Input: []
1 3 2 6 8 1 2 epm SO: <the,d>, Input: []
1 3 2 6 8 1 3 epm SO: <d,the>, Input: []
1 3 2 6 8 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 1 dws SO: the, Input: [d]
1 3 2 6 8 2 2 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 4 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 6 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 10ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 12ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 13ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 2 14ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 2 15ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 8 2 16ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 2 17ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 2 18ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 2 19ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 2 20ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 2 21ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 2 22ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 2 23ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 2 24ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 2 25ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 3 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 1 dws SO: the, Input: [d]
1 3 2 6 8 3 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 11ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 12ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 14ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 19ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 21ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 3 22ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 3 23ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 3 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 3 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 3 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 3 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 3 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 3 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 3 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 3 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 8 3 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 3 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 3 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 3 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 3 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 3 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 3 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 3 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 3 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 3 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 1 dws SO: the, Input: [d]
1 3 2 6 8 4 2 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 4 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 6 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 10ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 12ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 13ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 4 14ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 4 15ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 8 4 16ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 4 17ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 4 18ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 4 19ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 4 20ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 4 21ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 4 22ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 4 23ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 4 24ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 4 25ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 5 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 1 dws SO: the, Input: [d]
1 3 2 6 8 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 9 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 12ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 8 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 1 dws SO: the, Input: [d]
1 3 2 6 8 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 10ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 12ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 13ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 6 14ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 6 15ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 8 6 16ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 6 17ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 6 18ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 6 19ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 6 20ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 6 21ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 6 22ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 6 23ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 6 24ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 6 25ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 7 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 1 dws SO: the, Input: [d]
1 3 2 6 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 7 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 1 dws SO: the, Input: [d]
1 3 2 6 8 8 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 4 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 6 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 10ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 12ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 13ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 8 14ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 8 15ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 8 8 16ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 8 17ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 8 18ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 8 19ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 8 20ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 8 21ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 8 22ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 8 23ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 8 24ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 8 25ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 9 ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 1 dws SO: the, Input: [d]
1 3 2 6 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 5 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 12ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 14ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 9 16ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 9 17ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 9 18ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 9 19ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 8 9 20ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 9 21ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 9 22ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 9 23ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 9 24ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 9 25ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 9 26ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 9 27ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 9 28ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 9 29ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 10ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 8 101 dws SO: the, Input: [d]
1 3 2 6 8 102 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 103 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 104 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 105 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 106 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 108 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 1010ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 1011ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 1012ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 1013ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 1014ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 1015ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 8 1016ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 1017ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 1018ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 1019ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 1020ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 1021ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 1022ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 1023ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 1024ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 1025ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 11ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 8 111 dws SO: the, Input: [d]
1 3 2 6 8 112 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 113 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 114 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 115 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 116 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 118 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 1110ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 1112ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 1113ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 8 1114ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 1115ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 8 1116ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 1117ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 1118ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 1119ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 1120ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 1121ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 1122ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 1123ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 1124ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 8 1125ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 12ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 8 121 dws SO: the, Input: [d]
1 3 2 6 8 13ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 8 131 dws SO: the, Input: [d]
1 3 2 6 8 132 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 8 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 8 134 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 8 135 ism SO: {{n!case,{book,n!case}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 8 136 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 8 137 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 8 138 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 8 139 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 8 1310ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 8 1311ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 1312ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 8 1313ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 1314ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 8 1315ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 1316ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 8 1317ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 8 14ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 8 141 dws SO: the, Input: [d]
1 3 2 6 8 15ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 8 151 dws SO: the, Input: [d]
1 3 2 6 8 152 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 8 153 ism SO: {{n!case,{book,n!case}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 8 154 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 8 155 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 8 156 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 8 157 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 8 158 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 8 159 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 1510ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 8 1511ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 1512ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 6 8 1513ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 8 16ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 161 dws SO: the, Input: [d]
1 3 2 6 8 17ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 8 171 dws SO: the, Input: [d]
1 3 2 6 8 172 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 8 173 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 8 174 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 8 175 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 8 176 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 8 177 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 178 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 8 179 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 8 18ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 181 dws SO: the, Input: [d]
1 3 2 6 8 19ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 8 191 dws SO: the, Input: [d]
1 3 2 6 8 192 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 8 193 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 8 194 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 8 195 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 8 20ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 8 201 dws SO: the, Input: [d]
1 3 2 6 8 21ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 8 211 dws SO: the, Input: [d]
1 3 2 6 9 ism SO: {n!case,{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 6 9 1 dws SO: the, Input: [d]
1 3 2 6 9 1 1 esm SO: {the,d}, Input: []
1 3 2 6 9 1 2 epm SO: <the,d>, Input: []
1 3 2 6 9 1 3 epm SO: <d,the>, Input: []
1 3 2 6 9 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 1 dws SO: the, Input: [d]
1 3 2 6 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 9 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 2 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 2 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 2 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 2 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 3 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 1 dws SO: the, Input: [d]
1 3 2 6 9 3 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 11ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 12ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 14ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 19ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 21ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 3 22ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 3 23ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 3 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 3 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 3 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 3 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 3 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 3 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 3 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 3 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 9 3 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 3 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 3 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 3 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 3 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 3 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 3 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 3 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 3 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 3 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 1 dws SO: the, Input: [d]
1 3 2 6 9 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 10ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 12ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 13ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 4 14ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 4 15ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 9 4 16ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 4 17ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 4 18ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 4 19ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 4 20ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 4 21ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 4 22ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 4 23ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 4 24ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 4 25ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 1 dws SO: the, Input: [d]
1 3 2 6 9 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 9 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 12ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 9 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 1 dws SO: the, Input: [d]
1 3 2 6 9 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 9 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 6 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 6 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 6 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 6 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 1 dws SO: the, Input: [d]
1 3 2 6 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 7 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 1 dws SO: the, Input: [d]
1 3 2 6 9 8 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 8 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 8 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 9 8 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 8 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 8 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 8 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 8 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 8 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 8 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 8 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 8 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 8 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 9 ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 1 dws SO: the, Input: [d]
1 3 2 6 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 5 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 9 101 dws SO: the, Input: [d]
1 3 2 6 9 102 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 103 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 104 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 105 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 106 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 108 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 1010ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 1012ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 1013ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 1014ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 1015ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 9 1016ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 1017ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 1018ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 1019ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 1020ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 1021ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 1022ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 1023ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 1024ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 1025ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 11ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 6 9 111 dws SO: the, Input: [d]
1 3 2 6 9 112 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 113 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 114 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 115 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 116 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 118 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 1110ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 1112ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 1113ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 6 9 1114ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 1115ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 6 9 1116ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 1117ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 1118ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 1119ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 1120ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 1121ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 1122ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 1123ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 1124ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 6 9 1125ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 12ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 121 dws SO: the, Input: [d]
1 3 2 6 9 13ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 6 9 131 dws SO: the, Input: [d]
1 3 2 6 9 132 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 9 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 9 134 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 9 136 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 9 137 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 9 138 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 9 139 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 6 9 1310ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 9 1311ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 1312ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 9 1313ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 1314ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 9 1315ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 1316ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 6 9 1317ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 6 9 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 9 141 dws SO: the, Input: [d]
1 3 2 6 9 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 9 151 dws SO: the, Input: [d]
1 3 2 6 9 152 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 9 154 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 9 155 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 9 156 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 9 157 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 9 158 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 9 159 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 1510ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 9 1511ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 1512ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 6 9 1513ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 9 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 161 dws SO: the, Input: [d]
1 3 2 6 9 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 9 171 dws SO: the, Input: [d]
1 3 2 6 9 172 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 9 173 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 9 174 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 9 175 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 9 176 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 9 177 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 178 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 9 179 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 9 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 181 dws SO: the, Input: [d]
1 3 2 6 9 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 9 191 dws SO: the, Input: [d]
1 3 2 6 9 192 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 9 193 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 9 194 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 9 195 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 9 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 6 9 201 dws SO: the, Input: [d]
1 3 2 6 9 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 6 9 211 dws SO: the, Input: [d]
1 3 2 6 10ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 2 6 101 dws SO: the, Input: [d]
1 3 2 6 101 1 esm SO: {the,d}, Input: []
1 3 2 6 101 2 epm SO: <the,d>, Input: []
1 3 2 6 101 3 epm SO: <d,the>, Input: []
1 3 2 6 11ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 6 111 dws SO: the, Input: [d]
1 3 2 6 111 1 esm SO: {the,d}, Input: []
1 3 2 6 111 2 epm SO: <the,d>, Input: []
1 3 2 6 111 3 epm SO: <d,the>, Input: []
1 3 2 6 112 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 112 1 dws SO: the, Input: [d]
1 3 2 6 112 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 112 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 112 4 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 112 5 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 112 6 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 112 7 ism SO: {{book,n!case},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 112 8 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 112 9 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 112 10ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 112 11ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 6 112 12ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 112 13ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 112 14ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 112 15ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 112 16ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 6 112 17ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 113 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 113 1 dws SO: the, Input: [d]
1 3 2 6 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 5 ism SO: {book,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 7 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 8 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 12ism SO: {book,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 113 14ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 113 15ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 113 16ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 113 17ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 6 113 18ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 113 19ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 6 113 20ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 113 21ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 113 22ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 113 23ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 113 24ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 6 113 25ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 114 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 114 1 dws SO: the, Input: [d]
1 3 2 6 114 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 114 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 114 4 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 114 6 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 114 7 ism SO: {{book,n!case},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 114 8 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 114 9 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 114 10ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 114 11ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 6 114 12ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 114 13ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 114 14ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 114 15ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 114 16ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 6 114 17ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 115 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 115 1 dws SO: the, Input: [d]
1 3 2 6 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 115 3 ism SO: {book,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 115 4 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 115 5 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 115 6 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 115 8 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 115 10ism SO: {book,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 115 11ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 115 12ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 115 13ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 6 115 14ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 115 15ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 6 115 16ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 115 17ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 115 18ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 115 19ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 115 20ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 6 115 21ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 116 ism SO: {book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 116 1 dws SO: the, Input: [d]
1 3 2 6 116 2 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 116 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 116 4 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 116 5 ism SO: {{n!case,{book,n!case}},{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 116 6 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 116 7 ism SO: {{book,n!case},{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 116 8 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 116 9 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 116 10ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 6 116 11ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 6 116 12ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 116 13ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 116 14ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 116 15ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 116 16ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 6 116 17ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 117 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 6 117 1 dws SO: the, Input: [d]
1 3 2 6 117 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 117 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 117 4 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 117 6 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 117 7 ism SO: {{book,n!case},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 117 8 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 117 9 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 6 117 10ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 117 11ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 6 117 12ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 117 13ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 117 14ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 117 15ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 117 16ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 6 117 17ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 6 118 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 118 1 dws SO: the, Input: [d]
1 3 2 6 119 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 119 1 dws SO: the, Input: [d]
1 3 2 6 119 2 ism SO: {n!case,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 119 3 ism SO: {{book,n!case},<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 119 4 ism SO: {book,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 119 5 ism SO: {n!case,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 119 6 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 119 7 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 119 8 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 119 9 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 1110ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 11101 dws SO: the, Input: [d]
1 3 2 6 1111ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 11111 dws SO: the, Input: [d]
1 3 2 6 11112 ism SO: {book,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 6 11113 ism SO: {n!case,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 6 11114 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 11115 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 1112ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 6 11121 dws SO: the, Input: [d]
1 3 2 6 1113ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 6 11131 dws SO: the, Input: [d]
1 3 2 6 12ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 6 121 dws SO: the, Input: [d]
1 3 2 6 121 1 esm SO: {the,d}, Input: []
1 3 2 6 121 2 epm SO: <the,d>, Input: []
1 3 2 6 121 3 epm SO: <d,the>, Input: []
1 3 2 6 13ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 6 131 dws SO: the, Input: [d]
1 3 2 6 131 1 esm SO: {the,d}, Input: []
1 3 2 6 131 2 epm SO: <the,d>, Input: []
1 3 2 6 131 3 epm SO: <d,the>, Input: []
1 3 2 6 132 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 132 1 dws SO: the, Input: [d]
1 3 2 6 132 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 132 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 132 4 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 132 5 ism SO: {{book,n!case},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 132 6 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 132 7 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 132 8 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 6 132 9 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 6 132 10ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 6 132 11ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 132 12ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 6 132 13ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 6 133 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 133 1 dws SO: the, Input: [d]
1 3 2 6 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 133 3 ism SO: {book,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 133 4 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 133 5 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 133 6 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 133 8 ism SO: {book,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 133 9 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 133 10ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 133 11ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 6 133 12ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 6 133 13ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 6 133 14ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 6 133 15ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 133 16ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 6 133 17ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 6 134 ism SO: {book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 134 1 dws SO: the, Input: [d]
1 3 2 6 134 2 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 134 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 134 4 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 134 5 ism SO: {{book,n!case},{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 134 6 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 134 7 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 134 8 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 6 134 9 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 6 134 10ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 6 134 11ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 134 12ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 6 134 13ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 6 135 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 6 135 1 dws SO: the, Input: [d]
1 3 2 6 135 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 135 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 135 4 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 135 5 ism SO: {{book,n!case},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 135 6 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 135 7 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 6 135 8 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 6 135 9 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 6 135 10ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 6 135 11ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 6 135 12ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 6 135 13ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 6 136 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 136 1 dws SO: the, Input: [d]
1 3 2 6 137 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 6 137 1 dws SO: the, Input: [d]
1 3 2 6 137 2 ism SO: {book,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 6 137 3 ism SO: {n!case,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 6 137 4 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 137 5 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 138 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 6 138 1 dws SO: the, Input: [d]
1 3 2 6 139 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 6 139 1 dws SO: the, Input: [d]
1 3 2 6 14ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 6 141 dws SO: the, Input: [d]
1 3 2 6 141 1 esm SO: {the,d}, Input: []
1 3 2 6 141 2 epm SO: <the,d>, Input: []
1 3 2 6 141 3 epm SO: <d,the>, Input: []
1 3 2 6 15ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 6 151 dws SO: the, Input: [d]
1 3 2 6 151 1 esm SO: {the,d}, Input: []
1 3 2 6 151 2 epm SO: <the,d>, Input: []
1 3 2 6 151 3 epm SO: <d,the>, Input: []
1 3 2 6 152 ism SO: {book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 152 1 dws SO: the, Input: [d]
1 3 2 6 152 2 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 6 152 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 6 152 4 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 6 152 5 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 6 152 6 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 6 152 7 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 6 152 8 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 6 152 9 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 6 153 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 6 153 1 dws SO: the, Input: [d]
1 3 2 6 153 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 6 153 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 6 153 4 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 6 153 5 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 6 153 6 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 6 153 7 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 6 153 8 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 6 153 9 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 6 154 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 6 154 1 dws SO: the, Input: [d]
1 3 2 6 155 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 6 155 1 dws SO: the, Input: [d]
1 3 2 6 16ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 2 6 161 dws SO: the, Input: [d]
1 3 2 6 161 1 esm SO: {the,d}, Input: []
1 3 2 6 161 2 epm SO: <the,d>, Input: []
1 3 2 6 161 3 epm SO: <d,the>, Input: []
1 3 2 6 17ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 6 171 dws SO: the, Input: [d]
1 3 2 6 171 1 esm SO: {the,d}, Input: []
1 3 2 6 171 2 epm SO: <the,d>, Input: []
1 3 2 6 171 3 epm SO: <d,the>, Input: []
1 3 2 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 2 7 1 dws SO: the, Input: [d]
1 3 2 7 1 1 esm SO: {the,d}, Input: []
1 3 2 7 1 1 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 2 7 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 7 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 7 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 7 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 7 1 2 epm SO: <the,d>, Input: []
1 3 2 7 1 2 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 2 7 1 3 epm SO: <d,the>, Input: []
1 3 2 7 1 3 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 2 7 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 7 2 1 dws SO: the, Input: [d]
1 3 2 7 2 1 1 esm SO: {the,d}, Input: []
1 3 2 7 2 1 2 epm SO: <the,d>, Input: []
1 3 2 7 2 1 3 epm SO: <d,the>, Input: []
1 3 2 7 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 1 dws SO: the, Input: [d]
1 3 2 7 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 2 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 1 dws SO: the, Input: [d]
1 3 2 7 2 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 2 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 1 dws SO: the, Input: [d]
1 3 2 7 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 2 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 1 dws SO: the, Input: [d]
1 3 2 7 2 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 2 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 1 dws SO: the, Input: [d]
1 3 2 7 2 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 2 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 1 dws SO: the, Input: [d]
1 3 2 7 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 2 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 1 dws SO: the, Input: [d]
1 3 2 7 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 2 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 1 dws SO: the, Input: [d]
1 3 2 7 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 2 101 dws SO: the, Input: [d]
1 3 2 7 2 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 2 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 2 111 dws SO: the, Input: [d]
1 3 2 7 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 2 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 2 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 2 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 121 dws SO: the, Input: [d]
1 3 2 7 2 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 2 131 dws SO: the, Input: [d]
1 3 2 7 2 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 2 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 2 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 2 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 2 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 2 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 2 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 2 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 2 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 2 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 2 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 7 2 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 141 dws SO: the, Input: [d]
1 3 2 7 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 2 151 dws SO: the, Input: [d]
1 3 2 7 2 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 2 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 2 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 2 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 2 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 2 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 2 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 2 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 7 2 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 161 dws SO: the, Input: [d]
1 3 2 7 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 2 171 dws SO: the, Input: [d]
1 3 2 7 2 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 2 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 2 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 2 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 2 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 2 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 181 dws SO: the, Input: [d]
1 3 2 7 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 2 191 dws SO: the, Input: [d]
1 3 2 7 2 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 2 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 2 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 2 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 2 201 dws SO: the, Input: [d]
1 3 2 7 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 2 211 dws SO: the, Input: [d]
1 3 2 7 3 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 7 3 1 dws SO: the, Input: [d]
1 3 2 7 3 1 1 esm SO: {the,d}, Input: []
1 3 2 7 3 1 2 epm SO: <the,d>, Input: []
1 3 2 7 3 1 3 epm SO: <d,the>, Input: []
1 3 2 7 3 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 1 dws SO: the, Input: [d]
1 3 2 7 3 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 23ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 24ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 25ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 2 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 2 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 2 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 2 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 1 dws SO: the, Input: [d]
1 3 2 7 3 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 3 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 3 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 3 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 3 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 1 dws SO: the, Input: [d]
1 3 2 7 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 4 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 4 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 4 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 4 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 1 dws SO: the, Input: [d]
1 3 2 7 3 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 5 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 5 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 5 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 5 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 1 dws SO: the, Input: [d]
1 3 2 7 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 14ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 20ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 6 22ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 6 23ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 6 24ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 6 25ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 1 dws SO: the, Input: [d]
1 3 2 7 3 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 12ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 14ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 17ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 18ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 19ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 7 20ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 7 21ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 7 22ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 7 23ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 1 dws SO: the, Input: [d]
1 3 2 7 3 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 8 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 8 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 8 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 8 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 1 dws SO: the, Input: [d]
1 3 2 7 3 9 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 11ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 12ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 14ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 15ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 16ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 17ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 19ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 21ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 23ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 24ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 25ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 26ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 27ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 9 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 9 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 9 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 9 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 9 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 9 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 9 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 9 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 9 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 9 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 9 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 9 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 9 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 9 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 9 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 9 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 9 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 9 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 9 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 9 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 9 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 9 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 9 50ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 9 51ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 9 52ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 9 53ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 101 dws SO: the, Input: [d]
1 3 2 7 3 102 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 103 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 104 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 105 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 106 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 107 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 108 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 109 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1010ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1011ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1012ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1014ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1015ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1016ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1017ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1018ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1019ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1020ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1021ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 1022ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1023ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1024ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1025ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1026ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1027ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1028ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1029ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 1030ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1031ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1032ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1033ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1034ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1035ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1036ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1037ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 111 dws SO: the, Input: [d]
1 3 2 7 3 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 119 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1110ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1111ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1112ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1113ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1114ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1115ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1116ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1117ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 121 dws SO: the, Input: [d]
1 3 2 7 3 122 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 123 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 124 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 125 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 127 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 129 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1210ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1211ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1212ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1214ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1216ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1218ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1219ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1220ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1221ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 1222ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1223ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1224ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1225ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1226ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1227ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1228ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1229ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 1230ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1231ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1232ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1233ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1234ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1235ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1236ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1237ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 13ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 131 dws SO: the, Input: [d]
1 3 2 7 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 137 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 138 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1313ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1315ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1316ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 141 dws SO: the, Input: [d]
1 3 2 7 3 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1411ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1412ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1414ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1417ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1418ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1419ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1420ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1421ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 1422ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1423ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 15ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 151 dws SO: the, Input: [d]
1 3 2 7 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 153 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 155 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 156 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 159 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1511ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1513ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1514ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1518ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1520ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1522ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1523ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1524ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1525ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 1526ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1527ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1528ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1529ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1530ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1531ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1532ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1533ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 1534ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1535ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1536ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1537ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1538ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1539ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1540ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1541ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 16ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 161 dws SO: the, Input: [d]
1 3 2 7 3 162 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 164 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 165 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 166 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 167 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 168 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 169 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1610ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1611ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1612ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1614ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1616ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1617ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1618ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1619ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1620ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1621ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 1622ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1623ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1624ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1625ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1626ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1627ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1628ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1629ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 1630ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1631ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1632ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1633ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1634ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1635ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1636ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1637ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 17ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 3 171 dws SO: the, Input: [d]
1 3 2 7 3 172 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 173 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 174 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 175 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 177 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 179 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1710ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1711ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1712ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1714ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1716ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1718ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1719ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 3 1720ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1721ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 3 1722ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1723ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1724ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1725ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1726ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1727ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1728ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1729ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 1730ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1731ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 1732ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1733ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1734ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 1735ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1736ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 3 1737ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 18ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 181 dws SO: the, Input: [d]
1 3 2 7 3 182 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 183 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 184 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 185 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 186 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 187 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 188 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 189 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 1810ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 1811ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 1812ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 7 3 1813ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 19ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 191 dws SO: the, Input: [d]
1 3 2 7 3 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 201 dws SO: the, Input: [d]
1 3 2 7 3 202 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 3 203 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 3 204 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 3 205 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 3 206 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 207 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 208 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 3 209 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 211 dws SO: the, Input: [d]
1 3 2 7 3 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 221 dws SO: the, Input: [d]
1 3 2 7 3 222 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 3 223 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 3 224 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 3 225 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 3 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 3 231 dws SO: the, Input: [d]
1 3 2 7 3 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 241 dws SO: the, Input: [d]
1 3 2 7 3 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 3 251 dws SO: the, Input: [d]
1 3 2 7 3 252 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 3 253 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 3 254 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 3 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 3 256 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 3 257 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 3 258 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 3 259 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 3 2510ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 2511ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 2512ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 2513ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 2514ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 2515ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 2516ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 7 3 2517ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 261 dws SO: the, Input: [d]
1 3 2 7 3 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 3 271 dws SO: the, Input: [d]
1 3 2 7 3 272 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 273 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 274 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 275 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 276 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 277 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 3 278 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 279 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 2710ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 2711ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 2712ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 7 3 2713ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 281 dws SO: the, Input: [d]
1 3 2 7 3 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 3 291 dws SO: the, Input: [d]
1 3 2 7 3 292 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 3 293 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 3 294 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 3 295 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 3 296 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 297 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 298 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 3 299 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 3 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 301 dws SO: the, Input: [d]
1 3 2 7 3 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 3 311 dws SO: the, Input: [d]
1 3 2 7 3 312 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 3 313 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 3 314 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 3 315 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 3 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 3 321 dws SO: the, Input: [d]
1 3 2 7 3 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 3 331 dws SO: the, Input: [d]
1 3 2 7 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 7 4 1 dws SO: the, Input: [d]
1 3 2 7 4 1 1 esm SO: {the,d}, Input: []
1 3 2 7 4 1 2 epm SO: <the,d>, Input: []
1 3 2 7 4 1 3 epm SO: <d,the>, Input: []
1 3 2 7 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 1 dws SO: the, Input: [d]
1 3 2 7 4 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 4 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 1 dws SO: the, Input: [d]
1 3 2 7 4 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 4 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 1 dws SO: the, Input: [d]
1 3 2 7 4 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 4 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 1 dws SO: the, Input: [d]
1 3 2 7 4 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 4 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 1 dws SO: the, Input: [d]
1 3 2 7 4 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 4 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 1 dws SO: the, Input: [d]
1 3 2 7 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 4 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 1 dws SO: the, Input: [d]
1 3 2 7 4 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 4 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 1 dws SO: the, Input: [d]
1 3 2 7 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 4 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 4 101 dws SO: the, Input: [d]
1 3 2 7 4 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 4 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 4 111 dws SO: the, Input: [d]
1 3 2 7 4 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 4 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 4 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 4 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 121 dws SO: the, Input: [d]
1 3 2 7 4 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 4 131 dws SO: the, Input: [d]
1 3 2 7 4 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 4 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 4 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 4 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 4 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 4 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 4 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 4 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 4 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 4 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 4 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 4 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 7 4 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 141 dws SO: the, Input: [d]
1 3 2 7 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 4 151 dws SO: the, Input: [d]
1 3 2 7 4 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 4 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 4 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 4 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 4 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 4 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 4 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 4 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 4 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 7 4 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 161 dws SO: the, Input: [d]
1 3 2 7 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 4 171 dws SO: the, Input: [d]
1 3 2 7 4 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 4 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 4 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 4 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 4 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 4 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 4 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 181 dws SO: the, Input: [d]
1 3 2 7 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 4 191 dws SO: the, Input: [d]
1 3 2 7 4 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 4 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 4 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 4 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 4 201 dws SO: the, Input: [d]
1 3 2 7 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 4 211 dws SO: the, Input: [d]
1 3 2 7 5 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 7 5 1 dws SO: the, Input: [d]
1 3 2 7 5 1 1 esm SO: {the,d}, Input: []
1 3 2 7 5 1 2 epm SO: <the,d>, Input: []
1 3 2 7 5 1 3 epm SO: <d,the>, Input: []
1 3 2 7 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 1 dws SO: the, Input: [d]
1 3 2 7 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 1 dws SO: the, Input: [d]
1 3 2 7 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 1 dws SO: the, Input: [d]
1 3 2 7 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 1 dws SO: the, Input: [d]
1 3 2 7 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 1 dws SO: the, Input: [d]
1 3 2 7 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 1 dws SO: the, Input: [d]
1 3 2 7 5 7 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 14ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 15ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 23ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 24ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 25ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 7 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 7 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 7 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 7 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 7 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 7 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 7 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 7 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 7 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 7 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 7 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 7 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 7 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 7 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 7 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 7 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 7 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 7 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 7 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 7 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 7 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 7 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 7 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 7 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 1 dws SO: the, Input: [d]
1 3 2 7 5 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 8 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 8 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 8 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 8 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 8 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 8 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 1 dws SO: the, Input: [d]
1 3 2 7 5 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 10ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 101 dws SO: the, Input: [d]
1 3 2 7 5 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 103 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 109 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1010ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1013ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1014ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1015ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1016ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1017ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 111 dws SO: the, Input: [d]
1 3 2 7 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 117 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1113ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1114ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1116ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 121 dws SO: the, Input: [d]
1 3 2 7 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 123 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 129 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1210ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1212ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 131 dws SO: the, Input: [d]
1 3 2 7 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 135 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1311ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1312ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1314ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 14ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 141 dws SO: the, Input: [d]
1 3 2 7 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 143 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 149 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1410ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1412ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 15ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 5 151 dws SO: the, Input: [d]
1 3 2 7 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 153 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 159 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1510ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1512ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 16ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 161 dws SO: the, Input: [d]
1 3 2 7 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 5 164 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 5 166 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 5 167 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 168 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 5 169 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 5 17ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 171 dws SO: the, Input: [d]
1 3 2 7 5 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 181 dws SO: the, Input: [d]
1 3 2 7 5 182 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 5 184 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 5 185 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 5 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 5 191 dws SO: the, Input: [d]
1 3 2 7 5 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 201 dws SO: the, Input: [d]
1 3 2 7 5 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 5 211 dws SO: the, Input: [d]
1 3 2 7 5 212 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 5 213 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 5 214 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 5 218 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 5 2110ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 5 2111ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 2112ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 5 2113ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 2114ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 5 2115ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 2116ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 7 5 2117ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 5 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 221 dws SO: the, Input: [d]
1 3 2 7 5 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 5 231 dws SO: the, Input: [d]
1 3 2 7 5 232 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 5 236 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 5 238 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 5 239 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 2310ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 5 2311ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 2312ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 7 5 2313ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 5 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 241 dws SO: the, Input: [d]
1 3 2 7 5 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 5 251 dws SO: the, Input: [d]
1 3 2 7 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 5 254 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 5 256 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 5 257 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 258 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 5 259 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 5 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 261 dws SO: the, Input: [d]
1 3 2 7 5 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 5 271 dws SO: the, Input: [d]
1 3 2 7 5 272 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 5 274 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 5 275 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 5 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 5 281 dws SO: the, Input: [d]
1 3 2 7 5 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 5 291 dws SO: the, Input: [d]
1 3 2 7 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 7 6 1 dws SO: the, Input: [d]
1 3 2 7 6 1 1 esm SO: {the,d}, Input: []
1 3 2 7 6 1 2 epm SO: <the,d>, Input: []
1 3 2 7 6 1 3 epm SO: <d,the>, Input: []
1 3 2 7 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 1 dws SO: the, Input: [d]
1 3 2 7 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 6 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 1 dws SO: the, Input: [d]
1 3 2 7 6 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 6 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 1 dws SO: the, Input: [d]
1 3 2 7 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 6 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 1 dws SO: the, Input: [d]
1 3 2 7 6 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 6 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 1 dws SO: the, Input: [d]
1 3 2 7 6 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 6 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 1 dws SO: the, Input: [d]
1 3 2 7 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 1 dws SO: the, Input: [d]
1 3 2 7 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 6 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 1 dws SO: the, Input: [d]
1 3 2 7 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 6 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 6 101 dws SO: the, Input: [d]
1 3 2 7 6 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 6 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 6 111 dws SO: the, Input: [d]
1 3 2 7 6 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 6 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 6 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 6 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 121 dws SO: the, Input: [d]
1 3 2 7 6 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 6 131 dws SO: the, Input: [d]
1 3 2 7 6 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 6 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 6 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 6 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 6 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 6 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 6 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 6 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 6 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 6 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 6 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 7 6 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 141 dws SO: the, Input: [d]
1 3 2 7 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 6 151 dws SO: the, Input: [d]
1 3 2 7 6 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 6 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 6 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 6 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 6 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 6 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 6 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 6 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 7 6 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 161 dws SO: the, Input: [d]
1 3 2 7 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 6 171 dws SO: the, Input: [d]
1 3 2 7 6 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 6 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 6 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 6 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 6 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 6 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 6 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 181 dws SO: the, Input: [d]
1 3 2 7 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 6 191 dws SO: the, Input: [d]
1 3 2 7 6 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 6 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 6 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 6 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 6 201 dws SO: the, Input: [d]
1 3 2 7 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 6 211 dws SO: the, Input: [d]
1 3 2 7 7 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 7 7 1 dws SO: the, Input: [d]
1 3 2 7 7 1 1 esm SO: {the,d}, Input: []
1 3 2 7 7 1 2 epm SO: <the,d>, Input: []
1 3 2 7 7 1 3 epm SO: <d,the>, Input: []
1 3 2 7 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 1 dws SO: the, Input: [d]
1 3 2 7 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 1 dws SO: the, Input: [d]
1 3 2 7 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 10ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 1 dws SO: the, Input: [d]
1 3 2 7 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 1 dws SO: the, Input: [d]
1 3 2 7 7 5 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 11ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 12ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 13ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 21ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 22ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 23ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 5 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 5 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 5 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 5 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 5 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 5 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 5 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 5 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 5 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 5 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 5 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 5 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 5 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 5 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 5 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 5 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 5 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 5 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 5 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 5 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 5 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 5 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 1 dws SO: the, Input: [d]
1 3 2 7 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 7 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 1 dws SO: the, Input: [d]
1 3 2 7 7 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 9 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 1 dws SO: the, Input: [d]
1 3 2 7 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 8 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 8 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 8 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 8 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 8 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 8 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 8 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 8 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 8 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 8 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 8 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 8 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 8 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 8 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 1 dws SO: the, Input: [d]
1 3 2 7 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 7 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 12ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 101 dws SO: the, Input: [d]
1 3 2 7 7 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 103 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 107 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1010ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1015ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1016ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1017ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 1018ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 1019ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 1020ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1021ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 1022ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1023ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 1024ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1025ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 1026ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1027ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 1028ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 1029ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 111 dws SO: the, Input: [d]
1 3 2 7 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 115 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 119 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 121 dws SO: the, Input: [d]
1 3 2 7 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 123 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 127 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1210ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1216ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 1217ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 1218ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 1219ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 1220ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1221ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 1222ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1223ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 1224ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1225ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 1226ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1227ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 1228ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 1229ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 13ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 7 131 dws SO: the, Input: [d]
1 3 2 7 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 133 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 137 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1310ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1312ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 14ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 141 dws SO: the, Input: [d]
1 3 2 7 7 142 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 7 144 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 7 145 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 7 15ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 7 151 dws SO: the, Input: [d]
1 3 2 7 7 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 161 dws SO: the, Input: [d]
1 3 2 7 7 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 7 171 dws SO: the, Input: [d]
1 3 2 7 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 7 173 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 7 174 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 7 176 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 7 178 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 7 1710ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 7 1711ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 1712ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 7 1713ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 1714ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 7 1715ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 1716ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 7 7 1717ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 7 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 181 dws SO: the, Input: [d]
1 3 2 7 7 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 7 191 dws SO: the, Input: [d]
1 3 2 7 7 192 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 7 194 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 7 196 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 7 198 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 7 199 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 1910ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 7 1911ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 1912ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 7 7 1913ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 7 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 201 dws SO: the, Input: [d]
1 3 2 7 7 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 7 211 dws SO: the, Input: [d]
1 3 2 7 7 212 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 7 214 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 7 216 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 7 217 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 218 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 7 219 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 7 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 221 dws SO: the, Input: [d]
1 3 2 7 7 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 7 231 dws SO: the, Input: [d]
1 3 2 7 7 232 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 7 234 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 7 235 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 7 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 7 241 dws SO: the, Input: [d]
1 3 2 7 7 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 7 251 dws SO: the, Input: [d]
1 3 2 7 8 ism SO: {book,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 7 8 1 dws SO: the, Input: [d]
1 3 2 7 8 1 1 esm SO: {the,d}, Input: []
1 3 2 7 8 1 2 epm SO: <the,d>, Input: []
1 3 2 7 8 1 3 epm SO: <d,the>, Input: []
1 3 2 7 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 1 dws SO: the, Input: [d]
1 3 2 7 8 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 10ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 12ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 13ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 2 14ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 2 15ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 8 2 16ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 2 17ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 2 18ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 2 19ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 2 20ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 2 21ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 2 22ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 2 23ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 2 24ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 2 25ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 1 dws SO: the, Input: [d]
1 3 2 7 8 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 11ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 12ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 8 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 1 dws SO: the, Input: [d]
1 3 2 7 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 8 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 4 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 4 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 4 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 4 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 5 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 1 dws SO: the, Input: [d]
1 3 2 7 8 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 9 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 8 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 1 dws SO: the, Input: [d]
1 3 2 7 8 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 8 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 6 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 6 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 6 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 6 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 7 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 1 dws SO: the, Input: [d]
1 3 2 7 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 7 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 1 dws SO: the, Input: [d]
1 3 2 7 8 8 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 8 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 8 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 8 8 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 8 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 8 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 8 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 8 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 8 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 8 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 8 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 8 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 8 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 9 ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 1 dws SO: the, Input: [d]
1 3 2 7 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 5 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 12ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 8 101 dws SO: the, Input: [d]
1 3 2 7 8 102 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 103 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 104 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 106 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 108 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 1010ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 1012ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 1013ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 1014ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 1015ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 8 1016ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 1017ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 1018ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 1019ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 1020ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 1021ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 1022ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 1023ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 1024ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 1025ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 11ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 8 111 dws SO: the, Input: [d]
1 3 2 7 8 112 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 113 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 114 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 116 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 118 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 1110ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 1112ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 1113ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 8 1114ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 1115ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 8 1116ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 1117ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 1118ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 1119ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 1120ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 1121ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 1122ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 1123ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 1124ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 8 1125ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 12ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 8 121 dws SO: the, Input: [d]
1 3 2 7 8 13ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 8 131 dws SO: the, Input: [d]
1 3 2 7 8 132 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 8 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 8 134 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 8 135 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 8 136 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 8 137 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 8 138 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 8 139 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 8 1310ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 8 1311ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 1312ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 8 1313ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 1314ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 8 1315ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 1316ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 7 8 1317ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 141 dws SO: the, Input: [d]
1 3 2 7 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 8 151 dws SO: the, Input: [d]
1 3 2 7 8 152 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 8 153 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 8 154 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 8 155 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 8 156 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 8 157 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 8 158 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 8 159 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 1510ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 8 1511ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 1512ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 7 8 1513ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 161 dws SO: the, Input: [d]
1 3 2 7 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 8 171 dws SO: the, Input: [d]
1 3 2 7 8 172 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 8 173 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 8 174 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 8 175 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 8 176 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 8 177 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 178 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 8 179 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 181 dws SO: the, Input: [d]
1 3 2 7 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 8 191 dws SO: the, Input: [d]
1 3 2 7 8 192 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 8 193 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 8 194 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 8 195 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 8 201 dws SO: the, Input: [d]
1 3 2 7 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 8 211 dws SO: the, Input: [d]
1 3 2 7 9 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 2 7 9 1 dws SO: the, Input: [d]
1 3 2 7 9 1 1 esm SO: {the,d}, Input: []
1 3 2 7 9 1 2 epm SO: <the,d>, Input: []
1 3 2 7 9 1 3 epm SO: <d,the>, Input: []
1 3 2 7 9 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 1 dws SO: the, Input: [d]
1 3 2 7 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 9 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 1 dws SO: the, Input: [d]
1 3 2 7 9 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 9 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 1 dws SO: the, Input: [d]
1 3 2 7 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 9 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 1 dws SO: the, Input: [d]
1 3 2 7 9 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 9 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 1 dws SO: the, Input: [d]
1 3 2 7 9 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 9 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 1 dws SO: the, Input: [d]
1 3 2 7 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 1 dws SO: the, Input: [d]
1 3 2 7 9 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 9 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 1 dws SO: the, Input: [d]
1 3 2 7 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 9 101 dws SO: the, Input: [d]
1 3 2 7 9 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 9 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 2 7 9 111 dws SO: the, Input: [d]
1 3 2 7 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 2 7 9 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 2 7 9 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 2 7 9 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 121 dws SO: the, Input: [d]
1 3 2 7 9 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 2 7 9 131 dws SO: the, Input: [d]
1 3 2 7 9 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 9 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 9 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 9 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 9 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 9 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 2 7 9 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 9 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 9 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 9 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 2 7 9 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 2 7 9 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 141 dws SO: the, Input: [d]
1 3 2 7 9 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 9 151 dws SO: the, Input: [d]
1 3 2 7 9 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 9 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 9 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 9 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 9 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 9 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 9 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 7 9 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 9 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 161 dws SO: the, Input: [d]
1 3 2 7 9 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 9 171 dws SO: the, Input: [d]
1 3 2 7 9 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 9 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 9 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 9 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 9 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 9 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 9 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 181 dws SO: the, Input: [d]
1 3 2 7 9 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 9 191 dws SO: the, Input: [d]
1 3 2 7 9 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 9 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 9 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 9 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 9 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 2 7 9 201 dws SO: the, Input: [d]
1 3 2 7 9 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 2 7 9 211 dws SO: the, Input: [d]
1 3 2 7 10ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 7 101 dws SO: the, Input: [d]
1 3 2 7 101 1 esm SO: {the,d}, Input: []
1 3 2 7 101 2 epm SO: <the,d>, Input: []
1 3 2 7 101 3 epm SO: <d,the>, Input: []
1 3 2 7 11ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 2 7 111 dws SO: the, Input: [d]
1 3 2 7 111 1 esm SO: {the,d}, Input: []
1 3 2 7 111 2 epm SO: <the,d>, Input: []
1 3 2 7 111 3 epm SO: <d,the>, Input: []
1 3 2 7 112 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 112 1 dws SO: the, Input: [d]
1 3 2 7 112 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 112 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 112 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 112 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 112 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 112 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 112 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 112 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 112 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 112 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 7 112 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 112 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 112 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 112 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 112 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 7 112 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 113 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 113 1 dws SO: the, Input: [d]
1 3 2 7 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 5 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 7 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 8 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 12ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 113 14ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 113 15ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 113 16ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 113 17ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 7 113 18ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 113 19ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 7 113 20ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 113 21ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 113 22ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 113 23ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 113 24ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 7 113 25ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 114 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 114 1 dws SO: the, Input: [d]
1 3 2 7 114 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 114 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 114 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 114 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 114 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 114 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 114 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 114 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 114 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 7 114 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 114 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 114 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 114 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 114 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 7 114 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 115 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 115 1 dws SO: the, Input: [d]
1 3 2 7 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 115 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 115 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 115 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 115 8 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 115 10ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 115 11ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 115 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 115 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 7 115 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 115 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 7 115 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 115 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 115 18ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 115 19ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 115 20ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 7 115 21ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 116 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 116 1 dws SO: the, Input: [d]
1 3 2 7 116 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 116 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 116 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 116 5 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 116 6 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 116 7 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 116 8 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 116 9 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 116 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 7 116 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 7 116 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 116 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 116 14ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 116 15ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 116 16ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 7 116 17ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 117 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 2 7 117 1 dws SO: the, Input: [d]
1 3 2 7 117 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 117 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 117 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 117 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 117 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 117 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 2 7 117 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 117 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 2 7 117 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 117 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 117 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 117 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 117 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 2 7 117 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 2 7 118 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 118 1 dws SO: the, Input: [d]
1 3 2 7 119 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 119 1 dws SO: the, Input: [d]
1 3 2 7 119 2 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 119 3 ism SO: {{book,n!case},<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 119 4 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 119 5 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 119 6 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 119 7 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 119 8 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 119 9 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 1110ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 11101 dws SO: the, Input: [d]
1 3 2 7 1111ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 11111 dws SO: the, Input: [d]
1 3 2 7 11112 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 7 11113 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 7 11114 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 11115 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 1112ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 2 7 11121 dws SO: the, Input: [d]
1 3 2 7 1113ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 2 7 11131 dws SO: the, Input: [d]
1 3 2 7 12ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 7 121 dws SO: the, Input: [d]
1 3 2 7 121 1 esm SO: {the,d}, Input: []
1 3 2 7 121 2 epm SO: <the,d>, Input: []
1 3 2 7 121 3 epm SO: <d,the>, Input: []
1 3 2 7 13ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 7 131 dws SO: the, Input: [d]
1 3 2 7 131 1 esm SO: {the,d}, Input: []
1 3 2 7 131 2 epm SO: <the,d>, Input: []
1 3 2 7 131 3 epm SO: <d,the>, Input: []
1 3 2 7 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 132 1 dws SO: the, Input: [d]
1 3 2 7 132 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 132 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 132 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 132 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 132 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 132 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 132 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 7 132 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 7 132 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 7 132 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 132 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 7 132 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 7 133 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 133 1 dws SO: the, Input: [d]
1 3 2 7 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 133 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 133 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 133 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 133 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 133 10ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 133 11ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 7 133 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 7 133 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 7 133 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 7 133 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 133 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 7 133 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 7 134 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 134 1 dws SO: the, Input: [d]
1 3 2 7 134 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 134 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 134 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 134 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 134 6 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 134 7 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 134 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 7 134 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 7 134 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 7 134 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 134 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 7 134 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 7 135 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 7 135 1 dws SO: the, Input: [d]
1 3 2 7 135 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 135 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 135 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 135 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 135 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 7 135 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 7 135 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 7 135 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 7 135 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 7 135 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 7 135 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 7 136 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 136 1 dws SO: the, Input: [d]
1 3 2 7 137 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 7 137 1 dws SO: the, Input: [d]
1 3 2 7 137 2 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 7 137 3 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 7 137 4 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 137 5 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 138 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 7 138 1 dws SO: the, Input: [d]
1 3 2 7 139 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 7 139 1 dws SO: the, Input: [d]
1 3 2 7 14ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 7 141 dws SO: the, Input: [d]
1 3 2 7 141 1 esm SO: {the,d}, Input: []
1 3 2 7 141 2 epm SO: <the,d>, Input: []
1 3 2 7 141 3 epm SO: <d,the>, Input: []
1 3 2 7 15ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 2 7 151 dws SO: the, Input: [d]
1 3 2 7 151 1 esm SO: {the,d}, Input: []
1 3 2 7 151 2 epm SO: <the,d>, Input: []
1 3 2 7 151 3 epm SO: <d,the>, Input: []
1 3 2 7 152 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 152 1 dws SO: the, Input: [d]
1 3 2 7 152 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 7 152 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 7 152 4 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 7 152 5 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 7 152 6 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 7 152 7 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 7 152 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 7 152 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 7 153 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 7 153 1 dws SO: the, Input: [d]
1 3 2 7 153 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 7 153 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 7 153 4 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 7 153 5 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 7 153 6 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 7 153 7 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 7 153 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 7 153 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 7 154 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 7 154 1 dws SO: the, Input: [d]
1 3 2 7 155 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 7 155 1 dws SO: the, Input: [d]
1 3 2 7 16ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 2 7 161 dws SO: the, Input: [d]
1 3 2 7 161 1 esm SO: {the,d}, Input: []
1 3 2 7 161 2 epm SO: <the,d>, Input: []
1 3 2 7 161 3 epm SO: <d,the>, Input: []
1 3 2 7 17ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 2 7 171 dws SO: the, Input: [d]
1 3 2 7 171 1 esm SO: {the,d}, Input: []
1 3 2 7 171 2 epm SO: <the,d>, Input: []
1 3 2 7 171 3 epm SO: <d,the>, Input: []
1 3 2 8 ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [[the,d]]
1 3 2 8 1 dws SO: the, Input: [d]
1 3 2 8 1 1 esm SO: {the,d}, Input: []
1 3 2 8 1 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 2 8 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 8 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 8 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 8 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 8 1 2 epm SO: <the,d>, Input: []
1 3 2 8 1 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 2 8 1 3 epm SO: <d,the>, Input: []
1 3 2 8 1 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 2 9 ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 2 9 1 dws SO: the, Input: [d]
1 3 2 9 1 1 esm SO: {the,d}, Input: []
1 3 2 9 1 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 2 9 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 9 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 9 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 9 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 9 1 2 epm SO: <the,d>, Input: []
1 3 2 9 1 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 2 9 1 3 epm SO: <d,the>, Input: []
1 3 2 9 1 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 2 9 2 ism SO: {n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 9 2 1 dws SO: the, Input: [d]
1 3 2 9 2 1 1 esm SO: {the,d}, Input: []
1 3 2 9 2 1 2 epm SO: <the,d>, Input: []
1 3 2 9 2 1 3 epm SO: <d,the>, Input: []
1 3 2 9 2 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 2 2 1 dws SO: the, Input: [d]
1 3 2 9 2 2 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 2 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 2 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 2 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 2 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 2 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 2 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 2 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 2 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 2 2 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 2 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 2 2 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 2 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 2 2 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 2 2 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 3 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 2 3 1 dws SO: the, Input: [d]
1 3 2 9 2 3 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 3 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 4 ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 5 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 6 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 7 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 8 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 9 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 10ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 11ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 12ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 13ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 3 14ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 2 3 15ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 3 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 2 3 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 2 3 18ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 3 19ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 2 3 20ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 3 21ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 2 3 22ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 3 23ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 2 3 24ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 2 3 25ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 2 4 1 dws SO: the, Input: [d]
1 3 2 9 2 4 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 4 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 4 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 4 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 4 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 4 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 4 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 4 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 4 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 4 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 2 4 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 4 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 2 4 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 4 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 2 4 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 2 4 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 2 5 1 dws SO: the, Input: [d]
1 3 2 9 2 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 5 3 ism SO: {book,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 5 5 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 5 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 5 8 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 5 10ism SO: {book,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 5 11ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 5 12ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 2 5 13ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 2 5 14ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 5 15ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 2 5 16ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 5 17ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 2 5 18ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 5 19ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 2 5 20ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 2 5 21ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 6 ism SO: {book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 2 6 1 dws SO: the, Input: [d]
1 3 2 9 2 6 2 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 6 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 6 4 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 6 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 6 6 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 6 7 ism SO: {{book,n!case},{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 6 8 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 6 9 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 6 10ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 2 6 11ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 2 6 12ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 6 13ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 2 6 14ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 6 15ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 2 6 16ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 2 6 17ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 2 7 1 dws SO: the, Input: [d]
1 3 2 9 2 7 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 7 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 7 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 7 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 7 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 7 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 7 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 2 7 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 7 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 2 7 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 7 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 2 7 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 7 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 2 7 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 2 7 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 2 8 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 9 2 8 1 dws SO: the, Input: [d]
1 3 2 9 2 9 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 2 9 1 dws SO: the, Input: [d]
1 3 2 9 2 9 2 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 2 9 3 ism SO: {{book,n!case},<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 2 9 4 ism SO: {book,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 2 9 5 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 2 9 6 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 2 9 2 9 7 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 2 9 2 9 8 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 2 9 2 9 9 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 2 9 2 10ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 9 2 101 dws SO: the, Input: [d]
1 3 2 9 2 11ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 9 2 111 dws SO: the, Input: [d]
1 3 2 9 2 112 ism SO: {book,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 2 9 2 113 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 2 9 2 114 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 9 2 115 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 9 2 12ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 9 2 121 dws SO: the, Input: [d]
1 3 2 9 2 13ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 9 2 131 dws SO: the, Input: [d]
1 3 2 9 3 ism SO: {{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 9 3 1 dws SO: the, Input: [d]
1 3 2 9 3 1 1 esm SO: {the,d}, Input: []
1 3 2 9 3 1 2 epm SO: <the,d>, Input: []
1 3 2 9 3 1 3 epm SO: <d,the>, Input: []
1 3 2 9 3 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 3 2 1 dws SO: the, Input: [d]
1 3 2 9 3 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 3 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 5 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 7 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 9 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 12ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 2 14ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 2 15ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 2 16ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 2 17ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 3 2 18ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 2 19ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 2 20ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 2 21ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 3 2 22ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 2 23ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 2 24ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 2 25ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 3 3 1 dws SO: the, Input: [d]
1 3 2 9 3 3 2 ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 3 3 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 3 4 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 3 5 ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 3 6 ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 3 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 3 8 ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 3 9 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 3 10ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 3 11ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 3 12ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 3 13ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 3 3 14ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 3 15ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 3 16ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 3 17ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 3 3 18ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 3 19ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 3 20ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 3 21ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 3 4 1 dws SO: the, Input: [d]
1 3 2 9 3 4 2 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 4 3 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 4 5 ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 4 6 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 4 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 4 8 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 4 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 4 10ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 4 11ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 4 12ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 4 13ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 3 4 14ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 4 15ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 4 16ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 4 17ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 3 4 18ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 4 19ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 4 20ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 4 21ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 3 5 1 dws SO: the, Input: [d]
1 3 2 9 3 5 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 3 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 4 ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 5 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 6 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 7 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 8 ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 9 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 10ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 11ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 12ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 13ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 14ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 15ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 5 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 3 5 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 5 18ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 5 19ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 5 20ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 5 21ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 3 5 22ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 5 23ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 5 24ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 5 25ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 3 5 26ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 5 27ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 5 28ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 5 29ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 3 6 1 dws SO: the, Input: [d]
1 3 2 9 3 6 2 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 6 3 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 6 5 ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 6 6 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 6 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 6 8 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 6 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 6 10ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 6 11ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 6 12ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 6 13ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 3 6 14ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 6 15ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 6 16ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 6 17ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 3 6 18ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 6 19ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 6 20ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 6 21ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 3 7 1 dws SO: the, Input: [d]
1 3 2 9 3 7 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 3 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 5 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 7 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 9 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 10ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 12ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 7 14ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 7 15ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 7 16ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 7 17ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 3 7 18ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 7 19ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 7 20ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 7 21ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 3 7 22ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 7 23ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 7 24ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 7 25ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 3 8 1 dws SO: the, Input: [d]
1 3 2 9 3 8 2 ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 8 3 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 8 4 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 8 5 ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 8 6 ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 8 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 8 8 ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 8 9 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 8 10ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 8 11ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 8 12ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 8 13ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 3 8 14ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 8 15ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 8 16ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 8 17ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 3 8 18ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 8 19ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 8 20ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 8 21ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 9 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 3 9 1 dws SO: the, Input: [d]
1 3 2 9 3 9 2 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 9 3 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 9 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 9 5 ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 9 6 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 9 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 9 8 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 9 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 9 10ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 9 11ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 3 9 12ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 9 13ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 3 9 14ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 9 15ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 9 16ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 9 17ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 3 9 18ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 9 19ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 9 20ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 3 9 21ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 3 10ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 101 dws SO: the, Input: [d]
1 3 2 9 3 102 ism SO: {book,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 2 9 3 103 ism SO: {n!case,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 2 9 3 104 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 9 3 105 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 9 3 11ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 9 3 111 dws SO: the, Input: [d]
1 3 2 9 3 12ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 9 3 121 dws SO: the, Input: [d]
1 3 2 9 3 13ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 3 131 dws SO: the, Input: [d]
1 3 2 9 3 132 ism SO: {n!case,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 3 133 ism SO: {{book,n!case},<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 3 134 ism SO: {book,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 3 135 ism SO: {n!case,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 3 136 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 2 9 3 137 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 138 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 2 9 3 139 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 2 9 3 14ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 9 3 141 dws SO: the, Input: [d]
1 3 2 9 3 15ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 9 3 151 dws SO: the, Input: [d]
1 3 2 9 3 152 ism SO: {book,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 2 9 3 153 ism SO: {n!case,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 2 9 3 154 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 9 3 155 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 9 3 16ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 9 3 161 dws SO: the, Input: [d]
1 3 2 9 3 17ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 9 3 171 dws SO: the, Input: [d]
1 3 2 9 4 ism SO: {book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 9 4 1 dws SO: the, Input: [d]
1 3 2 9 4 1 1 esm SO: {the,d}, Input: []
1 3 2 9 4 1 2 epm SO: <the,d>, Input: []
1 3 2 9 4 1 3 epm SO: <d,the>, Input: []
1 3 2 9 4 2 ism SO: {book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 4 2 1 dws SO: the, Input: [d]
1 3 2 9 4 2 2 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 2 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 2 4 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 2 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 2 6 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 2 7 ism SO: {{book,n!case},{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 2 8 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 2 9 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 2 10ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 2 11ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 4 2 12ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 2 13ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 4 2 14ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 2 15ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 4 2 16ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 2 17ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 3 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 4 3 1 dws SO: the, Input: [d]
1 3 2 9 4 3 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 3 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 4 ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 5 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 6 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 7 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 8 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 9 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 10ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 11ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 12ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 13ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 3 14ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 4 3 15ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 3 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 4 3 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 3 18ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 3 19ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 4 3 20ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 3 21ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 4 3 22ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 3 23ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 4 3 24ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 3 25ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 4 ism SO: {n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 4 4 1 dws SO: the, Input: [d]
1 3 2 9 4 4 2 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 4 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 4 4 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 4 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 4 6 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 4 7 ism SO: {{book,n!case},{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 4 8 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 4 9 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 4 10ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 4 11ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 4 4 12ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 4 13ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 4 4 14ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 4 15ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 4 4 16ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 4 17ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 4 5 1 dws SO: the, Input: [d]
1 3 2 9 4 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 5 3 ism SO: {book,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 5 4 ism SO: {n!case,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 5 5 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 5 6 ism SO: {book,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 5 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 5 8 ism SO: {n!case,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 5 10ism SO: {book,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 5 11ism SO: {n!case,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 5 12ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 4 5 13ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 5 14ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 5 15ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 4 5 16ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 5 17ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 4 5 18ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 5 19ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 4 5 20ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 5 21ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 6 ism SO: {book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 4 6 1 dws SO: the, Input: [d]
1 3 2 9 4 6 2 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 6 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 6 4 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 6 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 6 6 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 6 7 ism SO: {{book,n!case},{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 6 8 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 6 9 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 6 10ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 6 11ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 4 6 12ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 6 13ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 4 6 14ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 6 15ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 4 6 16ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 6 17ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 7 ism SO: {n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 4 7 1 dws SO: the, Input: [d]
1 3 2 9 4 7 2 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 7 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 7 4 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 7 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 7 6 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 7 7 ism SO: {{book,n!case},{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 7 8 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 7 9 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 4 7 10ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 7 11ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 4 7 12ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 7 13ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 4 7 14ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 7 15ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 4 7 16ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 4 7 17ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 4 8 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 9 4 8 1 dws SO: the, Input: [d]
1 3 2 9 4 9 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 4 9 1 dws SO: the, Input: [d]
1 3 2 9 4 9 2 ism SO: {n!case,<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 4 9 3 ism SO: {{book,n!case},<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 4 9 4 ism SO: {book,<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 4 9 5 ism SO: {n!case,<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 4 9 6 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 2 9 4 9 7 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 2 9 4 9 8 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 2 9 4 9 9 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 2 9 4 10ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 9 4 101 dws SO: the, Input: [d]
1 3 2 9 4 11ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 9 4 111 dws SO: the, Input: [d]
1 3 2 9 4 112 ism SO: {book,<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 2 9 4 113 ism SO: {n!case,<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 2 9 4 114 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 9 4 115 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 9 4 12ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 9 4 121 dws SO: the, Input: [d]
1 3 2 9 4 13ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 9 4 131 dws SO: the, Input: [d]
1 3 2 9 5 ism SO: {n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 2 9 5 1 dws SO: the, Input: [d]
1 3 2 9 5 1 1 esm SO: {the,d}, Input: []
1 3 2 9 5 1 2 epm SO: <the,d>, Input: []
1 3 2 9 5 1 3 epm SO: <d,the>, Input: []
1 3 2 9 5 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 5 2 1 dws SO: the, Input: [d]
1 3 2 9 5 2 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 2 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 2 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 2 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 2 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 2 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 2 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 2 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 2 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 5 2 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 2 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 5 2 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 2 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 5 2 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 5 2 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 3 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 5 3 1 dws SO: the, Input: [d]
1 3 2 9 5 3 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 3 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 4 ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 5 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 6 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 7 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 8 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 9 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 10ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 11ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 12ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 13ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 3 14ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 5 3 15ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 3 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 5 3 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 5 3 18ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 3 19ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 5 3 20ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 3 21ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 5 3 22ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 3 23ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 5 3 24ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 5 3 25ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 5 4 1 dws SO: the, Input: [d]
1 3 2 9 5 4 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 4 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 4 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 4 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 4 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 4 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 4 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 4 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 4 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 4 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 5 4 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 4 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 5 4 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 4 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 5 4 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 5 4 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 5 5 1 dws SO: the, Input: [d]
1 3 2 9 5 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 5 3 ism SO: {book,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 5 5 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 5 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 5 8 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 5 10ism SO: {book,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 5 11ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 5 12ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 5 5 13ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 5 5 14ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 5 15ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 5 5 16ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 5 17ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 5 5 18ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 5 19ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 5 5 20ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 5 5 21ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 6 ism SO: {book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 5 6 1 dws SO: the, Input: [d]
1 3 2 9 5 6 2 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 6 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 6 4 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 6 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 6 6 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 6 7 ism SO: {{book,n!case},{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 6 8 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 6 9 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 6 10ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 5 6 11ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 5 6 12ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 6 13ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 5 6 14ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 6 15ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 5 6 16ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 5 6 17ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 2 9 5 7 1 dws SO: the, Input: [d]
1 3 2 9 5 7 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 7 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 7 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 7 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 7 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 7 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 7 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 2 9 5 7 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 7 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 2 9 5 7 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 7 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 5 7 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 7 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 2 9 5 7 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 2 9 5 7 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 2 9 5 8 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 9 5 8 1 dws SO: the, Input: [d]
1 3 2 9 5 9 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 2 9 5 9 1 dws SO: the, Input: [d]
1 3 2 9 5 9 2 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 5 9 3 ism SO: {{book,n!case},<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 5 9 4 ism SO: {book,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 5 9 5 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 2 9 5 9 6 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 2 9 5 9 7 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 2 9 5 9 8 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 2 9 5 9 9 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 2 9 5 10ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 9 5 101 dws SO: the, Input: [d]
1 3 2 9 5 11ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 2 9 5 111 dws SO: the, Input: [d]
1 3 2 9 5 112 ism SO: {book,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 2 9 5 113 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 2 9 5 114 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 9 5 115 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 9 5 12ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 2 9 5 121 dws SO: the, Input: [d]
1 3 2 9 5 13ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 2 9 5 131 dws SO: the, Input: [d]
1 3 2 9 6 ipm SO: <<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 9 6 1 dws SO: the, Input: [d]
1 3 2 9 6 1 1 esm SO: {the,d}, Input: []
1 3 2 9 6 1 2 epm SO: <the,d>, Input: []
1 3 2 9 6 1 3 epm SO: <d,the>, Input: []
1 3 2 9 7 ipm SO: <<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 2 9 7 1 dws SO: the, Input: [d]
1 3 2 9 7 1 1 esm SO: {the,d}, Input: []
1 3 2 9 7 1 2 epm SO: <the,d>, Input: []
1 3 2 9 7 1 3 epm SO: <d,the>, Input: []
1 3 2 9 7 2 ism SO: {book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 9 7 2 1 dws SO: the, Input: [d]
1 3 2 9 7 2 2 ism SO: {book,{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 2 9 7 2 3 ism SO: {<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 2 9 7 2 4 ism SO: {book,{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 2 9 7 2 5 ism SO: {n!case,{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 2 9 7 2 6 ipm SO: <{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 2 9 7 2 7 ipm SO: <{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 3 2 9 7 2 8 ipm SO: <{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 2 9 7 2 9 ipm SO: <{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 9 7 3 ism SO: {n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 2 9 7 3 1 dws SO: the, Input: [d]
1 3 2 9 7 3 2 ism SO: {n!case,{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 2 9 7 3 3 ism SO: {<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 2 9 7 3 4 ism SO: {book,{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 2 9 7 3 5 ism SO: {n!case,{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 2 9 7 3 6 ipm SO: <{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 9 7 3 7 ipm SO: <{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 3 2 9 7 3 8 ipm SO: <{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 2 9 7 3 9 ipm SO: <{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 9 7 4 ipm SO: <<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 2 9 7 4 1 dws SO: the, Input: [d]
1 3 2 9 7 5 ipm SO: <<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 9 7 5 1 dws SO: the, Input: [d]
1 3 2 9 8 ipm SO: <<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 2 9 8 1 dws SO: the, Input: [d]
1 3 2 9 8 1 1 esm SO: {the,d}, Input: []
1 3 2 9 8 1 2 epm SO: <the,d>, Input: []
1 3 2 9 8 1 3 epm SO: <d,the>, Input: []
1 3 2 9 9 ipm SO: <<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 2 9 9 1 dws SO: the, Input: [d]
1 3 2 9 9 1 1 esm SO: {the,d}, Input: []
1 3 2 9 9 1 2 epm SO: <the,d>, Input: []
1 3 2 9 9 1 3 epm SO: <d,the>, Input: []
1 3 2 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [[the,d]]
1 3 2 101 dws SO: the, Input: [d]
1 3 2 101 1 esm SO: {the,d}, Input: []
1 3 2 101 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 2 101 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 101 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 101 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 101 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 101 2 epm SO: <the,d>, Input: []
1 3 2 101 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 2 101 3 epm SO: <d,the>, Input: []
1 3 2 101 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 2 11ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [[the,d]]
1 3 2 111 dws SO: the, Input: [d]
1 3 2 111 1 esm SO: {the,d}, Input: []
1 3 2 111 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 2 111 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 111 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 111 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 111 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 111 2 epm SO: <the,d>, Input: []
1 3 2 111 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 2 111 3 epm SO: <d,the>, Input: []
1 3 2 111 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 2 112 ism SO: {book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 112 1 dws SO: the, Input: [d]
1 3 2 112 1 1 esm SO: {the,d}, Input: []
1 3 2 112 1 2 epm SO: <the,d>, Input: []
1 3 2 112 1 3 epm SO: <d,the>, Input: []
1 3 2 112 2 ism SO: {book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 112 2 1 dws SO: the, Input: [d]
1 3 2 112 2 2 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 2 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 2 4 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 2 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 2 6 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 2 7 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 2 8 ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 112 2 9 ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 2 112 2 10ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 112 2 11ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 112 2 12ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 112 2 13ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 112 3 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 112 3 1 dws SO: the, Input: [d]
1 3 2 112 3 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 3 3 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 3 4 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 3 5 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 3 6 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 3 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 3 8 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 3 9 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 3 10ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 112 3 11ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 112 3 12ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 112 3 13ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 2 112 3 14ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 112 3 15ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 112 3 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 112 3 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 112 4 ism SO: {book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 112 4 1 dws SO: the, Input: [d]
1 3 2 112 4 2 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 4 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 4 4 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 4 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 4 6 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 4 7 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 4 8 ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 112 4 9 ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 2 112 4 10ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 112 4 11ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 112 4 12ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 112 4 13ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 112 5 ism SO: {n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 112 5 1 dws SO: the, Input: [d]
1 3 2 112 5 2 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 5 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 5 4 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 5 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 5 6 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 5 7 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 112 5 8 ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 112 5 9 ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 2 112 5 10ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 112 5 11ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 112 5 12ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 112 5 13ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 112 6 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 112 6 1 dws SO: the, Input: [d]
1 3 2 112 7 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 112 7 1 dws SO: the, Input: [d]
1 3 2 112 7 2 ism SO: {book,<{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 2 112 7 3 ism SO: {n!case,<{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 2 112 7 4 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 2 112 7 5 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 2 112 8 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 112 8 1 dws SO: the, Input: [d]
1 3 2 112 9 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 112 9 1 dws SO: the, Input: [d]
1 3 2 113 ism SO: {n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 3 2 113 1 dws SO: the, Input: [d]
1 3 2 113 1 1 esm SO: {the,d}, Input: []
1 3 2 113 1 2 epm SO: <the,d>, Input: []
1 3 2 113 1 3 epm SO: <d,the>, Input: []
1 3 2 113 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 113 2 1 dws SO: the, Input: [d]
1 3 2 113 2 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 2 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 2 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 2 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 2 6 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 2 7 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 2 8 ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 113 2 9 ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 2 113 2 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 113 2 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 113 2 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 113 2 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 113 3 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 113 3 1 dws SO: the, Input: [d]
1 3 2 113 3 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 3 3 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 3 4 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 3 5 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 3 6 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 3 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 3 8 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 3 9 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 3 10ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 113 3 11ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 113 3 12ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 113 3 13ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 2 113 3 14ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 113 3 15ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 113 3 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 113 3 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 113 4 ism SO: {book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 113 4 1 dws SO: the, Input: [d]
1 3 2 113 4 2 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 4 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 4 4 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 4 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 4 6 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 4 7 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 4 8 ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 113 4 9 ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 2 113 4 10ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 113 4 11ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 113 4 12ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 113 4 13ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 113 5 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 2 113 5 1 dws SO: the, Input: [d]
1 3 2 113 5 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 5 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 5 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 5 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 5 6 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 5 7 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 2 113 5 8 ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 113 5 9 ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 2 113 5 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 113 5 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 113 5 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 2 113 5 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 2 113 6 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 113 6 1 dws SO: the, Input: [d]
1 3 2 113 7 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 2 113 7 1 dws SO: the, Input: [d]
1 3 2 113 7 2 ism SO: {book,<{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 2 113 7 3 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 2 113 7 4 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 2 113 7 5 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 2 113 8 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 2 113 8 1 dws SO: the, Input: [d]
1 3 2 113 9 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 2 113 9 1 dws SO: the, Input: [d]
1 3 2 114 ipm SO: <<{n!case,{n!case,{book,n!case}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 2 114 1 dws SO: the, Input: [d]
1 3 2 114 1 1 esm SO: {the,d}, Input: []
1 3 2 114 1 2 epm SO: <the,d>, Input: []
1 3 2 114 1 3 epm SO: <d,the>, Input: []
1 3 2 115 ipm SO: <<{n!case,{n!case,{book,n!case}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 2 115 1 dws SO: the, Input: [d]
1 3 2 115 1 1 esm SO: {the,d}, Input: []
1 3 2 115 1 2 epm SO: <the,d>, Input: []
1 3 2 115 1 3 epm SO: <d,the>, Input: []
1 3 2 12ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [[the,d]]
1 3 2 121 dws SO: the, Input: [d]
1 3 2 121 1 esm SO: {the,d}, Input: []
1 3 2 121 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 2 121 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 121 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 121 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 121 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 121 2 epm SO: <the,d>, Input: []
1 3 2 121 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 2 121 3 epm SO: <d,the>, Input: []
1 3 2 121 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 2 13ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [[the,d]]
1 3 2 131 dws SO: the, Input: [d]
1 3 2 131 1 esm SO: {the,d}, Input: []
1 3 2 131 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 2 131 1 2 ism SO: {the,{the,d}}, Input: []
1 3 2 131 1 3 ism SO: {d,{the,d}}, Input: []
1 3 2 131 1 4 ipm SO: <{the,d},the>, Input: []
1 3 2 131 1 5 ipm SO: <{the,d},d>, Input: []
1 3 2 131 2 epm SO: <the,d>, Input: []
1 3 2 131 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 2 131 3 epm SO: <d,the>, Input: []
1 3 2 131 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 3 ism SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [[the,d]]
1 3 3 1 dws SO: the, Input: [d]
1 3 3 1 1 esm SO: {the,d}, Input: []
1 3 3 1 1 1 uws SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [{the,d}]
1 3 3 1 1 1 1 esm SO: {{{book,n!case},{n!case,{book,n!case}}},{the,d}}, Input: []
1 3 3 1 1 1 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 1 1 1 3 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 1 1 1 4 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 1 1 1 5 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 1 1 1 6 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 1 1 1 7 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 1 1 1 8 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 1 1 1 9 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 1 1 1 10epm SO: <{{book,n!case},{n!case,{book,n!case}}},{the,d}>, Input: []
1 3 3 1 1 1 11epm SO: <{the,d},{{book,n!case},{n!case,{book,n!case}}}>, Input: []
1 3 3 1 1 1 12ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 3 1 1 1 13ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 3 1 1 1 14ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 3 1 1 1 15ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 3 1 1 1 16ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 3 1 1 1 17ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 3 1 1 1 18ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 3 1 1 1 19ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 1 1 2 1 uws SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 3 3 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 3 3 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 3 3 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 3 3 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 3 3 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 3 3 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 3 3 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 3 3 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 3 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 1 1 3 1 uws SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 3 3 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 3 3 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 3 3 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 3 3 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 3 3 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 3 3 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 3 3 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 3 3 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 3 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 1 1 4 1 uws SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 3 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 1 1 5 1 uws SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 3 3 1 2 epm SO: <the,d>, Input: []
1 3 3 1 2 1 uws SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<the,d>]
1 3 3 1 2 1 1 esm SO: {{{book,n!case},{n!case,{book,n!case}}},<the,d>}, Input: []
1 3 3 1 2 1 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 1 2 1 3 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 1 2 1 4 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 1 2 1 5 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 1 2 1 6 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 1 2 1 7 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 1 2 1 8 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 1 2 1 9 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 1 2 1 10epm SO: <{{book,n!case},{n!case,{book,n!case}}},<the,d>>, Input: []
1 3 3 1 2 1 11epm SO: <<the,d>,{{book,n!case},{n!case,{book,n!case}}}>, Input: []
1 3 3 1 2 1 12ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 3 1 2 1 13ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 3 1 2 1 14ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 3 1 2 1 15ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 3 1 2 1 16ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 3 1 2 1 17ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 3 1 2 1 18ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 3 1 2 1 19ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 3 1 3 epm SO: <d,the>, Input: []
1 3 3 1 3 1 uws SO: {{book,n!case},{n!case,{book,n!case}}}, Input: [<d,the>]
1 3 3 1 3 1 1 esm SO: {{{book,n!case},{n!case,{book,n!case}}},<d,the>}, Input: []
1 3 3 1 3 1 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 1 3 1 3 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 1 3 1 4 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 1 3 1 5 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 1 3 1 6 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 1 3 1 7 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 1 3 1 8 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 1 3 1 9 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 1 3 1 10epm SO: <{{book,n!case},{n!case,{book,n!case}}},<d,the>>, Input: []
1 3 3 1 3 1 11epm SO: <<d,the>,{{book,n!case},{n!case,{book,n!case}}}>, Input: []
1 3 3 1 3 1 12ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 3 1 3 1 13ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 3 1 3 1 14ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 3 1 3 1 15ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 3 1 3 1 16ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 3 1 3 1 17ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 3 1 3 1 18ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 3 1 3 1 19ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 3 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 3 2 1 dws SO: the, Input: [d]
1 3 3 2 1 1 esm SO: {the,d}, Input: []
1 3 3 2 1 1 1 uws SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 2 1 2 epm SO: <the,d>, Input: []
1 3 3 2 1 2 1 uws SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 2 1 3 epm SO: <d,the>, Input: []
1 3 3 2 1 3 1 uws SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 2 1 dws SO: the, Input: [d]
1 3 3 2 2 1 1 esm SO: {the,d}, Input: []
1 3 3 2 2 1 2 epm SO: <the,d>, Input: []
1 3 3 2 2 1 3 epm SO: <d,the>, Input: []
1 3 3 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 1 dws SO: the, Input: [d]
1 3 3 2 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 1 dws SO: the, Input: [d]
1 3 3 2 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 3 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 3 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 3 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 3 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 1 dws SO: the, Input: [d]
1 3 3 2 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 4 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 4 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 4 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 4 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 1 dws SO: the, Input: [d]
1 3 3 2 2 5 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 17ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 19ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 21ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 25ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 28ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 30ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 5 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 5 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 5 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 5 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 5 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 5 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 5 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 5 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 5 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 5 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 5 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 5 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 5 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 5 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 5 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 5 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 5 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 5 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 5 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 5 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 5 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 5 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 5 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 5 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 5 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 5 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 5 58ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 5 59ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 5 60ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 5 61ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 1 dws SO: the, Input: [d]
1 3 3 2 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 6 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 6 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 6 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 6 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 1 dws SO: the, Input: [d]
1 3 3 2 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 7 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 7 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 7 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 7 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 1 dws SO: the, Input: [d]
1 3 3 2 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 8 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 8 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 8 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 8 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 1 dws SO: the, Input: [d]
1 3 3 2 2 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 15ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 101 dws SO: the, Input: [d]
1 3 3 2 2 102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 109 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1018ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 1026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 1030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 1034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 1038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 111 dws SO: the, Input: [d]
1 3 3 2 2 112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1115ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1116ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 1122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 1126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 1130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 1134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 121 dws SO: the, Input: [d]
1 3 3 2 2 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 127 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1215ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1216ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 1234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 131 dws SO: the, Input: [d]
1 3 3 2 2 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1311ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1313ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1314ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1317ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1318ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 1325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 1330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 1334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 1338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 1342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 141 dws SO: the, Input: [d]
1 3 3 2 2 142 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 145 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 146 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 147 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 148 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 149 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1410ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1412ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1413ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1414ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1416ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1417ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1418ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1419ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1420ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1421ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 1422ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1423ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1424ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1425ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 1426ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1427ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1428ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1429ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 1430ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1431ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1432ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1433ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 1434ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1435ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1436ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1437ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 151 dws SO: the, Input: [d]
1 3 3 2 2 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 159 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1518ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 1526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 1530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 1534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 1538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 161 dws SO: the, Input: [d]
1 3 3 2 2 162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 167 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1616ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 1622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 1626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 1630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 1634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 2 171 dws SO: the, Input: [d]
1 3 3 2 2 172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 177 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1716ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 2 1720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 2 1722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 1726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 1730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 1734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 1735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 1736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 2 1737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 18ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 181 dws SO: the, Input: [d]
1 3 3 2 2 182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 2 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 2 184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 2 185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 2 19ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 2 191 dws SO: the, Input: [d]
1 3 3 2 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 201 dws SO: the, Input: [d]
1 3 3 2 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 2 211 dws SO: the, Input: [d]
1 3 3 2 2 212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 215 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 2110ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 2111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 2112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 2113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 2 2114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 2115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 2 2116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 2 2117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 2118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 2119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 2 2120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 2 2121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 2122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 2 2123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 2124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 2 2125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 221 dws SO: the, Input: [d]
1 3 3 2 2 222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 2 223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 2 224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 2 225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 2 231 dws SO: the, Input: [d]
1 3 3 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 241 dws SO: the, Input: [d]
1 3 3 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 2 251 dws SO: the, Input: [d]
1 3 3 2 2 252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 2 253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 2 254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 2 255 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 2 256 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 2 257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 2 258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 2 259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 2 2510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 2511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 2 2512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 2 2513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 2514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 2 2515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 2516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 2 2517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 261 dws SO: the, Input: [d]
1 3 3 2 2 262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 2 263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 2 264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 2 265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 2 271 dws SO: the, Input: [d]
1 3 3 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 281 dws SO: the, Input: [d]
1 3 3 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 2 291 dws SO: the, Input: [d]
1 3 3 2 2 292 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 2 293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 2 294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 2 295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 2 296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 2 297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 2 299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 301 dws SO: the, Input: [d]
1 3 3 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 2 311 dws SO: the, Input: [d]
1 3 3 2 2 312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 2 313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 2 314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 2 315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 2 321 dws SO: the, Input: [d]
1 3 3 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 2 331 dws SO: the, Input: [d]
1 3 3 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 3 1 dws SO: the, Input: [d]
1 3 3 2 3 1 1 esm SO: {the,d}, Input: []
1 3 3 2 3 1 2 epm SO: <the,d>, Input: []
1 3 3 2 3 1 3 epm SO: <d,the>, Input: []
1 3 3 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 1 dws SO: the, Input: [d]
1 3 3 2 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 2 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 2 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 2 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 2 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 2 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 2 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 2 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 2 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 2 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 2 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 2 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 2 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 2 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 2 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 2 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 2 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 1 dws SO: the, Input: [d]
1 3 3 2 3 3 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 15ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 16ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 3 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 3 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 3 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 3 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 3 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 3 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 3 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 3 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 3 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 3 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 3 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 3 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 3 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 3 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 3 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 3 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 3 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 3 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 3 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 3 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 3 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 3 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 3 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 3 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 3 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 3 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 3 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 3 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 1 dws SO: the, Input: [d]
1 3 3 2 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 4 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 4 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 4 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 4 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 1 dws SO: the, Input: [d]
1 3 3 2 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 5 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 5 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 5 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 5 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 5 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 5 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 5 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 5 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 5 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 5 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 5 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 5 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 5 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 5 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 5 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 5 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 1 dws SO: the, Input: [d]
1 3 3 2 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 14ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 6 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 6 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 6 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 6 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 6 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 6 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 6 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 6 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 1 dws SO: the, Input: [d]
1 3 3 2 3 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 11ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 1 dws SO: the, Input: [d]
1 3 3 2 3 8 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 8 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 8 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 8 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 8 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 8 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 8 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 8 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 8 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 8 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 8 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 8 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 8 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 8 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 8 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 8 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 8 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 8 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 8 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 1 dws SO: the, Input: [d]
1 3 3 2 3 9 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 9 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 9 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 9 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 9 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 9 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 9 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 9 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 9 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 9 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 9 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 9 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 9 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 9 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 9 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 9 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 9 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 101 dws SO: the, Input: [d]
1 3 3 2 3 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 103 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1013ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1014ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 1020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 1022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 1026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 1030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 111 dws SO: the, Input: [d]
1 3 3 2 3 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 115 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 117 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 118 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1111ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1112ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1115ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1116ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1120ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1122ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 1123ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1124ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1125ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1126ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1127ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 1128ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1129ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 1130ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1131ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1132ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1133ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 1134ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1135ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1136ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1137ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 1138ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1139ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1140ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1141ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 121 dws SO: the, Input: [d]
1 3 3 2 3 122 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 123 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 124 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 126 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 127 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 128 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1210ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1211ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1212ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1214ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1215ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1216ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1217ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1218ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1219ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 1220ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1221ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 1222ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1223ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1224ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1225ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 1226ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1227ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1228ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1229ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 1230ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1231ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1232ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1233ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 13ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 131 dws SO: the, Input: [d]
1 3 3 2 3 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 135 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1316ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 1324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 1326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 1330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 1334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 141 dws SO: the, Input: [d]
1 3 3 2 3 142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 143 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1413ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1414ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 1420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 1422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 1426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 1430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 15ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 3 151 dws SO: the, Input: [d]
1 3 3 2 3 152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 153 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1514ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 3 1518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 3 1520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 1522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 1526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 1530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 1531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 3 1533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 16ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 3 161 dws SO: the, Input: [d]
1 3 3 2 3 17ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 3 171 dws SO: the, Input: [d]
1 3 3 2 3 172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 179 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 1710ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 1711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 1712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 1713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 3 1714ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1715ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 3 1716ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 3 1717ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 1718ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1719ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 3 1720ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 3 1721ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 1722ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 3 1723ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 1724ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 3 1725ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 181 dws SO: the, Input: [d]
1 3 3 2 3 182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 3 183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 3 184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 3 185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 3 191 dws SO: the, Input: [d]
1 3 3 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 201 dws SO: the, Input: [d]
1 3 3 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 3 211 dws SO: the, Input: [d]
1 3 3 2 3 212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 3 213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 3 214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 3 215 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 3 216 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 3 217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 3 218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 3 219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 3 2110ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 2111ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 3 2112ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 3 2113ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 2114ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 3 2115ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 2116ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 3 2117ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 221 dws SO: the, Input: [d]
1 3 3 2 3 222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 3 223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 3 224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 3 225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 3 231 dws SO: the, Input: [d]
1 3 3 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 241 dws SO: the, Input: [d]
1 3 3 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 3 251 dws SO: the, Input: [d]
1 3 3 2 3 252 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 3 253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 3 254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 3 255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 3 256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 3 257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 3 259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 261 dws SO: the, Input: [d]
1 3 3 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 3 271 dws SO: the, Input: [d]
1 3 3 2 3 272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 3 273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 3 274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 3 275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 3 281 dws SO: the, Input: [d]
1 3 3 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 3 291 dws SO: the, Input: [d]
1 3 3 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 4 1 dws SO: the, Input: [d]
1 3 3 2 4 1 1 esm SO: {the,d}, Input: []
1 3 3 2 4 1 2 epm SO: <the,d>, Input: []
1 3 3 2 4 1 3 epm SO: <d,the>, Input: []
1 3 3 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 1 dws SO: the, Input: [d]
1 3 3 2 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 2 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 2 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 2 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 2 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 1 dws SO: the, Input: [d]
1 3 3 2 4 3 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 3 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 3 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 3 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 3 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 3 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 3 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 3 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 3 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 3 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 3 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 3 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 3 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 3 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 3 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 3 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 3 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 3 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 3 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 3 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 3 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 3 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 3 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 3 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 3 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 3 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 3 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 3 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 3 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 1 dws SO: the, Input: [d]
1 3 3 2 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 4 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 4 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 4 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 4 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 1 dws SO: the, Input: [d]
1 3 3 2 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 5 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 5 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 5 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 5 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 5 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 5 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 5 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 5 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 1 dws SO: the, Input: [d]
1 3 3 2 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 6 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 6 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 6 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 6 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 1 dws SO: the, Input: [d]
1 3 3 2 4 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 1 dws SO: the, Input: [d]
1 3 3 2 4 8 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 8 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 8 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 8 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 8 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 8 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 8 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 8 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 8 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 8 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 8 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 8 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 8 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 8 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 8 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 8 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 8 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 8 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 8 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 1 dws SO: the, Input: [d]
1 3 3 2 4 9 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 9 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 9 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 9 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 9 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 9 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 9 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 9 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 9 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 9 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 9 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 9 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 9 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 9 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 9 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 9 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 9 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 101 dws SO: the, Input: [d]
1 3 3 2 4 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1014ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 1020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 1022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 1026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 1030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 111 dws SO: the, Input: [d]
1 3 3 2 4 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1111ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1112ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1115ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 121 dws SO: the, Input: [d]
1 3 3 2 4 122 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 124 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 126 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 127 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 128 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1210ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1211ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1212ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1214ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1215ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1216ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1217ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1218ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1219ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 1220ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1221ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 1222ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1223ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1224ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1225ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 1226ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1227ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1228ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1229ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 1230ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1231ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1232ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1233ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 131 dws SO: the, Input: [d]
1 3 3 2 4 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1316ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 1324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 1326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 1330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 1334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 141 dws SO: the, Input: [d]
1 3 3 2 4 142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1414ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 1420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 1422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 1426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 1430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 15ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 4 151 dws SO: the, Input: [d]
1 3 3 2 4 152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1514ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 4 1518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 4 1520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 1522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 1526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 1530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 1531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 4 1533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 16ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 161 dws SO: the, Input: [d]
1 3 3 2 4 17ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 4 171 dws SO: the, Input: [d]
1 3 3 2 4 172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 1710ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 1711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 1712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 1713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 4 1714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 4 1716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 4 1717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 1718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 4 1720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 4 1721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 1722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 4 1723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 1724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 4 1725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 181 dws SO: the, Input: [d]
1 3 3 2 4 182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 4 183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 4 184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 4 185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 4 191 dws SO: the, Input: [d]
1 3 3 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 201 dws SO: the, Input: [d]
1 3 3 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 4 211 dws SO: the, Input: [d]
1 3 3 2 4 212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 4 213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 4 214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 4 215 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 4 216 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 4 217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 4 218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 4 219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 4 2110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 2111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 4 2112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 4 2113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 2114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 4 2115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 2116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 4 2117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 221 dws SO: the, Input: [d]
1 3 3 2 4 222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 4 223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 4 224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 4 225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 4 231 dws SO: the, Input: [d]
1 3 3 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 241 dws SO: the, Input: [d]
1 3 3 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 4 251 dws SO: the, Input: [d]
1 3 3 2 4 252 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 4 253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 4 254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 4 255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 4 256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 4 257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 4 259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 261 dws SO: the, Input: [d]
1 3 3 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 4 271 dws SO: the, Input: [d]
1 3 3 2 4 272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 4 273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 4 274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 4 275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 4 281 dws SO: the, Input: [d]
1 3 3 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 4 291 dws SO: the, Input: [d]
1 3 3 2 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 5 1 dws SO: the, Input: [d]
1 3 3 2 5 1 1 esm SO: {the,d}, Input: []
1 3 3 2 5 1 2 epm SO: <the,d>, Input: []
1 3 3 2 5 1 3 epm SO: <d,the>, Input: []
1 3 3 2 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 1 dws SO: the, Input: [d]
1 3 3 2 5 2 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 11ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 12ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 13ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 17ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 21ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 22ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 23ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 26ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 27ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 28ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 29ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 30ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 31ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 32ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 33ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 2 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 2 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 2 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 2 54ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2 55ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2 56ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2 57ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 2 58ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2 59ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2 60ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2 61ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2 62ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2 63ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2 64ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2 65ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 1 dws SO: the, Input: [d]
1 3 3 2 5 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 15ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 16ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 17ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 18ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 20ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 21ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 23ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 24ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 25ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 26ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 27ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 3 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 3 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 3 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 3 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 3 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 3 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 3 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 3 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 3 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 3 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 3 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 3 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 3 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 3 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 3 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 3 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 3 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 3 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 3 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 3 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 3 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 3 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 3 50ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 3 51ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 3 52ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 3 53ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 1 dws SO: the, Input: [d]
1 3 3 2 5 4 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 14ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 15ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 16ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 18ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 19ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 21ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 22ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 23ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 24ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 25ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 4 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 4 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 4 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 4 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 4 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 4 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 4 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 4 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 4 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 4 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 4 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 4 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 4 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 4 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 4 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 4 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 4 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 4 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 4 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 4 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 4 46ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 4 47ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 4 48ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 4 49ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 1 dws SO: the, Input: [d]
1 3 3 2 5 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 14ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 15ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 16ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 18ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 19ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 21ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 22ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 23ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 24ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 25ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 5 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 5 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 5 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 5 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 5 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 5 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 5 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 5 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 5 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 5 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 5 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 5 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 5 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 5 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 5 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 5 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 5 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 5 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 5 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 5 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 5 46ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 5 47ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 5 48ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 5 49ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 1 dws SO: the, Input: [d]
1 3 3 2 5 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 5 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 7 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 9 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 10ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 11ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 15ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 18ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 19ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 20ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 22ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 23ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 24ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 25ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 26ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 27ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 28ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 29ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 6 30ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 6 31ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 6 32ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 6 33ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 6 34ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 6 35ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 6 36ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 6 37ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 6 38ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 6 39ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 6 40ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 6 41ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 6 42ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 6 43ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 6 44ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 6 45ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 6 46ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 6 47ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 6 48ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 6 49ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 6 50ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 6 51ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 6 52ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 6 53ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 6 54ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 6 55ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 6 56ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 6 57ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 1 dws SO: the, Input: [d]
1 3 3 2 5 7 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 14ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 15ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 16ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 18ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 19ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 21ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 22ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 23ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 24ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 25ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 7 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 7 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 7 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 7 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 7 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 7 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 7 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 7 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 7 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 7 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 7 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 7 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 7 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 7 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 7 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 7 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 7 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 7 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 7 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 7 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 7 46ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 7 47ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 7 48ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 7 49ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 1 dws SO: the, Input: [d]
1 3 3 2 5 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 15ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 16ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 17ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 18ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 20ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 21ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 23ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 24ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 25ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 26ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 27ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 8 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 8 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 8 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 8 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 8 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 8 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 8 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 8 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 8 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 8 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 8 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 8 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 8 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 8 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 8 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 8 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 8 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 8 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 8 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 8 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 8 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 8 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 8 50ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 8 51ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 8 52ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 8 53ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 1 dws SO: the, Input: [d]
1 3 3 2 5 9 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 14ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 15ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 16ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 18ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 19ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 21ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 22ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 23ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 24ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 25ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 9 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 9 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 9 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 9 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 9 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 9 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 9 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 9 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 9 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 9 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 9 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 9 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 9 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 9 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 9 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 9 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 9 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 9 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 9 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 9 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 9 46ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 9 47ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 9 48ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 9 49ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 101 dws SO: the, Input: [d]
1 3 3 2 5 102 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 103 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 104 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 106 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 107 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 108 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 109 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1011ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1012ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1013ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1014ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1015ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1016ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1017ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1018ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1019ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1020ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1021ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1022ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1023ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1024ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1025ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1026ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1027ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 1028ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1029ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1030ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1031ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1032ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1033ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1034ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1035ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1036ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1037ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 1038ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1039ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1040ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1041ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1042ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1043ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1044ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1045ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1046ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1047ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1048ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1049ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 11ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 111 dws SO: the, Input: [d]
1 3 3 2 5 112 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 113 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 114 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 115 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 116 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 117 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 118 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 119 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1110ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1111ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1112ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1113ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1114ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1115ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1116ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1117ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1118ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1119ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1120ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1121ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1122ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1123ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1124ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1125ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1126ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1127ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1128ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1129ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1130ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1131ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1132ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1133ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1134ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1135ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1136ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1137ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1138ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 1139ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1140ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1141ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1142ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1143ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1144ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1145ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1146ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1147ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1148ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1149ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1150ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1151ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 1152ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1153ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1154ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1155ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1156ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1157ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1158ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1159ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1160ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1161ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 1162ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1163ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1164ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1165ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1166ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1167ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1168ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1169ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1170ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1171ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1172ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1173ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 121 dws SO: the, Input: [d]
1 3 3 2 5 122 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 123 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 124 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 125 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 126 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 127 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 128 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 129 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1210ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1211ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1212ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1213ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1214ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1215ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1216ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1217ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1218ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1219ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1220ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1221ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1222ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1223ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1224ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1225ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1226ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1227ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1228ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1229ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1230ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1231ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 1232ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1233ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1234ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1235ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1236ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1237ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1238ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1239ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1240ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1241ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 1242ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1243ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1244ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1245ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1246ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1247ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1248ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1249ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1250ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1251ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1252ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1253ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 131 dws SO: the, Input: [d]
1 3 3 2 5 132 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 133 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 134 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 135 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 136 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 137 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 138 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 139 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1310ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1311ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1312ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1313ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1314ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1315ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1316ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1317ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1318ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1319ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1320ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1321ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1322ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1323ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1324ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1325ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1326ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1327ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 1328ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1329ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1330ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1331ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1332ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1333ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1334ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1335ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1336ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1337ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 1338ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1339ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1340ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1341ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1342ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1343ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1344ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1345ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1346ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1347ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1348ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1349ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 141 dws SO: the, Input: [d]
1 3 3 2 5 142 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 143 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 144 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 145 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 146 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 147 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 148 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 149 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1410ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1411ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1412ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1413ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1414ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1415ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1416ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1417ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1418ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1419ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1420ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1421ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1422ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1423ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1424ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1425ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1426ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1427ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 1428ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1429ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1430ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1431ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1432ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1433ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1434ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1435ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1436ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1437ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 1438ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1439ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1440ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1441ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1442ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1443ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1444ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1445ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1446ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1447ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1448ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1449ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 151 dws SO: the, Input: [d]
1 3 3 2 5 152 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 153 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 154 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 155 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 156 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 157 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 158 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 159 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1510ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1511ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1512ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1513ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1514ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1515ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1516ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1517ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1518ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1519ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1520ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1521ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1522ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1523ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1524ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1525ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1526ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1527ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1528ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1529ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1530ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1531ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1532ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1533ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1534ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1535ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1536ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1537ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1538ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1539ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1540ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1541ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1542ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1543ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 1544ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1545ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1546ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1547ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1548ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1549ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1550ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1551ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1552ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1553ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 1554ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1555ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1556ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1557ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1558ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1559ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1560ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1561ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1562ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1563ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1564ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1565ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 161 dws SO: the, Input: [d]
1 3 3 2 5 162 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 163 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 164 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 165 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 166 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 167 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 168 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 169 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1610ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1611ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1612ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1613ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1614ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1615ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1616ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1617ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1618ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1619ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1620ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1621ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1622ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1623ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1624ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1625ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1626ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1627ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1628ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1629ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1630ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1631ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 1632ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1633ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1634ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1635ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1636ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1637ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1638ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1639ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1640ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1641ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 1642ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1643ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1644ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1645ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1646ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1647ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1648ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1649ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1650ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1651ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1652ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1653ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 171 dws SO: the, Input: [d]
1 3 3 2 5 172 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 173 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 174 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 175 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 176 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 177 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 178 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 179 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1710ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1711ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1712ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1713ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1714ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1715ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1716ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1717ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1718ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1719ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1720ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1721ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1722ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1723ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1724ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1725ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1726ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1727ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 1728ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1729ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1730ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1731ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1732ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1733ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1734ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1735ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1736ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1737ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 1738ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1739ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1740ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1741ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1742ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1743ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1744ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1745ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1746ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1747ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1748ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1749ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 181 dws SO: the, Input: [d]
1 3 3 2 5 182 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 183 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 184 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 185 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 186 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 187 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 188 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 189 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1810ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1811ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1812ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1813ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1814ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1815ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1816ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1817ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1818ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1819ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1820ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1821ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1822ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1823ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1824ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1825ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1826ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1827ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 1828ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1829ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1830ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1831ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1832ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1833ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1834ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1835ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1836ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1837ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 1838ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1839ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1840ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1841ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1842ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1843ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1844ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1845ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1846ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1847ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1848ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1849ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 191 dws SO: the, Input: [d]
1 3 3 2 5 192 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 193 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 194 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 195 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 196 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 197 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 198 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 199 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1910ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1911ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1912ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1913ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1914ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1915ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1916ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1917ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1918ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1919ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1920ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1921ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1922ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1923ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1924ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1925ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1926ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1927ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1928ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1929ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 1930ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1931ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1932ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1933ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1934ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1935ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 1936ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1937ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1938ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1939ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1940ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1941ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1942ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1943ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1944ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1945ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 1946ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1947ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1948ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1949ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 1950ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1951ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1952ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1953ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 1954ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 1955ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 1956ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 1957ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 201 dws SO: the, Input: [d]
1 3 3 2 5 202 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 203 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 204 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 205 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 206 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 207 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 208 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 209 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2010ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2011ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2012ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2013ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2014ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2015ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2016ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2017ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2018ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2019ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2020ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2021ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2022ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2023ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2024ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2025ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2026ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2027ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 2028ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 2029ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2030ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2031ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2032ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2033ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2034ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2035ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2036ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2037ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 2038ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2039ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2040ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2041ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 2042ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2043ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2044ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2045ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2046ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2047ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2048ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2049ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 211 dws SO: the, Input: [d]
1 3 3 2 5 212 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 213 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 214 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 215 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 216 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 217 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 218 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 219 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2110ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2111ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2112ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2113ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2114ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2115ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2116ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2117ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2118ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2119ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2120ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2121ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2122ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2123ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2124ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2125ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2126ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2127ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2128ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2129ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2130ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2131ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 2132ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 2133ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2134ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2135ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2136ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2137ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2138ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2139ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2140ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2141ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 2142ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2143ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2144ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2145ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 2146ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2147ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2148ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2149ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2150ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2151ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2152ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2153ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 221 dws SO: the, Input: [d]
1 3 3 2 5 222 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 223 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 224 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 225 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 226 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 227 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 228 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 229 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2210ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2211ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2212ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2213ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2214ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2215ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2216ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2217ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2218ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2219ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2220ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2221ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2222ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2223ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2224ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2225ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2226ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2227ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 2228ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 2229ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2230ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2231ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2232ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2233ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2234ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2235ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2236ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2237ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 2238ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2239ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2240ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2241ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 2242ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2243ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2244ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2245ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2246ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2247ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2248ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2249ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 5 231 dws SO: the, Input: [d]
1 3 3 2 5 232 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 233 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 234 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 235 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 236 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 237 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 238 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 239 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2310ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2311ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2312ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2313ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2314ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2315ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2316ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2317ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2318ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2319ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2320ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2321ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2322ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2323ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2324ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2325ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 5 2326ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2327ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 5 2328ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 2329ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2330ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2331ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2332ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2333ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2334ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2335ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2336ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2337ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 2338ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2339ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2340ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2341ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 2342ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2343ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2344ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2345ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2346ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 2347ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2348ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 5 2349ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 241 dws SO: the, Input: [d]
1 3 3 2 5 242 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 243 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 244 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 245 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 246 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 247 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 248 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 249 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 2410ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2411ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 5 2412ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 2413ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 2414ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 2415ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 2416ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 5 2417ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 251 dws SO: the, Input: [d]
1 3 3 2 5 252 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 5 253 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 5 254 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 5 255 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 5 261 dws SO: the, Input: [d]
1 3 3 2 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 271 dws SO: the, Input: [d]
1 3 3 2 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 281 dws SO: the, Input: [d]
1 3 3 2 5 282 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 5 283 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 5 284 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 5 285 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 5 286 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 287 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 288 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 5 289 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 291 dws SO: the, Input: [d]
1 3 3 2 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 301 dws SO: the, Input: [d]
1 3 3 2 5 302 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 5 303 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 5 304 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 5 305 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 5 311 dws SO: the, Input: [d]
1 3 3 2 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 321 dws SO: the, Input: [d]
1 3 3 2 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 5 331 dws SO: the, Input: [d]
1 3 3 2 5 332 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 333 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 334 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 335 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 336 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 337 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 338 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 339 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 3310ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 3311ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 3312ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 3313ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 5 3314ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 3315ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 5 3316ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 3317ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 3318ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 3319ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 5 3320ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 3321ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 3322ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 3323ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 3324ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 5 3325ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 341 dws SO: the, Input: [d]
1 3 3 2 5 342 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 5 343 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 5 344 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 5 345 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 5 351 dws SO: the, Input: [d]
1 3 3 2 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 361 dws SO: the, Input: [d]
1 3 3 2 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 5 371 dws SO: the, Input: [d]
1 3 3 2 5 372 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 373 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 374 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 375 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 376 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 377 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 378 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 379 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 5 3710ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 3711ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 5 3712ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 3713ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 3714ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 3715ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 3716ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 5 3717ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 381 dws SO: the, Input: [d]
1 3 3 2 5 382 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 5 383 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 5 384 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 5 385 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 5 391 dws SO: the, Input: [d]
1 3 3 2 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 401 dws SO: the, Input: [d]
1 3 3 2 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 5 411 dws SO: the, Input: [d]
1 3 3 2 5 412 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 5 413 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 5 414 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 5 415 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 5 416 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 417 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 418 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 5 419 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 421 dws SO: the, Input: [d]
1 3 3 2 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 5 431 dws SO: the, Input: [d]
1 3 3 2 5 432 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 5 433 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 5 434 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 5 435 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 5 441 dws SO: the, Input: [d]
1 3 3 2 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 5 451 dws SO: the, Input: [d]
1 3 3 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 6 1 dws SO: the, Input: [d]
1 3 3 2 6 1 1 esm SO: {the,d}, Input: []
1 3 3 2 6 1 2 epm SO: <the,d>, Input: []
1 3 3 2 6 1 3 epm SO: <d,the>, Input: []
1 3 3 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 1 dws SO: the, Input: [d]
1 3 3 2 6 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 1 dws SO: the, Input: [d]
1 3 3 2 6 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 3 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 3 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 3 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 3 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 1 dws SO: the, Input: [d]
1 3 3 2 6 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 4 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 4 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 4 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 4 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 1 dws SO: the, Input: [d]
1 3 3 2 6 5 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 17ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 19ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 21ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 25ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 28ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 30ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 5 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 5 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 5 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 5 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 5 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 5 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 5 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 5 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 5 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 5 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 5 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 5 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 5 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 5 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 5 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 5 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 5 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 5 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 5 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 5 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 5 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 5 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 5 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 5 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 5 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 5 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 5 58ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 5 59ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 5 60ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 5 61ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 1 dws SO: the, Input: [d]
1 3 3 2 6 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 6 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 6 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 6 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 6 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 1 dws SO: the, Input: [d]
1 3 3 2 6 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 7 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 7 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 7 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 7 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 1 dws SO: the, Input: [d]
1 3 3 2 6 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 8 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 8 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 8 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 8 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 1 dws SO: the, Input: [d]
1 3 3 2 6 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 15ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 101 dws SO: the, Input: [d]
1 3 3 2 6 102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 109 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1018ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 1026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 1030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 1034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 1038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 111 dws SO: the, Input: [d]
1 3 3 2 6 112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1115ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1116ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 1122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 1126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 1130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 1134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 121 dws SO: the, Input: [d]
1 3 3 2 6 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 127 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1215ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1216ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 1234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 131 dws SO: the, Input: [d]
1 3 3 2 6 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1311ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1313ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1314ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1317ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1318ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 1325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 1330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 1334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 1338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 1342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 141 dws SO: the, Input: [d]
1 3 3 2 6 142 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 145 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 146 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 147 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 148 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 149 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1410ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1412ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1413ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1414ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1416ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1417ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1418ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1419ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1420ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1421ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 1422ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1423ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1424ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1425ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 1426ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1427ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1428ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1429ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 1430ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1431ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1432ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1433ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 1434ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1435ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1436ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1437ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 151 dws SO: the, Input: [d]
1 3 3 2 6 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 159 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1518ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 1526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 1530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 1534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 1538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 161 dws SO: the, Input: [d]
1 3 3 2 6 162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 167 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1616ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 1622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 1626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 1630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 1634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 17ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 6 171 dws SO: the, Input: [d]
1 3 3 2 6 172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 177 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1716ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 6 1720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 6 1722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 1726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 1730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 1734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 1735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 1736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 6 1737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 18ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 181 dws SO: the, Input: [d]
1 3 3 2 6 182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 6 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 6 184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 6 185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 6 19ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 6 191 dws SO: the, Input: [d]
1 3 3 2 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 201 dws SO: the, Input: [d]
1 3 3 2 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 6 211 dws SO: the, Input: [d]
1 3 3 2 6 212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 215 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 2110ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 2111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 2112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 2113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 6 2114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 2115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 6 2116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 6 2117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 2118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 2119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 6 2120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 6 2121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 2122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 6 2123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 2124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 6 2125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 221 dws SO: the, Input: [d]
1 3 3 2 6 222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 6 223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 6 224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 6 225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 6 231 dws SO: the, Input: [d]
1 3 3 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 241 dws SO: the, Input: [d]
1 3 3 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 6 251 dws SO: the, Input: [d]
1 3 3 2 6 252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 6 253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 6 254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 6 255 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 6 256 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 6 257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 6 258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 6 259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 6 2510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 2511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 6 2512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 6 2513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 2514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 6 2515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 2516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 6 2517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 261 dws SO: the, Input: [d]
1 3 3 2 6 262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 6 263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 6 264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 6 265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 6 271 dws SO: the, Input: [d]
1 3 3 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 281 dws SO: the, Input: [d]
1 3 3 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 6 291 dws SO: the, Input: [d]
1 3 3 2 6 292 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 6 293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 6 294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 6 295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 6 296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 6 297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 6 299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 301 dws SO: the, Input: [d]
1 3 3 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 6 311 dws SO: the, Input: [d]
1 3 3 2 6 312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 6 313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 6 314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 6 315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 6 321 dws SO: the, Input: [d]
1 3 3 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 6 331 dws SO: the, Input: [d]
1 3 3 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 7 1 dws SO: the, Input: [d]
1 3 3 2 7 1 1 esm SO: {the,d}, Input: []
1 3 3 2 7 1 2 epm SO: <the,d>, Input: []
1 3 3 2 7 1 3 epm SO: <d,the>, Input: []
1 3 3 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 1 dws SO: the, Input: [d]
1 3 3 2 7 2 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 2 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 2 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 2 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 2 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 2 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 2 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 2 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 2 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 2 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 2 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 2 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 2 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 2 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 2 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 2 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 2 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 1 dws SO: the, Input: [d]
1 3 3 2 7 3 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 15ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 16ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 3 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 3 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 3 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 3 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 3 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 3 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 3 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 3 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 3 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 3 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 3 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 3 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 3 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 3 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 3 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 3 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 3 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 3 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 3 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 3 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 3 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 3 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 3 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 3 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 3 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 3 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 3 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 3 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 1 dws SO: the, Input: [d]
1 3 3 2 7 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 4 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 4 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 4 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 4 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 1 dws SO: the, Input: [d]
1 3 3 2 7 5 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 5 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 5 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 5 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 5 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 5 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 5 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 5 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 5 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 5 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 5 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 5 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 5 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 5 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 5 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 5 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 5 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 1 dws SO: the, Input: [d]
1 3 3 2 7 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 14ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 6 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 6 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 6 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 6 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 6 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 6 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 6 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 6 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 6 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 6 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 6 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 6 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 6 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 6 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 6 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 6 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 1 dws SO: the, Input: [d]
1 3 3 2 7 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 11ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 1 dws SO: the, Input: [d]
1 3 3 2 7 8 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 8 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 8 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 8 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 8 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 8 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 8 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 8 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 8 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 8 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 8 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 8 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 8 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 8 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 8 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 8 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 8 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 8 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 8 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 1 dws SO: the, Input: [d]
1 3 3 2 7 9 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 9 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 9 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 9 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 9 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 9 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 9 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 9 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 9 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 9 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 9 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 9 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 9 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 9 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 9 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 9 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 9 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 101 dws SO: the, Input: [d]
1 3 3 2 7 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 103 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1013ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1014ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 1020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 1022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 1026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 1030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 111 dws SO: the, Input: [d]
1 3 3 2 7 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 115 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 117 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 118 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1111ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1112ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1115ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1116ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1120ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1122ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 1123ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1124ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1125ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1126ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1127ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 1128ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1129ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 1130ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1131ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1132ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1133ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 1134ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1135ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1136ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1137ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 1138ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1139ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1140ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1141ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 121 dws SO: the, Input: [d]
1 3 3 2 7 122 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 123 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 124 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 126 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 127 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 128 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1210ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1211ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1212ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1214ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1215ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1216ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1217ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1218ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1219ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 1220ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1221ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 1222ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1223ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1224ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1225ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 1226ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1227ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1228ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1229ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 1230ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1231ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1232ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1233ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 13ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 131 dws SO: the, Input: [d]
1 3 3 2 7 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 135 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1316ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 1324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 1326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 1330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 1334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 141 dws SO: the, Input: [d]
1 3 3 2 7 142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 143 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1413ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1414ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 1420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 1422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 1426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 1430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 15ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 7 151 dws SO: the, Input: [d]
1 3 3 2 7 152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 153 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1514ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 7 1518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 7 1520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 1522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 1526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 1530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 1531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 7 1533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 16ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 7 161 dws SO: the, Input: [d]
1 3 3 2 7 17ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 7 171 dws SO: the, Input: [d]
1 3 3 2 7 172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 179 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 1710ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 1711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 1712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 1713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 7 1714ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1715ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 7 1716ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 7 1717ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 1718ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1719ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 7 1720ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 7 1721ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 1722ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 7 1723ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 1724ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 7 1725ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 181 dws SO: the, Input: [d]
1 3 3 2 7 182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 7 183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 7 184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 7 185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 7 191 dws SO: the, Input: [d]
1 3 3 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 201 dws SO: the, Input: [d]
1 3 3 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 7 211 dws SO: the, Input: [d]
1 3 3 2 7 212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 7 213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 7 214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 7 215 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 7 216 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 7 217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 7 218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 7 219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 7 2110ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 2111ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 7 2112ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 7 2113ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 2114ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 7 2115ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 2116ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 7 2117ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 221 dws SO: the, Input: [d]
1 3 3 2 7 222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 7 223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 7 224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 7 225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 7 231 dws SO: the, Input: [d]
1 3 3 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 241 dws SO: the, Input: [d]
1 3 3 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 7 251 dws SO: the, Input: [d]
1 3 3 2 7 252 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 7 253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 7 254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 7 255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 7 256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 7 257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 7 259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 261 dws SO: the, Input: [d]
1 3 3 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 7 271 dws SO: the, Input: [d]
1 3 3 2 7 272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 7 273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 7 274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 7 275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 7 281 dws SO: the, Input: [d]
1 3 3 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 7 291 dws SO: the, Input: [d]
1 3 3 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 8 1 dws SO: the, Input: [d]
1 3 3 2 8 1 1 esm SO: {the,d}, Input: []
1 3 3 2 8 1 2 epm SO: <the,d>, Input: []
1 3 3 2 8 1 3 epm SO: <d,the>, Input: []
1 3 3 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 1 dws SO: the, Input: [d]
1 3 3 2 8 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 2 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 2 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 2 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 2 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 1 dws SO: the, Input: [d]
1 3 3 2 8 3 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 3 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 3 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 3 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 3 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 3 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 3 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 3 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 3 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 3 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 3 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 3 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 3 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 3 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 3 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 3 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 3 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 3 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 3 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 3 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 3 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 3 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 3 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 3 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 3 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 3 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 3 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 3 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 3 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 1 dws SO: the, Input: [d]
1 3 3 2 8 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 4 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 4 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 4 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 4 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 1 dws SO: the, Input: [d]
1 3 3 2 8 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 5 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 5 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 5 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 5 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 5 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 5 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 5 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 5 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 5 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 5 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 5 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 5 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 5 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 5 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 5 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 5 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 1 dws SO: the, Input: [d]
1 3 3 2 8 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 6 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 6 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 6 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 6 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 1 dws SO: the, Input: [d]
1 3 3 2 8 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 1 dws SO: the, Input: [d]
1 3 3 2 8 8 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 8 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 8 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 8 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 8 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 8 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 8 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 8 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 8 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 8 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 8 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 8 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 8 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 8 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 8 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 8 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 8 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 8 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 8 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 1 dws SO: the, Input: [d]
1 3 3 2 8 9 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 9 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 9 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 9 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 9 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 9 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 9 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 9 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 9 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 9 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 9 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 9 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 9 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 9 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 9 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 9 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 9 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 101 dws SO: the, Input: [d]
1 3 3 2 8 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1014ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 1020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 1022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 1026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 1030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 111 dws SO: the, Input: [d]
1 3 3 2 8 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1111ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1112ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1115ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 121 dws SO: the, Input: [d]
1 3 3 2 8 122 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 124 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 126 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 127 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 128 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1210ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1211ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1212ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1214ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1215ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1216ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1217ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1218ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1219ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 1220ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1221ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 1222ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1223ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1224ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1225ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 1226ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1227ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1228ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1229ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 1230ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1231ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1232ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1233ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 131 dws SO: the, Input: [d]
1 3 3 2 8 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1316ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 1324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 1326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 1330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 1334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 141 dws SO: the, Input: [d]
1 3 3 2 8 142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1414ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 1420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 1422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 1426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 1430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 15ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 8 151 dws SO: the, Input: [d]
1 3 3 2 8 152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1514ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 8 1518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 8 1520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 1522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 1526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 1530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 1531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 8 1533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 16ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 161 dws SO: the, Input: [d]
1 3 3 2 8 17ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 8 171 dws SO: the, Input: [d]
1 3 3 2 8 172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 1710ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 1711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 1712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 1713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 8 1714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 8 1716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 8 1717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 1718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 8 1720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 8 1721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 1722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 8 1723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 1724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 8 1725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 181 dws SO: the, Input: [d]
1 3 3 2 8 182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 8 183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 8 184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 8 185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 8 191 dws SO: the, Input: [d]
1 3 3 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 201 dws SO: the, Input: [d]
1 3 3 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 8 211 dws SO: the, Input: [d]
1 3 3 2 8 212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 8 213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 8 214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 8 215 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 8 216 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 8 217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 8 218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 8 219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 8 2110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 2111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 8 2112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 8 2113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 2114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 8 2115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 2116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 8 2117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 221 dws SO: the, Input: [d]
1 3 3 2 8 222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 8 223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 8 224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 8 225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 8 231 dws SO: the, Input: [d]
1 3 3 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 241 dws SO: the, Input: [d]
1 3 3 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 8 251 dws SO: the, Input: [d]
1 3 3 2 8 252 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 8 253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 8 254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 8 255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 8 256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 8 257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 8 259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 261 dws SO: the, Input: [d]
1 3 3 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 8 271 dws SO: the, Input: [d]
1 3 3 2 8 272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 8 273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 8 274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 8 275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 8 281 dws SO: the, Input: [d]
1 3 3 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 8 291 dws SO: the, Input: [d]
1 3 3 2 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 9 1 dws SO: the, Input: [d]
1 3 3 2 9 1 1 esm SO: {the,d}, Input: []
1 3 3 2 9 1 2 epm SO: <the,d>, Input: []
1 3 3 2 9 1 3 epm SO: <d,the>, Input: []
1 3 3 2 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 1 dws SO: the, Input: [d]
1 3 3 2 9 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 15ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 18ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 19ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 2 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 2 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 2 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 2 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 1 dws SO: the, Input: [d]
1 3 3 2 9 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 14ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 15ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 3 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 3 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 3 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 3 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 1 dws SO: the, Input: [d]
1 3 3 2 9 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 11ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 16ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 17ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 22ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 23ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 4 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 4 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 4 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 4 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 1 dws SO: the, Input: [d]
1 3 3 2 9 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 14ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 15ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 19ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 20ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 21ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 5 38ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 5 39ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 5 40ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 5 41ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 1 dws SO: the, Input: [d]
1 3 3 2 9 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 14ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 15ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 6 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 6 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 6 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 6 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 1 dws SO: the, Input: [d]
1 3 3 2 9 7 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 15ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 17ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 21ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 26ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 27ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 28ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 29ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 30ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 31ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 32ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 33ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 7 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 7 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 7 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 7 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 7 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 7 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 7 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 7 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 7 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 7 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 7 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 7 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 7 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 7 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 7 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 7 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 7 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 7 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 7 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 7 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 7 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 7 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 7 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 7 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 7 58ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 7 59ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 7 60ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 7 61ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 7 62ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 7 63ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 7 64ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 7 65ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 1 dws SO: the, Input: [d]
1 3 3 2 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 11ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 16ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 17ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 22ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 23ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 8 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 8 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 8 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 8 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 8 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 8 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 8 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 8 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 8 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 8 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 8 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 8 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 8 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 8 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 8 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 8 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 8 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 8 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 8 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 8 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 8 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 8 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 1 dws SO: the, Input: [d]
1 3 3 2 9 9 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 14ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 15ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 19ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 20ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 21ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 9 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 9 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 9 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 9 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 9 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 9 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 9 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 9 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 9 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 9 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 9 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 9 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 9 34ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 9 35ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 9 36ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 9 37ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 9 38ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 9 39ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 9 40ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 9 41ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 101 dws SO: the, Input: [d]
1 3 3 2 9 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 103 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 109 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1010ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1011ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1014ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1015ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1016ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1017ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1018ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1019ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1020ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1021ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 1034ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1035ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1036ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1037ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1038ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1039ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1040ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1041ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 111 dws SO: the, Input: [d]
1 3 3 2 9 112 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 113 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 114 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 115 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 116 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 117 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 118 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 119 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1110ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1111ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1112ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1113ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1114ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1115ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1116ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1117ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1118ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1119ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1120ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1121ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1122ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1123ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1124ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1125ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1126ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1127ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1128ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1129ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1130ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 1131ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1132ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1133ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1134ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1135ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1136ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1137ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1138ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1139ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 1140ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1141ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1142ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1143ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1144ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1145ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 1146ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1147ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1148ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1149ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 1150ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1151ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1152ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1153ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1154ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1155ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1156ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1157ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 121 dws SO: the, Input: [d]
1 3 3 2 9 122 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 123 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 124 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 125 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 126 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 127 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 128 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 129 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1210ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1211ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1212ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1213ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1214ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1216ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1217ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1218ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1219ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1220ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1221ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1222ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1223ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1224ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1225ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1226ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1227ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 1228ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1229ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1230ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1231ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1232ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1233ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 1234ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1235ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1236ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1237ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 1238ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1239ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1240ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1241ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1242ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1243ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1244ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1245ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 13ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 131 dws SO: the, Input: [d]
1 3 3 2 9 132 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 133 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 134 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 135 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 136 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 137 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 138 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 139 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1310ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1311ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1312ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1313ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1314ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1315ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1316ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1317ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1318ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1319ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1320ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1321ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1322ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1323ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 1324ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1325ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1326ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1327ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1328ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1329ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 1330ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1331ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1332ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1333ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 1334ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1335ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1336ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1337ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1338ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1339ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1340ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1341ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 141 dws SO: the, Input: [d]
1 3 3 2 9 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 143 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 149 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1410ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1411ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1412ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1413ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1414ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1415ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1417ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1418ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1419ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1420ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1421ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1438ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1439ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1440ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1441ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 151 dws SO: the, Input: [d]
1 3 3 2 9 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 153 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 155 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 156 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 157 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 158 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 159 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1510ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1511ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1512ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1513ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1514ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1515ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1516ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1517ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1518ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1519ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1520ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1522ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1524ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1525ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1526ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1527ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1528ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1529ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1530ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1531ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 1532ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1533ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1534ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1535ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1536ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1537ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 1538ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1539ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1540ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1541ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 1542ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1543ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1544ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1545ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1546ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1547ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1548ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1549ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 161 dws SO: the, Input: [d]
1 3 3 2 9 162 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 163 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 164 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 165 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 166 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 167 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 168 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 169 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1610ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1611ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1612ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1613ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1614ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1615ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1616ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1617ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1618ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1619ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1620ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1621ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1622ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1623ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 1624ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1625ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1626ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1627ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1628ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1629ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 1630ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1631ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1632ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1633ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 1634ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1635ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1636ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1637ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1638ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1639ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1640ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1641ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 171 dws SO: the, Input: [d]
1 3 3 2 9 172 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 173 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 174 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 175 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 176 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 177 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 178 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 179 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1710ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1711ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1712ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1713ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1714ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1715ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1716ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1717ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1718ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1720ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1721ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1722ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1723ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1724ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1725ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1726ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1727ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 1728ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1729ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1730ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1731ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1732ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1733ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 1734ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1735ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1736ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1737ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 1738ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1739ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1740ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1741ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1742ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1743ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1744ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1745ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 181 dws SO: the, Input: [d]
1 3 3 2 9 182 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 183 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 184 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 185 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 186 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 187 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 188 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 189 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1810ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1811ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1812ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1813ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1814ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1815ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1816ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1817ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1818ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1819ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1820ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1821ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1822ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1823ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 1824ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1825ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1826ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1827ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1828ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1829ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 1830ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1831ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1832ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1833ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 1834ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1835ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1836ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1837ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1838ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1839ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1840ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1841ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 9 191 dws SO: the, Input: [d]
1 3 3 2 9 192 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 193 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 194 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 195 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 196 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 197 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 198 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 199 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1910ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1911ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1912ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1913ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1914ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1915ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1916ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1917ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1918ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1919ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1920ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1921ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 9 1922ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1923ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 9 1924ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1925ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1926ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1927ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1928ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1929ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 1930ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1931ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1932ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1933ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 1934ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1935ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1936ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1937ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 1938ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 1939ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 1940ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 9 1941ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 201 dws SO: the, Input: [d]
1 3 3 2 9 202 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 9 203 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 9 204 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 9 205 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 9 206 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 9 207 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 208 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 9 209 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 211 dws SO: the, Input: [d]
1 3 3 2 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 221 dws SO: the, Input: [d]
1 3 3 2 9 222 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 9 223 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 9 224 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 9 225 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 9 231 dws SO: the, Input: [d]
1 3 3 2 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 241 dws SO: the, Input: [d]
1 3 3 2 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 9 251 dws SO: the, Input: [d]
1 3 3 2 9 252 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 253 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 254 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 255 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 256 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 257 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 258 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 259 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 2510ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 2511ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 2512ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 2513ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 9 2514ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 2515ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 9 2516ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 9 2517ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 2518ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 2519ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 9 2520ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 9 2521ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 2522ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 9 2523ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 2524ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 9 2525ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 261 dws SO: the, Input: [d]
1 3 3 2 9 262 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 9 263 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 9 264 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 9 265 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 9 271 dws SO: the, Input: [d]
1 3 3 2 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 281 dws SO: the, Input: [d]
1 3 3 2 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 9 291 dws SO: the, Input: [d]
1 3 3 2 9 292 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 9 293 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 9 294 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 9 295 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 9 296 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 9 297 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 9 298 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 9 299 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 9 2910ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 2911ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 9 2912ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 9 2913ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 2914ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 9 2915ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 2916ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 9 2917ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 301 dws SO: the, Input: [d]
1 3 3 2 9 302 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 9 303 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 9 304 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 9 305 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 9 311 dws SO: the, Input: [d]
1 3 3 2 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 321 dws SO: the, Input: [d]
1 3 3 2 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 9 331 dws SO: the, Input: [d]
1 3 3 2 9 332 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 9 333 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 9 334 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 9 335 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 9 336 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 9 337 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 338 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 9 339 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 341 dws SO: the, Input: [d]
1 3 3 2 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 9 351 dws SO: the, Input: [d]
1 3 3 2 9 352 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 9 353 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 9 354 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 9 355 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 9 361 dws SO: the, Input: [d]
1 3 3 2 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 9 371 dws SO: the, Input: [d]
1 3 3 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 101 dws SO: the, Input: [d]
1 3 3 2 101 1 esm SO: {the,d}, Input: []
1 3 3 2 101 2 epm SO: <the,d>, Input: []
1 3 3 2 101 3 epm SO: <d,the>, Input: []
1 3 3 2 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 102 1 dws SO: the, Input: [d]
1 3 3 2 102 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 102 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 102 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 102 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 102 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 102 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 102 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 102 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 102 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 102 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 102 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 102 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 102 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 102 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 102 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 102 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 102 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 103 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 103 1 dws SO: the, Input: [d]
1 3 3 2 103 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 103 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 103 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 103 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 103 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 103 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 103 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 103 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 103 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 103 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 103 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 103 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 103 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 103 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 103 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 103 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 103 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 103 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 103 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 103 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 103 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 103 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 103 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 103 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 103 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 103 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 103 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 103 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 103 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 104 1 dws SO: the, Input: [d]
1 3 3 2 104 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 104 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 104 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 104 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 104 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 104 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 104 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 104 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 104 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 104 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 104 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 104 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 104 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 104 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 104 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 104 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 104 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 104 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 104 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 105 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 105 1 dws SO: the, Input: [d]
1 3 3 2 105 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 105 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 105 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 105 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 105 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 105 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 105 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 105 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 105 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 105 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 105 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 105 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 105 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 105 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 105 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 105 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 105 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 106 1 dws SO: the, Input: [d]
1 3 3 2 106 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 106 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 106 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 106 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 106 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 106 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 106 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 106 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 106 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 106 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 106 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 106 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 106 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 106 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 106 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 106 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 106 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 107 1 dws SO: the, Input: [d]
1 3 3 2 107 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 107 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 107 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 107 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 107 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 107 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 107 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 107 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 107 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 107 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 107 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 107 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 107 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 107 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 107 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 107 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 107 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 107 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 107 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 107 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 107 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 107 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 107 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 107 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 107 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 108 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 108 1 dws SO: the, Input: [d]
1 3 3 2 108 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 108 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 108 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 108 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 108 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 108 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 108 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 108 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 108 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 108 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 108 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 108 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 108 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 108 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 108 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 108 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 108 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 108 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 108 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 109 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 109 1 dws SO: the, Input: [d]
1 3 3 2 109 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 109 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 109 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 109 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 109 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 109 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 109 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 109 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 109 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 109 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 109 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 109 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 109 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 109 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 109 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 109 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 109 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1010ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 10101 dws SO: the, Input: [d]
1 3 3 2 10102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101014ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 101020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 101022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 101026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 101030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 10111 dws SO: the, Input: [d]
1 3 3 2 10112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101110ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101111ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101112ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101114ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101115ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101122ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 101123ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101124ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101125ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101126ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101127ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 101128ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101129ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 101130ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101131ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101132ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101133ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 101134ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101135ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101136ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101137ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 101138ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101139ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101140ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101141ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 10121 dws SO: the, Input: [d]
1 3 3 2 10122 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10124 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10126 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10127 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10128 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101210ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101211ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101212ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101214ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101215ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101216ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101217ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101218ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101219ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 101220ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101221ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 101222ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101223ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101224ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101225ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 101226ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101227ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101228ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101229ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 101230ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101231ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101232ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101233ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 10131 dws SO: the, Input: [d]
1 3 3 2 10132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101316ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 101324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 101326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 101330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 101334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1014ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 10141 dws SO: the, Input: [d]
1 3 3 2 10142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101414ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 101420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 101422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 101426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 101430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1015ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 10151 dws SO: the, Input: [d]
1 3 3 2 10152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 10159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101514ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 101518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 101520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 101522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 101526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 101530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 101531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 101532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 101533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1016ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 10161 dws SO: the, Input: [d]
1 3 3 2 1017ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 10171 dws SO: the, Input: [d]
1 3 3 2 10172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 10173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 10174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 10175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 10176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 10177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 10178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 10179 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 101710ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 101711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 101712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 101713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 101714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 101715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 101716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 101717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 101718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 101719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 101720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 101721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 101722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 101723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 101724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 101725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 1018ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 10181 dws SO: the, Input: [d]
1 3 3 2 10182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 10183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 10184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 10185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1019ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 10191 dws SO: the, Input: [d]
1 3 3 2 1020ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 10201 dws SO: the, Input: [d]
1 3 3 2 1021ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 10211 dws SO: the, Input: [d]
1 3 3 2 10212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 10213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 10214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 10215 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 10216 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 10217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 10218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 10219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 102110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 102111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 102112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 102113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 102114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 102115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 102116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 102117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 1022ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 10221 dws SO: the, Input: [d]
1 3 3 2 10222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 10223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 10224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 10225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1023ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 10231 dws SO: the, Input: [d]
1 3 3 2 1024ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 10241 dws SO: the, Input: [d]
1 3 3 2 1025ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 10251 dws SO: the, Input: [d]
1 3 3 2 10252 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 10253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 10254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 10255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 10256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 10257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 10258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 10259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 1026ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 10261 dws SO: the, Input: [d]
1 3 3 2 1027ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 10271 dws SO: the, Input: [d]
1 3 3 2 10272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 10273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 10274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 10275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1028ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 10281 dws SO: the, Input: [d]
1 3 3 2 1029ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 10291 dws SO: the, Input: [d]
1 3 3 2 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 111 dws SO: the, Input: [d]
1 3 3 2 111 1 esm SO: {the,d}, Input: []
1 3 3 2 111 2 epm SO: <the,d>, Input: []
1 3 3 2 111 3 epm SO: <d,the>, Input: []
1 3 3 2 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 112 1 dws SO: the, Input: [d]
1 3 3 2 112 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 112 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 112 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 112 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 112 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 112 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 112 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 112 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 112 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 112 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 112 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 112 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 112 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 112 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 112 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 112 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 112 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 112 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 112 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 112 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 112 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 113 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 113 1 dws SO: the, Input: [d]
1 3 3 2 113 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 113 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 113 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 113 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 113 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 113 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 113 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 113 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 113 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 113 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 113 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 113 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 113 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 113 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 113 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 113 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 113 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 113 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 113 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 114 1 dws SO: the, Input: [d]
1 3 3 2 114 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 114 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 114 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 114 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 114 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 114 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 114 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 114 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 114 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 114 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 114 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 114 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 114 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 114 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 114 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 114 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 114 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 114 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 114 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 115 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 115 1 dws SO: the, Input: [d]
1 3 3 2 115 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 17ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 19ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 21ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 25ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 28ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 30ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 115 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 115 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 115 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 115 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 115 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 115 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 115 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 115 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 115 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 115 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 115 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 115 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 115 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 115 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 115 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 115 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 115 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 115 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 115 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 115 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 115 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 115 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 115 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 115 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 115 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 115 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 115 58ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 115 59ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 115 60ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 115 61ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 116 1 dws SO: the, Input: [d]
1 3 3 2 116 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 116 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 116 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 116 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 116 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 116 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 116 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 116 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 116 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 116 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 116 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 116 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 116 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 116 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 116 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 116 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 116 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 116 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 116 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 116 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 116 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 117 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 117 1 dws SO: the, Input: [d]
1 3 3 2 117 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 117 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 117 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 117 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 117 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 117 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 117 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 117 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 117 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 117 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 117 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 117 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 117 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 117 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 117 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 117 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 117 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 117 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 117 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 118 1 dws SO: the, Input: [d]
1 3 3 2 118 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 118 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 118 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 118 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 118 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 118 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 118 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 118 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 118 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 118 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 118 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 118 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 118 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 118 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 118 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 118 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 118 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 118 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 118 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 119 1 dws SO: the, Input: [d]
1 3 3 2 119 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 15ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 119 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 119 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 119 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 119 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 119 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 119 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 119 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 119 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 119 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 119 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 119 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 119 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 119 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 119 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 119 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 119 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 119 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 119 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 119 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 119 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 119 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 119 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 119 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 119 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 119 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 119 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1110ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 11101 dws SO: the, Input: [d]
1 3 3 2 11102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11109 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111017ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111018ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 111026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 111030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 111034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 111038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1111ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 11111 dws SO: the, Input: [d]
1 3 3 2 11112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111115ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111116ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 111122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 111126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 111130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 111134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 11121 dws SO: the, Input: [d]
1 3 3 2 11122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11127 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111215ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111216ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 111222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 111226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 111230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 111234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 11131 dws SO: the, Input: [d]
1 3 3 2 11132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111311ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111313ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111314ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111316ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111317ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111318ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 111325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 111330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 111334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 111338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 111342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 11141 dws SO: the, Input: [d]
1 3 3 2 11142 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11145 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11146 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11147 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11148 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11149 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111410ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111412ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111413ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111414ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111416ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111417ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111418ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111419ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111420ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111421ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 111422ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111423ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111424ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111425ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 111426ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111427ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111428ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111429ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 111430ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111431ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111432ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111433ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 111434ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111435ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111436ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111437ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 11151 dws SO: the, Input: [d]
1 3 3 2 11152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11159 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111518ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 111526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 111530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 111534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 111538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1116ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 11161 dws SO: the, Input: [d]
1 3 3 2 11162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11167 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111616ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 111622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 111626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 111630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 111634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 11171 dws SO: the, Input: [d]
1 3 3 2 11172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11177 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 11179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111716ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 111720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 111722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 111726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 111730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 111734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 111735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 111736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 111737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1118ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 11181 dws SO: the, Input: [d]
1 3 3 2 11182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 11183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 11184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 11185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1119ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 11191 dws SO: the, Input: [d]
1 3 3 2 1120ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 11201 dws SO: the, Input: [d]
1 3 3 2 1121ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 11211 dws SO: the, Input: [d]
1 3 3 2 11212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 11213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 11214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 11215 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 11216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 11217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 11218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 11219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 112110ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 112111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 112112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 112113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 112114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 112115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 112116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 112117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 112118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 112119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 112120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 112121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 112122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 112123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 112124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 112125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 1122ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 11221 dws SO: the, Input: [d]
1 3 3 2 11222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 11223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 11224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 11225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1123ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 11231 dws SO: the, Input: [d]
1 3 3 2 1124ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 11241 dws SO: the, Input: [d]
1 3 3 2 1125ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 11251 dws SO: the, Input: [d]
1 3 3 2 11252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 11253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 11254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 11255 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 11256 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 11257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 11258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 11259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 112510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 112511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 112512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 112513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 112514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 112515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 112516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 112517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 1126ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 11261 dws SO: the, Input: [d]
1 3 3 2 11262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 11263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 11264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 11265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1127ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 11271 dws SO: the, Input: [d]
1 3 3 2 1128ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 11281 dws SO: the, Input: [d]
1 3 3 2 1129ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 11291 dws SO: the, Input: [d]
1 3 3 2 11292 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 11293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 11294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 11295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 11296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 11297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 11298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 11299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 1130ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 11301 dws SO: the, Input: [d]
1 3 3 2 1131ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 11311 dws SO: the, Input: [d]
1 3 3 2 11312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 11313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 11314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 11315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1132ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 11321 dws SO: the, Input: [d]
1 3 3 2 1133ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 11331 dws SO: the, Input: [d]
1 3 3 2 12ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 121 dws SO: the, Input: [d]
1 3 3 2 121 1 esm SO: {the,d}, Input: []
1 3 3 2 121 2 epm SO: <the,d>, Input: []
1 3 3 2 121 3 epm SO: <d,the>, Input: []
1 3 3 2 122 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 122 1 dws SO: the, Input: [d]
1 3 3 2 122 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 122 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 122 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 122 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 122 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 122 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 122 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 122 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 122 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 122 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 122 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 122 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 122 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 122 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 122 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 122 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 122 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 123 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 123 1 dws SO: the, Input: [d]
1 3 3 2 123 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 15ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 16ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 123 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 123 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 123 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 123 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 123 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 123 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 123 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 123 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 123 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 123 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 123 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 123 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 123 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 123 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 123 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 123 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 123 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 123 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 123 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 123 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 123 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 123 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 123 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 123 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 123 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 123 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 123 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 123 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 124 1 dws SO: the, Input: [d]
1 3 3 2 124 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 124 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 124 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 124 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 124 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 124 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 124 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 124 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 124 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 124 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 124 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 124 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 124 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 124 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 124 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 124 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 124 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 124 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 124 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 125 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 125 1 dws SO: the, Input: [d]
1 3 3 2 125 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 125 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 125 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 125 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 125 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 125 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 125 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 125 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 125 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 125 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 125 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 125 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 125 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 125 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 125 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 125 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 125 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 126 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 126 1 dws SO: the, Input: [d]
1 3 3 2 126 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 14ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 126 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 126 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 126 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 126 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 126 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 126 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 126 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 126 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 126 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 126 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 126 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 126 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 126 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 126 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 126 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 126 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 127 1 dws SO: the, Input: [d]
1 3 3 2 127 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 11ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 127 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 127 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 127 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 127 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 127 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 127 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 127 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 127 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 127 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 127 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 127 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 127 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 127 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 127 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 127 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 127 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 127 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 127 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 127 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 127 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 127 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 127 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 127 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 127 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 128 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 128 1 dws SO: the, Input: [d]
1 3 3 2 128 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 128 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 128 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 128 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 128 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 128 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 128 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 128 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 128 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 128 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 128 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 128 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 128 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 128 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 128 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 128 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 128 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 128 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 128 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 129 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 129 1 dws SO: the, Input: [d]
1 3 3 2 129 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 129 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 129 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 129 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 129 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 129 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 129 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 129 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 129 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 129 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 129 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 129 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 129 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 129 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 129 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 129 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 129 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1210ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 12101 dws SO: the, Input: [d]
1 3 3 2 12102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12103 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121013ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121014ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 121020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 121022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 121026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 121030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 12111 dws SO: the, Input: [d]
1 3 3 2 12112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12115 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12117 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12118 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121110ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121111ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121112ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121114ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121115ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121116ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121120ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121122ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 121123ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121124ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121125ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121126ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121127ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 121128ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121129ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 121130ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121131ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121132ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121133ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 121134ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121135ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121136ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121137ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 121138ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121139ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121140ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121141ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1212ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 12121 dws SO: the, Input: [d]
1 3 3 2 12122 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12123 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12124 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12126 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12127 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12128 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121210ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121211ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121212ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121214ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121215ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121216ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121217ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121218ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121219ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 121220ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121221ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 121222ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121223ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121224ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121225ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 121226ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121227ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121228ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121229ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 121230ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121231ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121232ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121233ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1213ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 12131 dws SO: the, Input: [d]
1 3 3 2 12132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12135 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121316ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 121324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 121326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 121330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 121334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1214ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 12141 dws SO: the, Input: [d]
1 3 3 2 12142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12143 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121413ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121414ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 121420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 121422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 121426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 121430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1215ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 12151 dws SO: the, Input: [d]
1 3 3 2 12152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12153 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 12159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121514ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 121518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 121520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 121522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 121526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 121530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 121531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 121532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 121533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1216ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 12161 dws SO: the, Input: [d]
1 3 3 2 1217ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 12171 dws SO: the, Input: [d]
1 3 3 2 12172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 12173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 12174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 12175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 12176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 12177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 12178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 12179 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 121710ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 121711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 121712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 121713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 121714ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 121715ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 121716ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 121717ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 121718ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 121719ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 121720ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 121721ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 121722ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 121723ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 121724ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 121725ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 1218ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 12181 dws SO: the, Input: [d]
1 3 3 2 12182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 12183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 12184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 12185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1219ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 12191 dws SO: the, Input: [d]
1 3 3 2 1220ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 12201 dws SO: the, Input: [d]
1 3 3 2 1221ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 12211 dws SO: the, Input: [d]
1 3 3 2 12212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 12213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 12214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 12215 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 12216 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 12217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 12218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 12219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 122110ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 122111ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 122112ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 122113ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 122114ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 122115ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 122116ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 122117ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 1222ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 12221 dws SO: the, Input: [d]
1 3 3 2 12222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 12223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 12224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 12225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1223ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 12231 dws SO: the, Input: [d]
1 3 3 2 1224ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 12241 dws SO: the, Input: [d]
1 3 3 2 1225ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 12251 dws SO: the, Input: [d]
1 3 3 2 12252 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 12253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 12254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 12255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 12256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 12257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 12258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 12259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 1226ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 12261 dws SO: the, Input: [d]
1 3 3 2 1227ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 12271 dws SO: the, Input: [d]
1 3 3 2 12272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 12273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 12274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 12275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1228ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 12281 dws SO: the, Input: [d]
1 3 3 2 1229ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 12291 dws SO: the, Input: [d]
1 3 3 2 13ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 2 131 dws SO: the, Input: [d]
1 3 3 2 131 1 esm SO: {the,d}, Input: []
1 3 3 2 131 2 epm SO: <the,d>, Input: []
1 3 3 2 131 3 epm SO: <d,the>, Input: []
1 3 3 2 132 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 132 1 dws SO: the, Input: [d]
1 3 3 2 132 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 132 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 132 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 132 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 132 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 132 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 132 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 132 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 132 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 132 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 132 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 132 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 132 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 132 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 132 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 132 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 132 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 133 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 133 1 dws SO: the, Input: [d]
1 3 3 2 133 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 133 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 133 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 133 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 133 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 133 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 133 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 133 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 133 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 133 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 133 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 133 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 133 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 133 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 133 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 133 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 133 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 133 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 133 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 133 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 133 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 133 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 133 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 133 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 133 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 133 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 133 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 133 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 133 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 134 1 dws SO: the, Input: [d]
1 3 3 2 134 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 134 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 134 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 134 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 134 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 134 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 134 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 134 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 134 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 134 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 134 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 134 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 134 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 134 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 134 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 134 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 134 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 134 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 134 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 135 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 135 1 dws SO: the, Input: [d]
1 3 3 2 135 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 135 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 135 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 135 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 135 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 135 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 135 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 135 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 135 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 135 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 135 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 135 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 135 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 135 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 135 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 135 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 135 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 136 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 136 1 dws SO: the, Input: [d]
1 3 3 2 136 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 136 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 136 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 136 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 136 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 136 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 136 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 136 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 136 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 136 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 136 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 136 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 136 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 136 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 136 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 136 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 136 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 137 1 dws SO: the, Input: [d]
1 3 3 2 137 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 137 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 137 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 137 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 137 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 137 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 137 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 137 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 137 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 137 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 137 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 137 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 137 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 137 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 137 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 137 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 137 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 137 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 137 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 137 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 137 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 137 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 137 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 137 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 137 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 138 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 138 1 dws SO: the, Input: [d]
1 3 3 2 138 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 138 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 138 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 138 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 138 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 138 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 138 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 138 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 138 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 138 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 138 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 138 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 138 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 138 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 138 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 138 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 138 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 138 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 138 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 139 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 139 1 dws SO: the, Input: [d]
1 3 3 2 139 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 139 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 139 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 139 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 139 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 139 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 139 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 139 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 139 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 139 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 139 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 139 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 139 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 139 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 139 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 139 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 139 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1310ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 13101 dws SO: the, Input: [d]
1 3 3 2 13102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131014ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 131020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 131022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 131026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 131030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 13111 dws SO: the, Input: [d]
1 3 3 2 13112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131110ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131111ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131112ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131114ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131115ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131122ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 131123ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131124ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131125ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131126ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131127ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 131128ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131129ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 131130ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131131ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131132ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131133ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 131134ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131135ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131136ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131137ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 131138ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131139ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131140ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131141ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1312ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 13121 dws SO: the, Input: [d]
1 3 3 2 13122 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13124 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13126 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13127 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13128 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131210ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131211ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131212ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131214ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131215ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131216ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131217ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131218ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131219ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 131220ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131221ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 131222ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131223ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131224ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131225ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 131226ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131227ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131228ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131229ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 131230ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131231ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131232ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131233ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 13131 dws SO: the, Input: [d]
1 3 3 2 13132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131316ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 131324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 131326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 131330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 131334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1314ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 13141 dws SO: the, Input: [d]
1 3 3 2 13142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131414ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 131420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 131422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 131426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 131430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1315ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 2 13151 dws SO: the, Input: [d]
1 3 3 2 13152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 13159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131514ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 2 131518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 2 131520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 131522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 131526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 131530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 131531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 131532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 2 131533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 2 1316ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 13161 dws SO: the, Input: [d]
1 3 3 2 1317ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 2 13171 dws SO: the, Input: [d]
1 3 3 2 13172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 13173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 13174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 13175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 13176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 13177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 13178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 13179 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 131710ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 131711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 131712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 131713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 2 131714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 131715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 131716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 131717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 131718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 131719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 131720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 131721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 131722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 131723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 131724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 2 131725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 2 1318ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 13181 dws SO: the, Input: [d]
1 3 3 2 13182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 13183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 13184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 13185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1319ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 13191 dws SO: the, Input: [d]
1 3 3 2 1320ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 13201 dws SO: the, Input: [d]
1 3 3 2 1321ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 13211 dws SO: the, Input: [d]
1 3 3 2 13212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 13213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 13214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 13215 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 13216 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 13217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 13218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 13219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 132110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 132111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 132112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 132113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 132114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 132115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 132116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 132117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 1322ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 13221 dws SO: the, Input: [d]
1 3 3 2 13222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 13223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 13224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 13225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1323ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 13231 dws SO: the, Input: [d]
1 3 3 2 1324ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 13241 dws SO: the, Input: [d]
1 3 3 2 1325ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 13251 dws SO: the, Input: [d]
1 3 3 2 13252 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 13253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 13254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 13255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 13256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 13257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 13258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 13259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 1326ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 13261 dws SO: the, Input: [d]
1 3 3 2 1327ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 13271 dws SO: the, Input: [d]
1 3 3 2 13272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 13273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 13274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 13275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1328ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 2 13281 dws SO: the, Input: [d]
1 3 3 2 1329ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 2 13291 dws SO: the, Input: [d]
1 3 3 2 14ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 141 dws SO: the, Input: [d]
1 3 3 2 141 1 esm SO: {the,d}, Input: []
1 3 3 2 141 2 epm SO: <the,d>, Input: []
1 3 3 2 141 3 epm SO: <d,the>, Input: []
1 3 3 2 142 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 142 1 dws SO: the, Input: [d]
1 3 3 2 142 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 142 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 142 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 142 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 142 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 2 142 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 2 142 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 2 142 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 2 143 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 143 1 dws SO: the, Input: [d]
1 3 3 2 143 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 143 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 143 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 143 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 143 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 2 143 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 2 143 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 2 143 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 2 144 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 144 1 dws SO: the, Input: [d]
1 3 3 2 145 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 145 1 dws SO: the, Input: [d]
1 3 3 2 15ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 2 151 dws SO: the, Input: [d]
1 3 3 2 151 1 esm SO: {the,d}, Input: []
1 3 3 2 151 2 epm SO: <the,d>, Input: []
1 3 3 2 151 3 epm SO: <d,the>, Input: []
1 3 3 2 16ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 2 161 dws SO: the, Input: [d]
1 3 3 2 161 1 esm SO: {the,d}, Input: []
1 3 3 2 161 2 epm SO: <the,d>, Input: []
1 3 3 2 161 3 epm SO: <d,the>, Input: []
1 3 3 2 17ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 2 171 dws SO: the, Input: [d]
1 3 3 2 171 1 esm SO: {the,d}, Input: []
1 3 3 2 171 2 epm SO: <the,d>, Input: []
1 3 3 2 171 3 epm SO: <d,the>, Input: []
1 3 3 2 172 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 172 1 dws SO: the, Input: [d]
1 3 3 2 172 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 5 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 6 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 7 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 8 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 10ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 11ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 12ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 13ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 172 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 172 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 172 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 172 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 2 172 18ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 172 19ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 172 20ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 172 21ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 172 22ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 172 23ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 172 24ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 172 25ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 173 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 173 1 dws SO: the, Input: [d]
1 3 3 2 173 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 173 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 173 4 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 173 5 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 173 6 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 173 7 ism SO: {{n!case,{book,n!case}},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 173 8 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 173 9 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 173 10ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 173 11ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 173 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 173 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 2 173 14ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 173 15ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 173 16ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 173 17ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 173 18ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 173 19ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 173 20ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 173 21ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 174 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 174 1 dws SO: the, Input: [d]
1 3 3 2 174 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 174 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 174 4 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 174 5 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 174 6 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 174 7 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 174 8 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 174 9 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 174 10ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 174 11ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 174 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 174 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 2 174 14ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 174 15ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 174 16ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 174 17ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 174 18ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 174 19ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 174 20ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 174 21ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 175 1 dws SO: the, Input: [d]
1 3 3 2 175 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 3 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 5 ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 6 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 7 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 9 ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 10ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 12ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 13ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 14ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 15ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 175 16ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 175 17ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 175 18ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 175 19ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 175 20ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 175 21ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 2 175 22ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 175 23ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 175 24ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 175 25ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 175 26ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 175 27ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 175 28ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 175 29ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 176 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 176 1 dws SO: the, Input: [d]
1 3 3 2 176 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 176 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 176 4 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 176 5 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 176 6 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 176 7 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 176 8 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 176 9 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 176 10ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 176 11ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 176 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 176 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 2 176 14ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 176 15ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 176 16ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 176 17ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 176 18ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 176 19ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 176 20ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 176 21ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 177 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 177 1 dws SO: the, Input: [d]
1 3 3 2 177 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 5 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 6 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 7 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 8 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 10ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 11ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 12ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 13ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 177 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 177 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 177 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 177 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 2 177 18ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 177 19ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 177 20ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 177 21ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 177 22ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 177 23ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 177 24ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 177 25ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 178 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 178 1 dws SO: the, Input: [d]
1 3 3 2 178 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 178 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 178 4 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 178 5 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 178 6 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 178 7 ism SO: {{n!case,{book,n!case}},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 178 8 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 178 9 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 178 10ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 178 11ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 178 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 178 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 2 178 14ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 178 15ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 178 16ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 178 17ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 178 18ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 178 19ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 178 20ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 178 21ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 179 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 2 179 1 dws SO: the, Input: [d]
1 3 3 2 179 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 179 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 179 4 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 179 5 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 179 6 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 179 7 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 179 8 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 179 9 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 179 10ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 179 11ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 2 179 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 179 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 2 179 14ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 179 15ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 179 16ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 179 17ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 179 18ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 179 19ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 179 20ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 2 179 21ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 2 1710ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 17101 dws SO: the, Input: [d]
1 3 3 2 17102 ism SO: {book,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 2 17103 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 2 17104 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 17105 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1711ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 17111 dws SO: the, Input: [d]
1 3 3 2 1712ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 17121 dws SO: the, Input: [d]
1 3 3 2 1713ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 17131 dws SO: the, Input: [d]
1 3 3 2 17132 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 17133 ism SO: {{book,n!case},<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 17134 ism SO: {book,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 17135 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 17136 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 17137 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 17138 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 17139 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 1714ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 17141 dws SO: the, Input: [d]
1 3 3 2 1715ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 17151 dws SO: the, Input: [d]
1 3 3 2 17152 ism SO: {book,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 2 17153 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 2 17154 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 17155 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 1716ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 2 17161 dws SO: the, Input: [d]
1 3 3 2 1717ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 2 17171 dws SO: the, Input: [d]
1 3 3 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 181 dws SO: the, Input: [d]
1 3 3 2 181 1 esm SO: {the,d}, Input: []
1 3 3 2 181 2 epm SO: <the,d>, Input: []
1 3 3 2 181 3 epm SO: <d,the>, Input: []
1 3 3 2 182 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 182 1 dws SO: the, Input: [d]
1 3 3 2 182 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 182 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 182 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 182 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 182 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 2 182 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 2 182 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 2 182 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 2 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 183 1 dws SO: the, Input: [d]
1 3 3 2 183 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 183 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 183 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 183 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 183 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 2 183 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 2 183 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 2 183 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 2 184 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 184 1 dws SO: the, Input: [d]
1 3 3 2 185 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 185 1 dws SO: the, Input: [d]
1 3 3 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 2 191 dws SO: the, Input: [d]
1 3 3 2 191 1 esm SO: {the,d}, Input: []
1 3 3 2 191 2 epm SO: <the,d>, Input: []
1 3 3 2 191 3 epm SO: <d,the>, Input: []
1 3 3 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 2 201 dws SO: the, Input: [d]
1 3 3 2 201 1 esm SO: {the,d}, Input: []
1 3 3 2 201 2 epm SO: <the,d>, Input: []
1 3 3 2 201 3 epm SO: <d,the>, Input: []
1 3 3 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 2 211 dws SO: the, Input: [d]
1 3 3 2 211 1 esm SO: {the,d}, Input: []
1 3 3 2 211 2 epm SO: <the,d>, Input: []
1 3 3 2 211 3 epm SO: <d,the>, Input: []
1 3 3 2 212 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 212 1 dws SO: the, Input: [d]
1 3 3 2 212 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 212 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 212 4 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 212 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 212 6 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 212 7 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 212 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 2 212 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 2 212 10ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 2 212 11ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 212 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 2 212 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 2 213 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 213 1 dws SO: the, Input: [d]
1 3 3 2 213 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 213 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 213 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 213 5 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 213 6 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 213 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 213 8 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 213 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 213 10ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 213 11ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 2 213 12ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 2 213 13ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 2 213 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 2 213 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 213 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 2 213 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 2 214 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 214 1 dws SO: the, Input: [d]
1 3 3 2 214 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 214 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 214 4 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 214 5 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 214 6 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 214 7 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 214 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 2 214 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 2 214 10ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 2 214 11ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 214 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 2 214 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 2 215 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 2 215 1 dws SO: the, Input: [d]
1 3 3 2 215 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 215 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 215 4 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 215 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 215 6 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 215 7 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 2 215 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 2 215 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 2 215 10ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 2 215 11ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 2 215 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 2 215 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 2 216 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 216 1 dws SO: the, Input: [d]
1 3 3 2 217 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 2 217 1 dws SO: the, Input: [d]
1 3 3 2 217 2 ism SO: {book,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 2 217 3 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 2 217 4 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 217 5 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 218 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 2 218 1 dws SO: the, Input: [d]
1 3 3 2 219 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 2 219 1 dws SO: the, Input: [d]
1 3 3 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 2 221 dws SO: the, Input: [d]
1 3 3 2 221 1 esm SO: {the,d}, Input: []
1 3 3 2 221 2 epm SO: <the,d>, Input: []
1 3 3 2 221 3 epm SO: <d,the>, Input: []
1 3 3 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 2 231 dws SO: the, Input: [d]
1 3 3 2 231 1 esm SO: {the,d}, Input: []
1 3 3 2 231 2 epm SO: <the,d>, Input: []
1 3 3 2 231 3 epm SO: <d,the>, Input: []
1 3 3 2 232 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 232 1 dws SO: the, Input: [d]
1 3 3 2 232 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 232 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 232 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 232 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 232 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 2 232 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 2 232 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 2 232 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 2 233 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 2 233 1 dws SO: the, Input: [d]
1 3 3 2 233 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 233 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 233 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 233 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 2 233 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 2 233 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 2 233 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 2 233 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 2 234 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 2 234 1 dws SO: the, Input: [d]
1 3 3 2 235 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 2 235 1 dws SO: the, Input: [d]
1 3 3 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 2 241 dws SO: the, Input: [d]
1 3 3 2 241 1 esm SO: {the,d}, Input: []
1 3 3 2 241 2 epm SO: <the,d>, Input: []
1 3 3 2 241 3 epm SO: <d,the>, Input: []
1 3 3 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 2 251 dws SO: the, Input: [d]
1 3 3 2 251 1 esm SO: {the,d}, Input: []
1 3 3 2 251 2 epm SO: <the,d>, Input: []
1 3 3 2 251 3 epm SO: <d,the>, Input: []
1 3 3 3 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 3 3 1 dws SO: the, Input: [d]
1 3 3 3 1 1 esm SO: {the,d}, Input: []
1 3 3 3 1 1 1 uws SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 3 1 2 epm SO: <the,d>, Input: []
1 3 3 3 1 2 1 uws SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 3 1 3 epm SO: <d,the>, Input: []
1 3 3 3 1 3 1 uws SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 3 2 1 dws SO: the, Input: [d]
1 3 3 3 2 1 1 esm SO: {the,d}, Input: []
1 3 3 3 2 1 2 epm SO: <the,d>, Input: []
1 3 3 3 2 1 3 epm SO: <d,the>, Input: []
1 3 3 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 1 dws SO: the, Input: [d]
1 3 3 3 2 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 2 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 2 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 2 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 2 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 2 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 2 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 2 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 2 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 2 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 2 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 2 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 2 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 2 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 2 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 3 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 1 dws SO: the, Input: [d]
1 3 3 3 2 3 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 13ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 14ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 3 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 3 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 3 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 3 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 3 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 3 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 3 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 3 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 3 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 3 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 3 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 3 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 3 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 3 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 3 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 3 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 3 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 3 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 3 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 3 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 3 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 3 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 3 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 3 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 1 dws SO: the, Input: [d]
1 3 3 3 2 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 4 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 4 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 4 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 4 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 4 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 4 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 4 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 4 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 4 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 4 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 4 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 4 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 4 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 4 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 1 dws SO: the, Input: [d]
1 3 3 3 2 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 11ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 1 dws SO: the, Input: [d]
1 3 3 3 2 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 5 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 14ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 1 dws SO: the, Input: [d]
1 3 3 3 2 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 7 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 7 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 7 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 7 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 7 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 7 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 7 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 7 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 7 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 7 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 7 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 7 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 7 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 7 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 1 dws SO: the, Input: [d]
1 3 3 3 2 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 12ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 1 dws SO: the, Input: [d]
1 3 3 3 2 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 7 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 13ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 18ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 9 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 9 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 9 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 9 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 9 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 9 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 9 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 9 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 9 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 9 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 9 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 9 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 9 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 9 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 9 34ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 9 35ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 9 36ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 9 37ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 101 dws SO: the, Input: [d]
1 3 3 3 2 102 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 103 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 104 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 106 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 108 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 109 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1010ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1011ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1012ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1013ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1014ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1015ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1016ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 1017ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 1018ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1019ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 1020ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1021ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 1022ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1023ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1024ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 1025ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 1026ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 1027ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1028ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1029ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 111 dws SO: the, Input: [d]
1 3 3 3 2 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 115 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1114ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 12ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 121 dws SO: the, Input: [d]
1 3 3 3 2 122 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 123 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 124 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 126 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 129 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1211ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1212ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1214ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1216ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1217ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 1218ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1219ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 1220ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1221ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 1222ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1223ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1224ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 1225ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 1226ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 1227ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1228ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1229ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 13ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 2 131 dws SO: the, Input: [d]
1 3 3 3 2 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 133 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1311ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1312ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 2 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 2 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 2 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 14ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 2 141 dws SO: the, Input: [d]
1 3 3 3 2 15ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 2 151 dws SO: the, Input: [d]
1 3 3 3 2 152 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 2 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 2 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 2 155 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 2 156 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 2 157 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 2 158 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 2 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 2 1510ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 2 1511ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 2 1512ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 2 1513ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 1514ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1515ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 2 1516ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 2 1517ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 1518ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 2 1519ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1520ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 2 1521ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 2 16ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 2 161 dws SO: the, Input: [d]
1 3 3 3 2 17ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 2 171 dws SO: the, Input: [d]
1 3 3 3 2 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 2 173 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 2 174 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 2 175 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 2 176 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 2 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 2 178 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 2 179 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 2 1710ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1711ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 2 1712ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 2 1713ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 1714ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 2 1715ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 1716ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 2 1717ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 2 18ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 181 dws SO: the, Input: [d]
1 3 3 3 2 182 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 2 183 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 2 184 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 2 185 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 2 19ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 2 191 dws SO: the, Input: [d]
1 3 3 3 2 20ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 201 dws SO: the, Input: [d]
1 3 3 3 2 21ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 2 211 dws SO: the, Input: [d]
1 3 3 3 2 212 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 2 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 2 214 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 2 215 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 2 216 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 2 217 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 218 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 2 219 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 2 22ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 221 dws SO: the, Input: [d]
1 3 3 3 2 23ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 2 231 dws SO: the, Input: [d]
1 3 3 3 2 232 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 2 233 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 2 234 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 2 235 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 2 24ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 2 241 dws SO: the, Input: [d]
1 3 3 3 2 25ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 2 251 dws SO: the, Input: [d]
1 3 3 3 3 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 3 3 1 dws SO: the, Input: [d]
1 3 3 3 3 1 1 esm SO: {the,d}, Input: []
1 3 3 3 3 1 2 epm SO: <the,d>, Input: []
1 3 3 3 3 1 3 epm SO: <d,the>, Input: []
1 3 3 3 3 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 1 dws SO: the, Input: [d]
1 3 3 3 3 2 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 11ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 12ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 13ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 17ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 21ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 24ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 25ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 26ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 28ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 29ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 30ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 31ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 2 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 2 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 2 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 2 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 2 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 2 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 2 54ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2 55ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2 56ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2 57ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 2 58ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2 59ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2 60ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2 61ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 1 dws SO: the, Input: [d]
1 3 3 3 3 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 16ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 3 26ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 3 27ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 3 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 3 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 3 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 3 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 3 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 3 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 3 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 3 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 3 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 3 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 3 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 3 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 3 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 3 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 3 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 3 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 3 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 3 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 3 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 3 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 3 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 3 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 1 dws SO: the, Input: [d]
1 3 3 3 3 4 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 14ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 19ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 21ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 22ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 23ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 4 24ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 4 25ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 4 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 4 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 4 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 4 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 4 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 4 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 4 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 4 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 4 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 4 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 4 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 4 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 4 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 4 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 4 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 4 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 4 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 4 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 4 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 4 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 1 dws SO: the, Input: [d]
1 3 3 3 3 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 14ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 19ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 22ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 23ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 5 24ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 5 25ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 5 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 5 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 5 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 5 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 5 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 5 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 5 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 5 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 5 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 5 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 5 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 5 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 5 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 5 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 5 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 5 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 5 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 5 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 5 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 5 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 1 dws SO: the, Input: [d]
1 3 3 3 3 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 5 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 7 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 9 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 10ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 11ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 15ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 17ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 18ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 20ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 21ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 22ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 24ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 26ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 27ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 6 28ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 6 29ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 6 30ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 6 31ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 6 32ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 6 33ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 6 34ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 6 35ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 6 36ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 6 37ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 6 38ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 6 39ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 6 40ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 6 41ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 6 42ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 6 43ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 6 44ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 6 45ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 6 46ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 6 47ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 6 48ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 6 49ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 6 50ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 6 51ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 6 52ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 6 53ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 1 dws SO: the, Input: [d]
1 3 3 3 3 7 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 14ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 19ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 22ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 23ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 7 24ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 7 25ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 7 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 7 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 7 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 7 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 7 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 7 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 7 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 7 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 7 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 7 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 7 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 7 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 7 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 7 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 7 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 7 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 7 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 7 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 7 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 7 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 1 dws SO: the, Input: [d]
1 3 3 3 3 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 16ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 8 26ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 8 27ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 8 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 8 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 8 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 8 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 8 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 8 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 8 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 8 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 8 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 8 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 8 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 8 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 8 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 8 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 8 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 8 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 8 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 8 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 8 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 8 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 8 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 8 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 1 dws SO: the, Input: [d]
1 3 3 3 3 9 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 14ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 19ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 21ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 22ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 23ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 9 24ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 9 25ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 9 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 9 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 9 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 9 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 9 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 9 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 9 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 9 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 9 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 9 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 9 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 9 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 9 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 9 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 9 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 9 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 9 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 9 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 9 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 9 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 101 dws SO: the, Input: [d]
1 3 3 3 3 102 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 103 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 104 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 106 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 107 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 108 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 109 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1011ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1012ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1013ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1014ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1017ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1018ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1019ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1020ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1021ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1022ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1023ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1024ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1025ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 1026ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1027ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1028ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1029ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1030ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1031ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1032ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1033ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1034ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1035ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 1036ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1037ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1038ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1039ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1040ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1041ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1042ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1043ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1044ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1045ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 11ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 111 dws SO: the, Input: [d]
1 3 3 3 3 112 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 113 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 114 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 115 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 116 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 117 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 118 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 119 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1110ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1111ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1112ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1113ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1114ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1115ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1116ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1117ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1118ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1119ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1120ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1121ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1122ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1123ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1124ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1125ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1126ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1127ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1128ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1129ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1130ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1131ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1132ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1133ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1134ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 1135ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1136ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1137ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1138ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1139ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1140ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1141ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1142ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1143ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1144ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1145ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 1146ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1147ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1148ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1149ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1150ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1151ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1152ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1153ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1154ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1155ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 1156ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1157ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1158ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1159ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1160ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1161ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1162ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1163ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1164ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1165ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 121 dws SO: the, Input: [d]
1 3 3 3 3 122 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 123 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 124 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 125 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 126 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 127 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 128 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 129 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1210ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1211ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1212ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1213ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1214ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1216ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1217ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1218ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1219ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1220ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1221ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1222ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1223ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1224ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1225ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 1226ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1227ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1228ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1229ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1230ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1231ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1232ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1233ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1234ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1235ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 1236ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1237ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1238ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1239ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1240ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1241ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1242ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1243ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1244ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1245ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 131 dws SO: the, Input: [d]
1 3 3 3 3 132 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 133 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 134 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 135 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 136 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 137 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 138 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 139 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1310ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1311ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1312ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1313ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1314ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1315ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1316ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1317ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1318ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1319ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1320ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1321ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1322ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1323ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1324ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1325ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1326ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1327ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1328ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1329ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1330ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1331ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1332ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1333ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1334ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1335ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1336ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1337ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1338ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1339ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1340ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1341ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 1342ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1343ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1344ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1345ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1346ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1347ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1348ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1349ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1350ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1351ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 1352ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1353ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1354ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1355ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1356ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1357ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1358ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1359ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1360ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1361ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 141 dws SO: the, Input: [d]
1 3 3 3 3 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 143 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 145 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 146 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 148 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1410ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1411ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1413ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1415ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1416ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1417ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1419ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1421ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1422ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1423ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1424ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1425ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1426ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1427ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1428ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1429ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 1430ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1431ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1432ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1433ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1434ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1435ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1436ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1437ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1438ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1439ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 1440ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1441ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1442ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1443ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1444ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1445ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1446ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1447ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1448ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1449ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 151 dws SO: the, Input: [d]
1 3 3 3 3 152 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 153 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 154 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 155 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 156 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 157 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 158 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 159 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1510ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1511ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1512ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1513ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1514ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1515ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1516ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1517ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1518ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1519ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1520ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1521ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1522ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1523ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1524ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1525ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 1526ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1527ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1528ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1529ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1530ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1531ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1532ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1533ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1534ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1535ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 1536ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1537ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1538ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1539ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1540ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1541ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1542ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1543ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1544ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1545ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 161 dws SO: the, Input: [d]
1 3 3 3 3 162 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 163 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 164 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 166 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 167 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 168 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 169 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1611ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1612ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1613ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1614ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1615ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1617ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1618ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1619ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1620ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1621ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1622ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1623ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1624ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1625ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 1626ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1627ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1628ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1629ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1630ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1631ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1632ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1633ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1634ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1635ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 1636ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1637ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1638ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1639ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1640ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1641ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1642ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1643ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1644ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1645ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 17ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 171 dws SO: the, Input: [d]
1 3 3 3 3 172 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 173 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 174 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 175 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 176 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 177 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 178 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 179 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1710ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1711ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1712ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1713ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1714ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1715ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1716ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1717ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1718ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1719ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1720ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1721ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1722ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1723ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1724ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1725ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1726ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1727ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1728ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1729ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1730ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1731ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1732ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1733ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 1734ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1735ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1736ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1737ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1738ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1739ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1740ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1741ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1742ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1743ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 1744ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1745ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1746ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1747ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1748ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1749ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1750ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1751ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1752ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1753ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 181 dws SO: the, Input: [d]
1 3 3 3 3 182 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 183 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 184 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 185 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 186 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 187 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 188 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 189 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1810ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1811ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1812ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1813ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1814ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1815ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1816ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1817ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1818ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1819ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1820ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1821ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1822ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1823ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1824ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1825ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 1826ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1827ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1828ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1829ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1830ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1831ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1832ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1833ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1834ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1835ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 1836ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1837ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1838ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1839ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1840ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1841ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1842ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1843ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1844ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1845ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 19ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 191 dws SO: the, Input: [d]
1 3 3 3 3 192 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 193 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 194 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 195 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 196 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 197 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 198 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 199 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1910ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1911ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1912ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1913ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1914ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1915ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1916ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1917ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1918ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1919ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1920ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1921ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1922ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1923ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1924ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1925ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 1926ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1927ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1928ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1929ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 1930ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1931ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1932ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1933ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1934ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1935ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1936ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1937ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1938ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1939ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 1940ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1941ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 1942ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1943ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1944ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1945ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 1946ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 1947ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 1948ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 1949ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 20ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 201 dws SO: the, Input: [d]
1 3 3 3 3 202 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 203 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 204 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 205 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 206 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 207 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 208 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 209 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2010ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2011ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2012ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2013ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2014ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2016ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2017ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2018ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2019ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2020ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2021ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2022ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2023ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2024ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2025ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 2026ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 2027ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2028ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2029ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2030ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 2031ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2032ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2033ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2034ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2035ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 2036ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2037ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 2038ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2039ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2040ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2041ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 2042ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2043ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2044ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2045ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 21ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 3 211 dws SO: the, Input: [d]
1 3 3 3 3 212 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 213 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 214 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 215 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 216 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 217 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 218 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 219 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2110ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2111ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2112ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2113ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2114ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2115ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2116ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2117ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2118ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2119ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2120ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2121ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2122ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2123ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 3 2124ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2125ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 3 2126ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 2127ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2128ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2129ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2130ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 2131ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2132ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2133ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2134ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2135ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 2136ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2137ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 2138ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2139ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2140ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2141ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 2142ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 2143ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2144ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 3 2145ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 22ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 221 dws SO: the, Input: [d]
1 3 3 3 3 222 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 223 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 224 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 225 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 226 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 227 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 228 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 229 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 2210ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2211ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 3 2212ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 2213ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 2214ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 2215ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 2216ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 3 2217ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 23ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 231 dws SO: the, Input: [d]
1 3 3 3 3 232 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 3 233 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 3 234 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 3 235 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 3 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 3 241 dws SO: the, Input: [d]
1 3 3 3 3 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 251 dws SO: the, Input: [d]
1 3 3 3 3 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 261 dws SO: the, Input: [d]
1 3 3 3 3 262 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 3 263 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 3 264 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 3 265 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 3 266 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 267 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 268 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 3 269 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 271 dws SO: the, Input: [d]
1 3 3 3 3 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 281 dws SO: the, Input: [d]
1 3 3 3 3 282 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 3 283 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 3 284 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 3 285 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 3 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 3 291 dws SO: the, Input: [d]
1 3 3 3 3 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 301 dws SO: the, Input: [d]
1 3 3 3 3 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 3 311 dws SO: the, Input: [d]
1 3 3 3 3 312 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 3 313 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 3 314 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 3 315 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 3 316 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 3 317 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 3 318 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 3 319 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 3 3110ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 3 3111ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 3 3112ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 3 3113ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 3114ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 3115ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 3 3116ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 3117ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 3118ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 3119ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 3120ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 3 3121ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 3 321 dws SO: the, Input: [d]
1 3 3 3 3 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 3 331 dws SO: the, Input: [d]
1 3 3 3 3 332 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 333 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 334 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 335 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 336 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 337 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 338 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 339 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 3 3310ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 3311ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 3 3312ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 3313ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 3314ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 3315ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 3316ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 3 3317ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 341 dws SO: the, Input: [d]
1 3 3 3 3 342 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 3 343 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 3 344 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 3 345 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 3 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 3 351 dws SO: the, Input: [d]
1 3 3 3 3 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 361 dws SO: the, Input: [d]
1 3 3 3 3 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 3 371 dws SO: the, Input: [d]
1 3 3 3 3 372 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 3 373 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 3 374 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 3 375 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 3 376 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 377 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 378 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 3 379 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 3 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 381 dws SO: the, Input: [d]
1 3 3 3 3 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 3 391 dws SO: the, Input: [d]
1 3 3 3 3 392 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 3 393 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 3 394 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 3 395 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 3 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 3 401 dws SO: the, Input: [d]
1 3 3 3 3 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 3 411 dws SO: the, Input: [d]
1 3 3 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 3 4 1 dws SO: the, Input: [d]
1 3 3 3 4 1 1 esm SO: {the,d}, Input: []
1 3 3 3 4 1 2 epm SO: <the,d>, Input: []
1 3 3 3 4 1 3 epm SO: <d,the>, Input: []
1 3 3 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 1 dws SO: the, Input: [d]
1 3 3 3 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 5 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 1 dws SO: the, Input: [d]
1 3 3 3 4 3 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 3 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 3 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 3 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 3 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 3 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 3 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 3 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 3 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 3 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 3 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 3 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 3 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 3 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 3 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 3 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 3 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 1 dws SO: the, Input: [d]
1 3 3 3 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 11ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 14ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 16ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 17ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 4 18ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 4 19ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 4 20ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 4 21ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 4 22ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 4 23ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 4 24ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 4 25ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 4 26ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 4 27ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 4 28ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 4 29ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 4 30ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 4 31ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 4 32ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 4 33ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 1 dws SO: the, Input: [d]
1 3 3 3 4 5 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 13ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 14ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 15ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 16ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 17ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 18ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 20ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 21ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 23ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 24ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 25ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 26ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 27ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 5 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 5 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 5 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 5 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 5 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 5 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 5 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 5 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 5 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 5 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 5 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 5 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 5 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 5 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 5 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 5 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 5 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 5 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 5 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 5 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 5 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 5 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 5 50ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 5 51ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 5 52ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 5 53ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 1 dws SO: the, Input: [d]
1 3 3 3 4 6 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 6 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 6 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 6 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 6 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 6 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 6 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 6 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 6 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 6 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 6 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 6 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 6 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 6 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 6 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 6 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 6 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 1 dws SO: the, Input: [d]
1 3 3 3 4 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 11ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 16ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 1 dws SO: the, Input: [d]
1 3 3 3 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 5 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 8 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 8 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 1 dws SO: the, Input: [d]
1 3 3 3 4 9 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 9 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 9 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 9 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 9 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 9 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 9 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 9 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 9 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 9 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 9 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 9 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 9 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 9 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 9 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 9 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 9 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 101 dws SO: the, Input: [d]
1 3 3 3 4 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 103 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 105 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 107 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 108 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1011ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1014ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1016ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1017ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1018ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1019ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 1020ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1021ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1022ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1023ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 1024ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1025ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 1026ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1027ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1028ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1029ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 1030ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1031ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1032ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1033ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 111 dws SO: the, Input: [d]
1 3 3 3 4 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 117 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1111ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1112ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1115ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 12ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 121 dws SO: the, Input: [d]
1 3 3 3 4 122 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 123 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 125 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 126 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 127 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 128 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1211ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1212ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1214ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1216ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1217ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1218ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1219ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 1220ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1221ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1222ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1223ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 1224ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1225ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 1226ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1227ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1228ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1229ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 1230ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1231ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1232ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1233ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 13ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 131 dws SO: the, Input: [d]
1 3 3 3 4 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 133 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 135 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 137 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 139 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1310ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1313ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1318ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1320ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1321ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1322ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1323ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 1324ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1325ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1326ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1327ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 1328ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1329ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 1330ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1331ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1332ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1333ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 1334ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1335ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1336ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1337ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 141 dws SO: the, Input: [d]
1 3 3 3 4 142 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 143 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 145 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 146 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 147 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 148 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1411ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1412ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1414ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1415ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1416ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1417ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1418ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1419ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 1420ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1421ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1422ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1423ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 1424ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1425ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 1426ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1427ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1428ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1429ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 1430ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1431ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1432ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1433ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 15ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 4 151 dws SO: the, Input: [d]
1 3 3 3 4 152 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 153 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 155 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 156 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 157 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 158 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1511ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1512ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1514ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1516ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1517ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 4 1518ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1519ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 4 1520ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1521ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1522ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1523ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 1524ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1525ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 1526ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1527ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1528ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1529ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 1530ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 1531ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1532ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 4 1533ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 16ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 161 dws SO: the, Input: [d]
1 3 3 3 4 162 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 4 163 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 4 164 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 4 165 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 4 17ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 4 171 dws SO: the, Input: [d]
1 3 3 3 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 181 dws SO: the, Input: [d]
1 3 3 3 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 4 191 dws SO: the, Input: [d]
1 3 3 3 4 192 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 4 193 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 4 194 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 4 195 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 4 196 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 4 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 4 198 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 4 199 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 4 1910ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 4 1911ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 4 1912ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 4 1913ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 1914ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1915ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 4 1916ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 4 1917ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 1918ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 4 1919ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 1920ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 4 1921ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 4 201 dws SO: the, Input: [d]
1 3 3 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 4 211 dws SO: the, Input: [d]
1 3 3 3 4 212 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 4 213 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 4 214 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 4 215 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 4 216 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 4 217 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 4 218 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 4 219 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 4 2110ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 2111ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 4 2112ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 4 2113ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 2114ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 4 2115ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 2116ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 4 2117ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 221 dws SO: the, Input: [d]
1 3 3 3 4 222 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 4 223 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 4 224 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 4 225 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 4 231 dws SO: the, Input: [d]
1 3 3 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 241 dws SO: the, Input: [d]
1 3 3 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 4 251 dws SO: the, Input: [d]
1 3 3 3 4 252 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 4 253 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 4 254 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 4 255 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 4 256 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 4 257 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 258 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 4 259 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 261 dws SO: the, Input: [d]
1 3 3 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 4 271 dws SO: the, Input: [d]
1 3 3 3 4 272 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 4 273 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 4 274 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 4 275 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 4 281 dws SO: the, Input: [d]
1 3 3 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 4 291 dws SO: the, Input: [d]
1 3 3 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 3 5 1 dws SO: the, Input: [d]
1 3 3 3 5 1 1 esm SO: {the,d}, Input: []
1 3 3 3 5 1 2 epm SO: <the,d>, Input: []
1 3 3 3 5 1 3 epm SO: <d,the>, Input: []
1 3 3 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 1 dws SO: the, Input: [d]
1 3 3 3 5 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 2 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 2 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 2 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 2 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 2 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 2 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 2 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 2 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 2 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 2 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 2 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 2 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 2 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 2 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 3 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 1 dws SO: the, Input: [d]
1 3 3 3 5 3 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 13ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 14ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 3 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 3 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 3 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 3 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 3 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 3 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 3 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 3 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 3 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 3 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 3 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 3 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 3 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 3 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 3 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 3 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 3 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 3 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 3 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 3 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 3 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 3 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 3 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 3 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 1 dws SO: the, Input: [d]
1 3 3 3 5 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 4 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 4 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 4 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 4 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 4 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 4 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 4 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 4 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 4 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 4 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 4 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 4 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 4 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 4 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 1 dws SO: the, Input: [d]
1 3 3 3 5 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 11ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 1 dws SO: the, Input: [d]
1 3 3 3 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 5 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 14ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 1 dws SO: the, Input: [d]
1 3 3 3 5 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 7 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 7 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 7 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 7 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 7 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 7 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 7 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 7 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 7 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 7 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 7 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 7 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 7 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 7 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 1 dws SO: the, Input: [d]
1 3 3 3 5 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 12ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 9 ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 1 dws SO: the, Input: [d]
1 3 3 3 5 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 7 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 13ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 18ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 9 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 9 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 9 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 9 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 9 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 9 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 9 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 9 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 9 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 9 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 9 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 9 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 9 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 9 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 9 34ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 9 35ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 9 36ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 9 37ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 101 dws SO: the, Input: [d]
1 3 3 3 5 102 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 103 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 104 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 106 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 108 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 109 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1010ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1011ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1012ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1013ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1014ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1015ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1016ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 1017ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 1018ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1019ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 1020ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1021ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 1022ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1023ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1024ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 1025ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 1026ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 1027ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1028ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1029ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 111 dws SO: the, Input: [d]
1 3 3 3 5 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 115 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1114ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 12ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 121 dws SO: the, Input: [d]
1 3 3 3 5 122 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 123 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 124 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 126 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 129 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1211ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1212ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1214ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1216ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1217ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 1218ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1219ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 1220ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1221ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 1222ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1223ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1224ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 1225ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 1226ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 1227ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1228ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1229ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 13ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 5 131 dws SO: the, Input: [d]
1 3 3 3 5 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 133 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1311ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1312ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 5 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 5 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 5 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 14ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 5 141 dws SO: the, Input: [d]
1 3 3 3 5 15ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 5 151 dws SO: the, Input: [d]
1 3 3 3 5 152 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 5 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 5 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 5 155 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 5 156 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 5 157 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 5 158 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 5 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 5 1510ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 5 1511ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 5 1512ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 5 1513ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 1514ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1515ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 5 1516ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 5 1517ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 1518ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 5 1519ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1520ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 5 1521ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 5 16ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 5 161 dws SO: the, Input: [d]
1 3 3 3 5 17ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 5 171 dws SO: the, Input: [d]
1 3 3 3 5 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 5 173 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 5 174 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 5 175 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 5 176 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 5 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 5 178 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 5 179 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 5 1710ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1711ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 5 1712ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 5 1713ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 1714ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 5 1715ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 1716ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 5 1717ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 5 18ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 181 dws SO: the, Input: [d]
1 3 3 3 5 182 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 5 183 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 5 184 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 5 185 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 5 19ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 5 191 dws SO: the, Input: [d]
1 3 3 3 5 20ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 201 dws SO: the, Input: [d]
1 3 3 3 5 21ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 5 211 dws SO: the, Input: [d]
1 3 3 3 5 212 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 5 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 5 214 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 5 215 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 5 216 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 5 217 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 218 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 5 219 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 5 22ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 221 dws SO: the, Input: [d]
1 3 3 3 5 23ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 5 231 dws SO: the, Input: [d]
1 3 3 3 5 232 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 5 233 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 5 234 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 5 235 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 5 24ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 5 241 dws SO: the, Input: [d]
1 3 3 3 5 25ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 5 251 dws SO: the, Input: [d]
1 3 3 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 3 6 1 dws SO: the, Input: [d]
1 3 3 3 6 1 1 esm SO: {the,d}, Input: []
1 3 3 3 6 1 2 epm SO: <the,d>, Input: []
1 3 3 3 6 1 3 epm SO: <d,the>, Input: []
1 3 3 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 1 dws SO: the, Input: [d]
1 3 3 3 6 2 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 2 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 2 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 2 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 2 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 2 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 2 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 2 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 2 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 2 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 2 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 2 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 2 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 2 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 2 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 3 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 1 dws SO: the, Input: [d]
1 3 3 3 6 3 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 13ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 14ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 3 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 3 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 3 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 3 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 3 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 3 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 3 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 3 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 3 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 3 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 3 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 3 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 3 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 3 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 3 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 3 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 3 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 3 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 3 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 3 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 3 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 3 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 3 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 3 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 1 dws SO: the, Input: [d]
1 3 3 3 6 4 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 4 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 4 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 4 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 4 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 4 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 4 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 4 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 4 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 4 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 4 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 4 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 4 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 4 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 4 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 1 dws SO: the, Input: [d]
1 3 3 3 6 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 11ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 1 dws SO: the, Input: [d]
1 3 3 3 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 5 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 14ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 6 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 6 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 6 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 6 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 6 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 6 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 6 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 6 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 6 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 6 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 6 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 6 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 6 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 6 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 6 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 6 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 1 dws SO: the, Input: [d]
1 3 3 3 6 7 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 7 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 7 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 7 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 7 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 7 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 7 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 7 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 7 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 7 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 7 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 7 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 7 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 7 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 7 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 1 dws SO: the, Input: [d]
1 3 3 3 6 8 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 8 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 8 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 8 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 8 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 8 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 8 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 8 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 8 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 8 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 8 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 8 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 8 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 8 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 8 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 1 dws SO: the, Input: [d]
1 3 3 3 6 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 7 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 101 dws SO: the, Input: [d]
1 3 3 3 6 102 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 103 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 104 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 106 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 108 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 109 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1010ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1012ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1013ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1014ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1015ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1016ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1017ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 1018ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1019ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 1020ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1021ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 1022ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1023ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1024ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1025ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 1026ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1027ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1028ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1029ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 11ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 111 dws SO: the, Input: [d]
1 3 3 3 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 115 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1114ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 1122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 1124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 1126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 1130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 12ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 121 dws SO: the, Input: [d]
1 3 3 3 6 122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 123 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1212ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1214ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1216ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1217ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 1218ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1219ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 1220ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1221ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 1222ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1223ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1224ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1225ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 1226ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1227ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1228ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1229ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 13ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 6 131 dws SO: the, Input: [d]
1 3 3 3 6 132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 133 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1312ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 6 1316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 6 1318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 1320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 1322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 1326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 1327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 6 1329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 14ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 141 dws SO: the, Input: [d]
1 3 3 3 6 15ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 6 151 dws SO: the, Input: [d]
1 3 3 3 6 152 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 6 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 6 154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 6 155 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 6 156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 6 157 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 6 158 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 6 159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 6 1510ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 6 1511ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 6 1512ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 6 1513ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 1514ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1515ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 6 1516ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 6 1517ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 1518ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 6 1519ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1520ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 6 1521ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 6 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 6 161 dws SO: the, Input: [d]
1 3 3 3 6 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 6 171 dws SO: the, Input: [d]
1 3 3 3 6 172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 6 173 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 6 174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 6 175 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 6 176 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 6 177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 6 178 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 6 179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 6 1710ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1711ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 6 1712ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 6 1713ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 1714ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 6 1715ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 1716ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 6 1717ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 181 dws SO: the, Input: [d]
1 3 3 3 6 182 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 6 183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 6 184 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 6 185 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 6 191 dws SO: the, Input: [d]
1 3 3 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 201 dws SO: the, Input: [d]
1 3 3 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 6 211 dws SO: the, Input: [d]
1 3 3 3 6 212 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 6 213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 6 214 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 6 215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 6 216 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 6 217 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 218 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 6 219 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 221 dws SO: the, Input: [d]
1 3 3 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 6 231 dws SO: the, Input: [d]
1 3 3 3 6 232 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 6 233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 6 234 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 6 235 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 6 241 dws SO: the, Input: [d]
1 3 3 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 6 251 dws SO: the, Input: [d]
1 3 3 3 7 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 3 7 1 dws SO: the, Input: [d]
1 3 3 3 7 1 1 esm SO: {the,d}, Input: []
1 3 3 3 7 1 2 epm SO: <the,d>, Input: []
1 3 3 3 7 1 3 epm SO: <d,the>, Input: []
1 3 3 3 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 1 dws SO: the, Input: [d]
1 3 3 3 7 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 7 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 14ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 1 dws SO: the, Input: [d]
1 3 3 3 7 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 3 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 1 dws SO: the, Input: [d]
1 3 3 3 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 5 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 11ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 12ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 20ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 21ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 1 dws SO: the, Input: [d]
1 3 3 3 7 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 3 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 18ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 5 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 5 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 5 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 5 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 5 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 5 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 5 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 5 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 5 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 5 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 5 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 5 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 5 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 5 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 5 34ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 5 35ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 5 36ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 5 37ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 1 dws SO: the, Input: [d]
1 3 3 3 7 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 3 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 1 dws SO: the, Input: [d]
1 3 3 3 7 7 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 13ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 14ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 15ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 16ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 17ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 18ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 19ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 20ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 22ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 23ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 24ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 25ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 26ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 27ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 28ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 29ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 7 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 7 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 7 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 7 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 7 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 7 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 7 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 7 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 7 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 7 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 7 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 7 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 7 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 7 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 7 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 7 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 7 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 7 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 7 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 7 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 7 50ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 7 51ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 7 52ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 7 53ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 7 54ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 7 55ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 7 56ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 7 57ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 1 dws SO: the, Input: [d]
1 3 3 3 7 8 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 3 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 13ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 18ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 8 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 8 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 8 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 8 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 8 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 8 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 8 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 8 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 8 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 8 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 8 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 8 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 8 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 8 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 8 34ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 8 35ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 8 36ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 8 37ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 1 dws SO: the, Input: [d]
1 3 3 3 7 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 11ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 12ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 13ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 17ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 18ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 101 dws SO: the, Input: [d]
1 3 3 3 7 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 105 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1011ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1012ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1018ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1019ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1020ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1021ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1022ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1023ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1024ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1025ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 11ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 111 dws SO: the, Input: [d]
1 3 3 3 7 112 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 113 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 117 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 119 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1110ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1113ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1115ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1116ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1117ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1118ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1119ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1120ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1121ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 1122ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1123ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1124ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1125ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1126ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1127ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 1128ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1129ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 1130ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1131ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1132ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1133ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1134ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1135ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1136ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1137ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 121 dws SO: the, Input: [d]
1 3 3 3 7 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 123 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 129 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1210ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1216ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1217ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1218ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1219ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 131 dws SO: the, Input: [d]
1 3 3 3 7 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 137 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 138 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1310ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1311ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1312ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1313ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1314ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1317ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 141 dws SO: the, Input: [d]
1 3 3 3 7 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 143 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 149 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1410ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1412ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1413ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1414ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1417ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1418ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1419ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1420ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1421ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 151 dws SO: the, Input: [d]
1 3 3 3 7 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 153 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 155 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 156 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 158 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 159 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1510ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1511ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1512ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1514ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1515ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1516ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1518ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1520ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1522ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1523ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1524ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1525ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 1526ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1527ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1528ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1529ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1530ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1531ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 1532ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1533ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 1534ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1535ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1536ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1537ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1538ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1539ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1540ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1541ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 161 dws SO: the, Input: [d]
1 3 3 3 7 162 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 163 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 164 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 165 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 166 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 167 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 168 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 169 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1610ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1612ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1613ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1614ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1616ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1617ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1618ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1619ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1620ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1621ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 1622ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1623ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1624ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1625ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1626ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1627ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 1628ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1629ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 1630ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1631ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1632ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1633ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1634ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1635ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1636ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1637ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 7 171 dws SO: the, Input: [d]
1 3 3 3 7 172 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 173 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 174 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 175 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 176 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 177 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 178 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 179 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1710ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1712ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1713ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1714ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1716ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1718ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1719ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 7 1720ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1721ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 7 1722ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1723ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1724ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1725ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1726ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1727ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 1728ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1729ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 1730ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1731ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1732ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1733ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 1734ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 1735ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 1736ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 7 1737ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 18ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 181 dws SO: the, Input: [d]
1 3 3 3 7 182 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 7 183 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 7 184 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 7 185 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 7 186 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 7 187 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 188 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 7 189 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 7 19ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 191 dws SO: the, Input: [d]
1 3 3 3 7 20ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 201 dws SO: the, Input: [d]
1 3 3 3 7 202 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 7 203 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 7 204 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 7 205 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 7 21ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 7 211 dws SO: the, Input: [d]
1 3 3 3 7 22ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 221 dws SO: the, Input: [d]
1 3 3 3 7 23ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 7 231 dws SO: the, Input: [d]
1 3 3 3 7 232 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 7 233 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 7 234 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 7 235 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 7 236 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 7 237 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 7 238 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 7 239 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 7 2310ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 7 2311ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 7 2312ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 7 2313ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 2314ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 2315ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 7 2316ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 7 2317ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 2318ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 7 2319ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 2320ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 7 2321ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 7 24ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 7 241 dws SO: the, Input: [d]
1 3 3 3 7 25ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 7 251 dws SO: the, Input: [d]
1 3 3 3 7 252 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 7 253 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 7 254 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 7 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 7 256 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 7 257 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 7 258 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 7 259 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 7 2510ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 2511ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 7 2512ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 7 2513ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 2514ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 7 2515ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 2516ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 7 2517ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 7 26ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 261 dws SO: the, Input: [d]
1 3 3 3 7 262 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 7 263 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 7 264 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 7 265 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 7 27ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 7 271 dws SO: the, Input: [d]
1 3 3 3 7 28ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 281 dws SO: the, Input: [d]
1 3 3 3 7 29ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 7 291 dws SO: the, Input: [d]
1 3 3 3 7 292 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 7 293 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 7 294 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 7 295 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 7 296 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 7 297 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 298 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 7 299 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 7 30ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 301 dws SO: the, Input: [d]
1 3 3 3 7 31ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 7 311 dws SO: the, Input: [d]
1 3 3 3 7 312 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 7 313 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 7 314 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 7 315 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 7 32ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 7 321 dws SO: the, Input: [d]
1 3 3 3 7 33ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 7 331 dws SO: the, Input: [d]
1 3 3 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 3 8 1 dws SO: the, Input: [d]
1 3 3 3 8 1 1 esm SO: {the,d}, Input: []
1 3 3 3 8 1 2 epm SO: <the,d>, Input: []
1 3 3 3 8 1 3 epm SO: <d,the>, Input: []
1 3 3 3 8 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 1 dws SO: the, Input: [d]
1 3 3 3 8 2 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 2 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 2 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 2 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 2 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 2 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 2 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 2 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 2 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 2 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 2 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 2 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 2 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 2 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 2 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 3 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 1 dws SO: the, Input: [d]
1 3 3 3 8 3 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 13ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 14ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 3 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 3 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 3 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 3 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 3 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 3 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 3 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 3 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 3 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 3 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 3 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 3 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 3 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 3 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 3 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 3 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 3 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 3 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 3 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 3 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 3 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 3 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 3 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 3 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 1 dws SO: the, Input: [d]
1 3 3 3 8 4 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 4 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 4 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 4 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 4 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 4 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 4 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 4 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 4 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 4 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 4 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 4 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 4 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 4 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 4 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 1 dws SO: the, Input: [d]
1 3 3 3 8 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 11ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 1 dws SO: the, Input: [d]
1 3 3 3 8 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 5 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 14ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 6 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 6 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 6 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 6 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 6 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 6 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 6 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 6 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 6 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 6 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 6 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 6 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 6 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 6 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 6 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 6 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 1 dws SO: the, Input: [d]
1 3 3 3 8 7 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 7 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 7 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 7 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 7 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 7 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 7 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 7 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 7 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 7 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 7 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 7 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 7 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 7 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 7 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 1 dws SO: the, Input: [d]
1 3 3 3 8 8 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 8 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 8 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 8 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 8 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 8 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 8 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 8 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 8 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 8 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 8 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 8 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 8 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 8 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 8 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 1 dws SO: the, Input: [d]
1 3 3 3 8 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 7 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 101 dws SO: the, Input: [d]
1 3 3 3 8 102 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 103 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 104 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 106 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 108 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 109 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1010ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1012ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1013ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1014ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1015ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1016ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1017ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 1018ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1019ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 1020ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1021ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 1022ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1023ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1024ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1025ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 1026ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1027ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1028ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1029ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 11ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 111 dws SO: the, Input: [d]
1 3 3 3 8 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 115 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1114ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 1122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 1124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 1126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 1130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 12ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 121 dws SO: the, Input: [d]
1 3 3 3 8 122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 123 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1212ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1214ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1216ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1217ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 1218ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1219ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 1220ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1221ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 1222ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1223ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1224ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1225ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 1226ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1227ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1228ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1229ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 13ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 8 131 dws SO: the, Input: [d]
1 3 3 3 8 132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 133 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1312ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 8 1316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 8 1318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 1320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 1322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 1326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 1327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 8 1329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 14ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 141 dws SO: the, Input: [d]
1 3 3 3 8 15ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 8 151 dws SO: the, Input: [d]
1 3 3 3 8 152 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 8 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 8 154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 8 155 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 8 156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 8 157 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 8 158 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 8 159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 8 1510ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 8 1511ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 8 1512ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 8 1513ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 1514ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1515ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 8 1516ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 8 1517ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 1518ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 8 1519ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1520ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 8 1521ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 8 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 8 161 dws SO: the, Input: [d]
1 3 3 3 8 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 8 171 dws SO: the, Input: [d]
1 3 3 3 8 172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 8 173 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 8 174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 8 175 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 8 176 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 8 177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 8 178 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 8 179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 8 1710ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1711ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 8 1712ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 8 1713ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 1714ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 8 1715ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 1716ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 8 1717ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 8 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 181 dws SO: the, Input: [d]
1 3 3 3 8 182 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 8 183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 8 184 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 8 185 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 8 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 8 191 dws SO: the, Input: [d]
1 3 3 3 8 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 201 dws SO: the, Input: [d]
1 3 3 3 8 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 8 211 dws SO: the, Input: [d]
1 3 3 3 8 212 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 8 213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 8 214 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 8 215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 8 216 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 8 217 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 218 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 8 219 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 8 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 221 dws SO: the, Input: [d]
1 3 3 3 8 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 8 231 dws SO: the, Input: [d]
1 3 3 3 8 232 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 8 233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 8 234 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 8 235 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 8 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 8 241 dws SO: the, Input: [d]
1 3 3 3 8 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 8 251 dws SO: the, Input: [d]
1 3 3 3 9 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 3 9 1 dws SO: the, Input: [d]
1 3 3 3 9 1 1 esm SO: {the,d}, Input: []
1 3 3 3 9 1 2 epm SO: <the,d>, Input: []
1 3 3 3 9 1 3 epm SO: <d,the>, Input: []
1 3 3 3 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 1 dws SO: the, Input: [d]
1 3 3 3 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 5 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 1 dws SO: the, Input: [d]
1 3 3 3 9 3 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 3 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 3 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 3 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 3 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 3 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 3 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 3 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 3 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 3 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 3 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 3 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 3 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 3 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 3 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 3 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 3 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 1 dws SO: the, Input: [d]
1 3 3 3 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 11ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 14ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 16ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 4 18ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 4 19ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 4 20ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 4 21ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 4 22ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 4 23ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 4 24ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 4 25ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 4 26ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 4 27ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 4 28ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 4 29ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 4 30ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 4 31ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 4 32ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 4 33ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 1 dws SO: the, Input: [d]
1 3 3 3 9 5 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 13ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 14ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 15ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 16ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 17ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 18ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 20ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 21ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 23ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 24ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 25ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 26ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 27ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 5 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 5 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 5 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 5 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 5 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 5 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 5 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 5 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 5 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 5 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 5 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 5 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 5 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 5 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 5 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 5 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 5 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 5 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 5 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 5 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 5 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 5 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 5 50ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 5 51ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 5 52ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 5 53ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 1 dws SO: the, Input: [d]
1 3 3 3 9 6 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 6 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 6 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 6 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 6 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 6 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 6 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 6 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 6 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 6 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 6 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 6 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 6 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 6 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 6 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 6 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 6 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 1 dws SO: the, Input: [d]
1 3 3 3 9 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 11ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 16ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 1 dws SO: the, Input: [d]
1 3 3 3 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 5 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 8 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 8 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 8 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 8 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 8 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 8 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 8 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 8 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 8 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 8 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 8 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 8 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 8 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 8 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 8 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 8 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 8 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 8 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 1 dws SO: the, Input: [d]
1 3 3 3 9 9 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 9 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 9 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 9 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 9 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 9 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 9 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 9 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 9 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 9 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 9 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 9 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 9 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 9 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 9 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 9 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 9 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 101 dws SO: the, Input: [d]
1 3 3 3 9 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 103 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 105 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 107 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 108 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1011ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1014ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1016ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1017ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1018ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1019ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 1020ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1021ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1022ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1023ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 1024ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1025ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 1026ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1027ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1028ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1029ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 1030ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1031ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1032ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1033ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 111 dws SO: the, Input: [d]
1 3 3 3 9 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 117 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1111ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1112ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1115ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 12ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 121 dws SO: the, Input: [d]
1 3 3 3 9 122 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 123 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 125 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 126 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 127 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 128 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1211ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1212ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1214ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1216ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1217ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1218ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1219ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 1220ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1221ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1222ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1223ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 1224ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1225ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 1226ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1227ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1228ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1229ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 1230ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1231ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1232ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1233ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 13ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 131 dws SO: the, Input: [d]
1 3 3 3 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 135 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 139 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1310ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1313ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1320ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1321ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1322ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1323ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 1324ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1325ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1326ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1327ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 1328ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1329ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 1330ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1331ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1332ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1333ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 1334ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1335ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1336ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1337ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 141 dws SO: the, Input: [d]
1 3 3 3 9 142 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 143 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 145 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 146 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 147 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 148 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1410ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1411ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1412ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1414ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1416ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1417ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1418ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1419ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 1420ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1421ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1422ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1423ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 1424ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1425ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 1426ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1427ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1428ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1429ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 1430ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1431ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1432ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1433ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 15ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 9 151 dws SO: the, Input: [d]
1 3 3 3 9 152 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 153 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 155 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 156 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 157 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 158 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1511ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1512ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1514ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1516ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1517ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 9 1518ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1519ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 9 1520ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1521ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1522ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1523ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 1524ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1525ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 1526ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1527ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1528ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1529ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 1530ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 1531ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1532ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 9 1533ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 16ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 161 dws SO: the, Input: [d]
1 3 3 3 9 162 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 9 163 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 9 164 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 9 165 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 9 17ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 9 171 dws SO: the, Input: [d]
1 3 3 3 9 18ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 181 dws SO: the, Input: [d]
1 3 3 3 9 19ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 9 191 dws SO: the, Input: [d]
1 3 3 3 9 192 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 9 193 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 9 194 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 9 195 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 9 196 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 9 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 9 198 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 9 199 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 9 1910ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 9 1911ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 9 1912ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 9 1913ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 1914ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1915ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 9 1916ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 9 1917ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 1918ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 9 1919ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 1920ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 9 1921ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 9 20ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 9 201 dws SO: the, Input: [d]
1 3 3 3 9 21ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 9 211 dws SO: the, Input: [d]
1 3 3 3 9 212 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 9 213 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 9 214 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 9 215 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 9 216 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 9 217 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 9 218 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 9 219 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 9 2110ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 2111ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 9 2112ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 9 2113ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 2114ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 9 2115ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 2116ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 9 2117ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 9 22ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 221 dws SO: the, Input: [d]
1 3 3 3 9 222 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 9 223 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 9 224 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 9 225 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 9 23ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 9 231 dws SO: the, Input: [d]
1 3 3 3 9 24ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 241 dws SO: the, Input: [d]
1 3 3 3 9 25ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 9 251 dws SO: the, Input: [d]
1 3 3 3 9 252 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 9 253 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 9 254 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 9 255 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 9 256 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 9 257 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 258 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 9 259 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 9 26ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 261 dws SO: the, Input: [d]
1 3 3 3 9 27ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 9 271 dws SO: the, Input: [d]
1 3 3 3 9 272 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 9 273 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 9 274 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 9 275 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 9 28ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 9 281 dws SO: the, Input: [d]
1 3 3 3 9 29ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 9 291 dws SO: the, Input: [d]
1 3 3 3 10ism SO: {book,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 3 101 dws SO: the, Input: [d]
1 3 3 3 101 1 esm SO: {the,d}, Input: []
1 3 3 3 101 2 epm SO: <the,d>, Input: []
1 3 3 3 101 3 epm SO: <d,the>, Input: []
1 3 3 3 102 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 102 1 dws SO: the, Input: [d]
1 3 3 3 102 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 102 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 102 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 102 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 102 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 102 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 102 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 102 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 102 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 102 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 102 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 102 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 102 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 102 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 102 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 103 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 103 1 dws SO: the, Input: [d]
1 3 3 3 103 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 13ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 14ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 103 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 103 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 103 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 103 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 103 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 103 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 103 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 103 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 103 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 103 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 103 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 103 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 103 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 103 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 103 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 103 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 103 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 103 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 103 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 103 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 103 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 103 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 103 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 103 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 104 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 104 1 dws SO: the, Input: [d]
1 3 3 3 104 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 104 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 104 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 104 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 104 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 104 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 104 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 104 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 104 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 104 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 104 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 104 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 104 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 104 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 104 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 105 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 105 1 dws SO: the, Input: [d]
1 3 3 3 105 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 11ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 105 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 105 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 105 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 105 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 105 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 105 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 105 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 105 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 105 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 105 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 105 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 105 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 105 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 105 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 105 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 105 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 105 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 105 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 105 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 105 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 105 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 105 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 106 1 dws SO: the, Input: [d]
1 3 3 3 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 5 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 14ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 106 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 106 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 106 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 106 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 106 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 106 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 106 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 106 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 106 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 106 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 106 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 106 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 106 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 106 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 106 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 106 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 107 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 107 1 dws SO: the, Input: [d]
1 3 3 3 107 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 107 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 107 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 107 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 107 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 107 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 107 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 107 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 107 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 107 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 107 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 107 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 107 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 107 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 107 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 108 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 108 1 dws SO: the, Input: [d]
1 3 3 3 108 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 12ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 108 16ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 108 17ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 108 18ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 108 19ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 108 20ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 108 21ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 108 22ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 108 23ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 108 24ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 108 25ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 108 26ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 108 27ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 108 28ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 108 29ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 109 ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 109 1 dws SO: the, Input: [d]
1 3 3 3 109 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 7 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 13ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 18ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 109 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 109 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 109 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 109 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 109 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 109 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 109 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 109 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 109 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 109 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 109 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 109 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 109 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 109 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 109 34ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 109 35ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 109 36ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 109 37ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 1010ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 10101 dws SO: the, Input: [d]
1 3 3 3 10102 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10103 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10104 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10106 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10108 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10109 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101010ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101011ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101012ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101013ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101014ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101015ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101016ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 101017ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 101018ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101019ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 101020ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101021ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 101022ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 101023ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101024ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 101025ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 101026ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 101027ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 101028ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101029ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 1011ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 10111 dws SO: the, Input: [d]
1 3 3 3 10112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10115 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101114ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 101119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 101121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 101122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 101124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 101126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 101127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 101129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 101130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 101131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 101132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 1012ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 10121 dws SO: the, Input: [d]
1 3 3 3 10122 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10123 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10124 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10126 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10129 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101210ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101211ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101212ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101214ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101215ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101216ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101217ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 101218ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101219ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 101220ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101221ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 101222ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 101223ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101224ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 101225ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 101226ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 101227ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 101228ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101229ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 1013ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 10131 dws SO: the, Input: [d]
1 3 3 3 10132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10133 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 10139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101311ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101312ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101314ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 101316ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 101317ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 101318ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101319ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 101320ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101321ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 101322ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 101323ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101324ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 101325ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 101326ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 101327ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 101328ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 101329ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 1014ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 10141 dws SO: the, Input: [d]
1 3 3 3 1015ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 10151 dws SO: the, Input: [d]
1 3 3 3 10152 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 10153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 10154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 10155 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 10156 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 10157 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 10158 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 10159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 101510ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 101511ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 101512ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 101513ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 101514ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 101515ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 101516ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 101517ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 101518ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 101519ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 101520ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 101521ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 1016ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 10161 dws SO: the, Input: [d]
1 3 3 3 1017ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 10171 dws SO: the, Input: [d]
1 3 3 3 10172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 10173 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 10174 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 10175 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 10176 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 10177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 10178 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 10179 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 101710ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 101711ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 101712ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 101713ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 101714ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 101715ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 101716ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 101717ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 1018ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 10181 dws SO: the, Input: [d]
1 3 3 3 10182 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 10183 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 10184 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 10185 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 1019ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 10191 dws SO: the, Input: [d]
1 3 3 3 1020ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 10201 dws SO: the, Input: [d]
1 3 3 3 1021ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 10211 dws SO: the, Input: [d]
1 3 3 3 10212 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 10213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 10214 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 10215 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 10216 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 10217 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 10218 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 10219 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 1022ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 10221 dws SO: the, Input: [d]
1 3 3 3 1023ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 10231 dws SO: the, Input: [d]
1 3 3 3 10232 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 10233 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 10234 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 10235 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 1024ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 10241 dws SO: the, Input: [d]
1 3 3 3 1025ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 10251 dws SO: the, Input: [d]
1 3 3 3 11ism SO: {n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 3 111 dws SO: the, Input: [d]
1 3 3 3 111 1 esm SO: {the,d}, Input: []
1 3 3 3 111 2 epm SO: <the,d>, Input: []
1 3 3 3 111 3 epm SO: <d,the>, Input: []
1 3 3 3 112 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 112 1 dws SO: the, Input: [d]
1 3 3 3 112 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 112 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 112 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 112 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 112 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 112 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 112 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 112 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 112 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 112 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 112 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 112 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 112 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 112 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 112 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 113 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 113 1 dws SO: the, Input: [d]
1 3 3 3 113 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 13ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 14ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 113 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 113 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 113 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 113 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 113 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 113 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 113 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 113 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 113 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 113 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 113 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 113 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 113 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 113 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 113 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 113 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 113 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 113 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 113 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 113 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 113 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 113 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 113 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 113 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 114 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 114 1 dws SO: the, Input: [d]
1 3 3 3 114 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 114 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 114 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 114 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 114 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 114 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 114 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 114 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 114 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 114 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 114 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 114 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 114 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 114 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 114 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 115 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 115 1 dws SO: the, Input: [d]
1 3 3 3 115 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 11ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 115 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 115 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 115 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 115 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 115 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 115 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 115 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 115 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 115 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 115 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 115 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 115 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 115 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 115 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 115 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 115 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 115 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 115 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 115 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 115 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 115 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 115 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 116 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 116 1 dws SO: the, Input: [d]
1 3 3 3 116 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 5 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 14ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 116 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 116 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 116 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 116 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 116 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 116 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 116 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 116 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 116 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 116 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 116 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 116 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 116 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 116 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 116 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 116 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 117 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 117 1 dws SO: the, Input: [d]
1 3 3 3 117 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 117 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 117 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 117 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 117 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 117 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 117 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 117 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 117 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 117 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 117 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 117 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 117 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 117 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 117 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 118 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 118 1 dws SO: the, Input: [d]
1 3 3 3 118 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 118 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 118 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 118 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 118 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 118 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 118 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 118 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 118 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 118 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 118 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 118 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 118 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 118 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 118 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 119 1 dws SO: the, Input: [d]
1 3 3 3 119 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 7 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 119 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 119 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 119 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 119 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 119 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 119 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 119 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 119 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 119 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 119 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 119 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 119 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 119 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 119 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 119 34ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 119 35ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 119 36ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 119 37ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 1110ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 11101 dws SO: the, Input: [d]
1 3 3 3 11102 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11103 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11104 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11106 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11108 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11109 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111010ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111012ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111013ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111014ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111015ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111016ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111017ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 111018ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111019ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 111020ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111021ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 111022ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 111023ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111024ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111025ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 111026ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111027ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 111028ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111029ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 1111ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 11111 dws SO: the, Input: [d]
1 3 3 3 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11115 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111114ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 111119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 111122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 111124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 111126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 111127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 111130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 111132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 1112ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 11121 dws SO: the, Input: [d]
1 3 3 3 11122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11123 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111211ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111212ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111214ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111216ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111217ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 111218ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111219ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 111220ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111221ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 111222ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 111223ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111224ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111225ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 111226ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111227ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 111228ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111229ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 1113ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 3 11131 dws SO: the, Input: [d]
1 3 3 3 11132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11133 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 11139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111312ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 3 111316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 3 111318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 111320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 111322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 111323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 111326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 111327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 111328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 3 111329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 3 1114ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 11141 dws SO: the, Input: [d]
1 3 3 3 1115ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 3 11151 dws SO: the, Input: [d]
1 3 3 3 11152 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 11153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 11154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 11155 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 11156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 11157 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 11158 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 11159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 111510ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 111511ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 3 111512ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 111513ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 111514ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 111515ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 111516ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 111517ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 111518ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 111519ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 111520ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 3 111521ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 3 1116ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 11161 dws SO: the, Input: [d]
1 3 3 3 1117ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 11171 dws SO: the, Input: [d]
1 3 3 3 11172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 11173 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 11174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 11175 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 11176 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 11177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 11178 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 11179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 111710ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 111711ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 111712ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 111713ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 111714ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 111715ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 111716ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 111717ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 1118ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 11181 dws SO: the, Input: [d]
1 3 3 3 11182 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 11183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 11184 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 11185 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 1119ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 11191 dws SO: the, Input: [d]
1 3 3 3 1120ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 11201 dws SO: the, Input: [d]
1 3 3 3 1121ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 11211 dws SO: the, Input: [d]
1 3 3 3 11212 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 11213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 11214 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 11215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 11216 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 11217 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 11218 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 11219 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 1122ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 11221 dws SO: the, Input: [d]
1 3 3 3 1123ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 11231 dws SO: the, Input: [d]
1 3 3 3 11232 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 11233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 11234 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 11235 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 1124ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 3 11241 dws SO: the, Input: [d]
1 3 3 3 1125ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 3 11251 dws SO: the, Input: [d]
1 3 3 3 12ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 3 121 dws SO: the, Input: [d]
1 3 3 3 121 1 esm SO: {the,d}, Input: []
1 3 3 3 121 2 epm SO: <the,d>, Input: []
1 3 3 3 121 3 epm SO: <d,the>, Input: []
1 3 3 3 13ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 3 131 dws SO: the, Input: [d]
1 3 3 3 131 1 esm SO: {the,d}, Input: []
1 3 3 3 131 2 epm SO: <the,d>, Input: []
1 3 3 3 131 3 epm SO: <d,the>, Input: []
1 3 3 3 132 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 132 1 dws SO: the, Input: [d]
1 3 3 3 132 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 5 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 6 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 7 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 8 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 10ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 11ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 12ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 13ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 132 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 132 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 132 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 132 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 3 132 18ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 132 19ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 132 20ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 132 21ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 132 22ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 132 23ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 132 24ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 132 25ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 133 ism SO: {book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 133 1 dws SO: the, Input: [d]
1 3 3 3 133 2 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 133 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 133 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 133 5 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 133 6 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 133 7 ism SO: {{n!case,{book,n!case}},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 133 8 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 133 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 133 10ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 133 11ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 133 12ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 133 13ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 3 133 14ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 133 15ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 133 16ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 133 17ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 133 18ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 133 19ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 133 20ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 133 21ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 134 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 134 1 dws SO: the, Input: [d]
1 3 3 3 134 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 134 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 134 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 134 5 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 134 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 134 7 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 134 8 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 134 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 134 10ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 134 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 134 12ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 134 13ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 3 134 14ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 134 15ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 134 16ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 134 17ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 134 18ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 134 19ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 134 20ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 134 21ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 135 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 135 1 dws SO: the, Input: [d]
1 3 3 3 135 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 3 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 5 ism SO: {book,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 6 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 7 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 9 ism SO: {book,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 10ism SO: {n!case,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 12ism SO: {n!case,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 13ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 14ism SO: {book,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 15ism SO: {n!case,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 135 16ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 135 17ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 135 18ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 135 19ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 135 20ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 135 21ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 3 135 22ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 135 23ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 135 24ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 135 25ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 135 26ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 135 27ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 135 28ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 135 29ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 136 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 136 1 dws SO: the, Input: [d]
1 3 3 3 136 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 136 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 136 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 136 5 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 136 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 136 7 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 136 8 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 136 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 136 10ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 136 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 136 12ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 136 13ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 3 136 14ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 136 15ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 136 16ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 136 17ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 136 18ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 136 19ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 136 20ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 136 21ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 137 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 137 1 dws SO: the, Input: [d]
1 3 3 3 137 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 5 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 6 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 7 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 8 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 10ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 11ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 12ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 13ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 137 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 137 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 137 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 137 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 3 137 18ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 137 19ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 137 20ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 137 21ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 137 22ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 137 23ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 137 24ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 137 25ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 138 ism SO: {book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 138 1 dws SO: the, Input: [d]
1 3 3 3 138 2 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 138 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 138 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 138 5 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 138 6 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 138 7 ism SO: {{n!case,{book,n!case}},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 138 8 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 138 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 138 10ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 138 11ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 138 12ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 138 13ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 3 138 14ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 138 15ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 138 16ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 138 17ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 138 18ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 138 19ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 138 20ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 138 21ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 139 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 3 139 1 dws SO: the, Input: [d]
1 3 3 3 139 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 139 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 139 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 139 5 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 139 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 139 7 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 139 8 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 139 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 139 10ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 139 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 3 139 12ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 139 13ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 3 139 14ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 139 15ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 139 16ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 139 17ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 139 18ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 139 19ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 139 20ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 3 139 21ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 3 1310ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 13101 dws SO: the, Input: [d]
1 3 3 3 13102 ism SO: {book,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 3 13103 ism SO: {n!case,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 3 13104 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 13105 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 1311ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 13111 dws SO: the, Input: [d]
1 3 3 3 1312ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 13121 dws SO: the, Input: [d]
1 3 3 3 1313ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 13131 dws SO: the, Input: [d]
1 3 3 3 13132 ism SO: {n!case,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 13133 ism SO: {{book,n!case},<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 13134 ism SO: {book,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 13135 ism SO: {n!case,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 13136 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 13137 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 13138 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 13139 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 1314ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 13141 dws SO: the, Input: [d]
1 3 3 3 1315ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 13151 dws SO: the, Input: [d]
1 3 3 3 13152 ism SO: {book,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 3 13153 ism SO: {n!case,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 3 13154 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 13155 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 1316ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 3 13161 dws SO: the, Input: [d]
1 3 3 3 1317ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 3 13171 dws SO: the, Input: [d]
1 3 3 3 14ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 141 dws SO: the, Input: [d]
1 3 3 3 141 1 esm SO: {the,d}, Input: []
1 3 3 3 141 2 epm SO: <the,d>, Input: []
1 3 3 3 141 3 epm SO: <d,the>, Input: []
1 3 3 3 142 ism SO: {book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 142 1 dws SO: the, Input: [d]
1 3 3 3 142 2 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 142 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 142 4 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 142 5 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 142 6 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 3 142 7 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 3 142 8 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 3 142 9 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 3 143 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 143 1 dws SO: the, Input: [d]
1 3 3 3 143 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 143 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 143 4 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 143 5 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 143 6 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 3 143 7 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 3 143 8 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 3 143 9 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 3 144 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 144 1 dws SO: the, Input: [d]
1 3 3 3 145 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 145 1 dws SO: the, Input: [d]
1 3 3 3 15ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 3 151 dws SO: the, Input: [d]
1 3 3 3 151 1 esm SO: {the,d}, Input: []
1 3 3 3 151 2 epm SO: <the,d>, Input: []
1 3 3 3 151 3 epm SO: <d,the>, Input: []
1 3 3 3 16ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 3 161 dws SO: the, Input: [d]
1 3 3 3 161 1 esm SO: {the,d}, Input: []
1 3 3 3 161 2 epm SO: <the,d>, Input: []
1 3 3 3 161 3 epm SO: <d,the>, Input: []
1 3 3 3 17ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 3 171 dws SO: the, Input: [d]
1 3 3 3 171 1 esm SO: {the,d}, Input: []
1 3 3 3 171 2 epm SO: <the,d>, Input: []
1 3 3 3 171 3 epm SO: <d,the>, Input: []
1 3 3 3 172 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 172 1 dws SO: the, Input: [d]
1 3 3 3 172 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 172 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 172 4 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 172 5 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 172 6 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 172 7 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 172 8 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 3 172 9 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 3 172 10ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 3 172 11ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 172 12ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 3 172 13ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 3 173 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 173 1 dws SO: the, Input: [d]
1 3 3 3 173 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 173 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 173 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 173 5 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 173 6 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 173 7 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 173 8 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 173 9 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 173 10ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 173 11ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 3 173 12ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 3 173 13ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 3 173 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 3 173 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 173 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 3 173 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 3 174 ism SO: {book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 174 1 dws SO: the, Input: [d]
1 3 3 3 174 2 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 174 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 174 4 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 174 5 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 174 6 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 174 7 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 174 8 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 3 174 9 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 3 174 10ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 3 174 11ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 174 12ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 3 174 13ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 3 175 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 3 175 1 dws SO: the, Input: [d]
1 3 3 3 175 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 175 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 175 4 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 175 5 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 175 6 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 175 7 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 3 175 8 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 3 175 9 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 3 175 10ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 3 175 11ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 3 175 12ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 3 175 13ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 3 176 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 176 1 dws SO: the, Input: [d]
1 3 3 3 177 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 3 177 1 dws SO: the, Input: [d]
1 3 3 3 177 2 ism SO: {book,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 3 177 3 ism SO: {n!case,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 3 177 4 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 177 5 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 178 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 3 178 1 dws SO: the, Input: [d]
1 3 3 3 179 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 3 179 1 dws SO: the, Input: [d]
1 3 3 3 18ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 3 181 dws SO: the, Input: [d]
1 3 3 3 181 1 esm SO: {the,d}, Input: []
1 3 3 3 181 2 epm SO: <the,d>, Input: []
1 3 3 3 181 3 epm SO: <d,the>, Input: []
1 3 3 3 19ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 3 191 dws SO: the, Input: [d]
1 3 3 3 191 1 esm SO: {the,d}, Input: []
1 3 3 3 191 2 epm SO: <the,d>, Input: []
1 3 3 3 191 3 epm SO: <d,the>, Input: []
1 3 3 3 192 ism SO: {book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 192 1 dws SO: the, Input: [d]
1 3 3 3 192 2 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 192 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 192 4 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 192 5 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 192 6 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 3 192 7 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 3 192 8 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 3 192 9 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 3 193 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 3 193 1 dws SO: the, Input: [d]
1 3 3 3 193 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 193 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 193 4 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 193 5 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 3 193 6 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 3 193 7 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 3 193 8 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 3 193 9 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 3 194 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 3 194 1 dws SO: the, Input: [d]
1 3 3 3 195 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 3 195 1 dws SO: the, Input: [d]
1 3 3 3 20ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 3 201 dws SO: the, Input: [d]
1 3 3 3 201 1 esm SO: {the,d}, Input: []
1 3 3 3 201 2 epm SO: <the,d>, Input: []
1 3 3 3 201 3 epm SO: <d,the>, Input: []
1 3 3 3 21ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 3 211 dws SO: the, Input: [d]
1 3 3 3 211 1 esm SO: {the,d}, Input: []
1 3 3 3 211 2 epm SO: <the,d>, Input: []
1 3 3 3 211 3 epm SO: <d,the>, Input: []
1 3 3 4 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 3 4 1 dws SO: the, Input: [d]
1 3 3 4 1 1 esm SO: {the,d}, Input: []
1 3 3 4 1 1 1 uws SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 4 1 2 epm SO: <the,d>, Input: []
1 3 3 4 1 2 1 uws SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 4 1 3 epm SO: <d,the>, Input: []
1 3 3 4 1 3 1 uws SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 4 2 1 dws SO: the, Input: [d]
1 3 3 4 2 1 1 esm SO: {the,d}, Input: []
1 3 3 4 2 1 2 epm SO: <the,d>, Input: []
1 3 3 4 2 1 3 epm SO: <d,the>, Input: []
1 3 3 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 1 dws SO: the, Input: [d]
1 3 3 4 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 1 dws SO: the, Input: [d]
1 3 3 4 2 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 1 dws SO: the, Input: [d]
1 3 3 4 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 1 dws SO: the, Input: [d]
1 3 3 4 2 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 1 dws SO: the, Input: [d]
1 3 3 4 2 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 1 dws SO: the, Input: [d]
1 3 3 4 2 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 1 dws SO: the, Input: [d]
1 3 3 4 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 1 dws SO: the, Input: [d]
1 3 3 4 2 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 101 dws SO: the, Input: [d]
1 3 3 4 2 102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 1018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 1020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 1022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 1024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 1026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 1029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 111 dws SO: the, Input: [d]
1 3 3 4 2 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 121 dws SO: the, Input: [d]
1 3 3 4 2 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 2 131 dws SO: the, Input: [d]
1 3 3 4 2 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 2 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 2 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 2 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 14ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 141 dws SO: the, Input: [d]
1 3 3 4 2 15ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 2 151 dws SO: the, Input: [d]
1 3 3 4 2 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 2 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 2 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 2 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 2 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 2 157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 2 158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 2 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 2 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 2 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 2 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 2 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 2 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 2 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 2 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 2 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 161 dws SO: the, Input: [d]
1 3 3 4 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 2 171 dws SO: the, Input: [d]
1 3 3 4 2 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 2 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 2 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 2 175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 2 176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 2 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 2 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 2 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 2 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 2 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 2 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 2 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 2 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 181 dws SO: the, Input: [d]
1 3 3 4 2 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 2 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 2 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 2 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 2 191 dws SO: the, Input: [d]
1 3 3 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 201 dws SO: the, Input: [d]
1 3 3 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 2 211 dws SO: the, Input: [d]
1 3 3 4 2 212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 2 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 2 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 2 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 2 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 2 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 2 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 221 dws SO: the, Input: [d]
1 3 3 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 2 231 dws SO: the, Input: [d]
1 3 3 4 2 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 2 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 2 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 2 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 2 241 dws SO: the, Input: [d]
1 3 3 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 2 251 dws SO: the, Input: [d]
1 3 3 4 3 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 4 3 1 dws SO: the, Input: [d]
1 3 3 4 3 1 1 esm SO: {the,d}, Input: []
1 3 3 4 3 1 2 epm SO: <the,d>, Input: []
1 3 3 4 3 1 3 epm SO: <d,the>, Input: []
1 3 3 4 3 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 1 dws SO: the, Input: [d]
1 3 3 4 3 2 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 11ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 12ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 13ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 17ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 21ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 24ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 25ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 26ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 28ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 29ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 30ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 31ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 2 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 2 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 2 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 2 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 2 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 2 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 2 54ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2 55ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2 56ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2 57ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 2 58ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2 59ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2 60ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2 61ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 1 dws SO: the, Input: [d]
1 3 3 4 3 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 16ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 3 26ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 3 27ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 3 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 3 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 3 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 3 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 3 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 3 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 3 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 3 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 3 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 3 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 3 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 3 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 3 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 3 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 3 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 3 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 3 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 3 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 3 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 3 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 3 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 3 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 1 dws SO: the, Input: [d]
1 3 3 4 3 4 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 14ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 19ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 21ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 22ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 23ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 4 24ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 4 25ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 4 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 4 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 4 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 4 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 4 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 4 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 4 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 4 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 4 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 4 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 4 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 4 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 4 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 4 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 4 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 4 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 4 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 4 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 4 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 4 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 1 dws SO: the, Input: [d]
1 3 3 4 3 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 14ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 19ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 22ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 23ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 5 24ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 5 25ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 5 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 5 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 5 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 5 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 5 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 5 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 5 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 5 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 5 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 5 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 5 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 5 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 5 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 5 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 5 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 5 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 5 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 5 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 5 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 5 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 1 dws SO: the, Input: [d]
1 3 3 4 3 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 5 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 7 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 9 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 10ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 11ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 15ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 18ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 20ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 21ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 22ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 24ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 26ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 27ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 6 28ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 6 29ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 6 30ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 6 31ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 6 32ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 6 33ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 6 34ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 6 35ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 6 36ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 6 37ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 6 38ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 6 39ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 6 40ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 6 41ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 6 42ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 6 43ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 6 44ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 6 45ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 6 46ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 6 47ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 6 48ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 6 49ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 6 50ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 6 51ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 6 52ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 6 53ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 1 dws SO: the, Input: [d]
1 3 3 4 3 7 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 14ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 19ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 22ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 23ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 7 24ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 7 25ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 7 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 7 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 7 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 7 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 7 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 7 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 7 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 7 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 7 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 7 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 7 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 7 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 7 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 7 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 7 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 7 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 7 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 7 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 7 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 7 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 1 dws SO: the, Input: [d]
1 3 3 4 3 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 16ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 8 26ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 8 27ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 8 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 8 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 8 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 8 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 8 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 8 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 8 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 8 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 8 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 8 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 8 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 8 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 8 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 8 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 8 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 8 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 8 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 8 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 8 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 8 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 8 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 8 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 1 dws SO: the, Input: [d]
1 3 3 4 3 9 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 14ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 19ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 21ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 22ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 23ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 9 24ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 9 25ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 9 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 9 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 9 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 9 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 9 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 9 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 9 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 9 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 9 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 9 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 9 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 9 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 9 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 9 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 9 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 9 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 9 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 9 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 9 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 9 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 101 dws SO: the, Input: [d]
1 3 3 4 3 102 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 103 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 104 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 106 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 107 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 108 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 109 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1011ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1012ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1013ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1014ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1017ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1018ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1019ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1020ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1021ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1022ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1023ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1024ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1025ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 1026ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1027ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1028ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1029ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1030ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1031ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1032ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1033ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1034ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1035ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 1036ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1037ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1038ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1039ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1040ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1041ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1042ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1043ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1044ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1045ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 11ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 111 dws SO: the, Input: [d]
1 3 3 4 3 112 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 113 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 114 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 115 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 116 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 117 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 118 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 119 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1110ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1111ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1112ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1113ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1114ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1115ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1116ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1117ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1118ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1119ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1120ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1121ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1122ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1123ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1124ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1125ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1126ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1127ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1128ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1129ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1130ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1131ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1132ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1133ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1134ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 1135ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1136ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1137ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1138ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1139ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1140ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1141ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1142ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1143ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1144ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1145ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 1146ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1147ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1148ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1149ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1150ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1151ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1152ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1153ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1154ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1155ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 1156ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1157ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1158ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1159ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1160ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1161ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1162ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1163ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1164ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1165ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 121 dws SO: the, Input: [d]
1 3 3 4 3 122 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 123 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 124 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 125 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 126 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 127 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 128 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 129 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1210ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1211ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1212ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1213ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1214ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1216ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1217ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1218ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1219ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1220ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1221ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1222ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1223ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1224ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1225ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 1226ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1227ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1228ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1229ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1230ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1231ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1232ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1233ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1234ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1235ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 1236ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1237ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1238ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1239ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1240ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1241ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1242ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1243ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1244ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1245ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 131 dws SO: the, Input: [d]
1 3 3 4 3 132 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 133 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 134 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 135 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 136 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 137 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 138 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 139 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1310ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1311ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1312ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1313ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1314ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1315ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1316ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1317ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1318ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1319ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1320ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1321ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1322ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1323ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1324ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1325ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1326ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1327ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1328ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1329ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1330ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1331ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1332ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1333ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1334ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1335ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1336ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1337ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1338ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1339ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1340ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1341ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 1342ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1343ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1344ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1345ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1346ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1347ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1348ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1349ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1350ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1351ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 1352ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1353ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1354ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1355ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1356ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1357ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1358ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1359ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1360ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1361ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 141 dws SO: the, Input: [d]
1 3 3 4 3 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 143 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 145 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 146 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 148 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1410ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1411ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1413ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1415ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1416ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1417ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1419ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1421ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1422ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1423ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1424ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1425ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1426ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1427ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1428ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1429ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 1430ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1431ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1432ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1433ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1434ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1435ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1436ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1437ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1438ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1439ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 1440ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1441ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1442ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1443ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1444ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1445ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1446ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1447ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1448ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1449ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 151 dws SO: the, Input: [d]
1 3 3 4 3 152 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 153 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 154 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 155 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 156 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 157 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 158 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 159 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1510ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1511ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1512ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1513ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1514ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1515ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1516ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1517ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1518ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1519ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1520ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1521ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1522ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1523ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1524ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1525ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 1526ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1527ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1528ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1529ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1530ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1531ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1532ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1533ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1534ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1535ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 1536ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1537ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1538ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1539ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1540ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1541ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1542ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1543ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1544ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1545ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 161 dws SO: the, Input: [d]
1 3 3 4 3 162 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 163 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 164 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 166 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 167 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 168 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 169 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1611ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1612ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1613ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1614ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1615ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1617ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1618ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1619ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1620ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1621ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1622ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1623ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1624ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1625ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 1626ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1627ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1628ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1629ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1630ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1631ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1632ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1633ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1634ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1635ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 1636ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1637ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1638ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1639ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1640ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1641ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1642ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1643ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1644ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1645ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 17ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 171 dws SO: the, Input: [d]
1 3 3 4 3 172 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 173 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 174 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 175 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 176 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 177 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 178 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 179 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1710ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1711ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1712ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1713ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1714ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1715ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1716ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1717ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1718ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1719ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1720ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1721ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1722ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1723ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1724ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1725ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1726ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1727ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1728ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1729ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1730ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1731ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1732ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1733ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 1734ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1735ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1736ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1737ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1738ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1739ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1740ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1741ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1742ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1743ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 1744ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1745ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1746ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1747ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1748ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1749ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1750ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1751ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1752ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1753ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 181 dws SO: the, Input: [d]
1 3 3 4 3 182 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 183 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 184 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 185 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 186 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 187 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 188 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 189 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1810ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1811ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1812ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1813ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1814ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1815ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1816ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1817ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1818ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1819ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1820ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1821ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1822ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1823ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1824ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1825ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 1826ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1827ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1828ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1829ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1830ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1831ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1832ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1833ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1834ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1835ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 1836ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1837ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1838ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1839ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1840ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1841ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1842ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1843ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1844ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1845ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 19ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 191 dws SO: the, Input: [d]
1 3 3 4 3 192 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 193 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 194 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 195 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 196 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 197 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 198 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 199 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1910ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1911ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1912ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1913ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1914ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1915ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1916ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1917ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1918ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1919ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1920ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1921ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1922ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1923ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1924ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1925ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 1926ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1927ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1928ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1929ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 1930ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1931ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1932ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1933ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1934ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1935ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1936ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1937ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1938ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1939ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 1940ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1941ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 1942ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1943ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1944ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1945ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 1946ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 1947ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 1948ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 1949ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 20ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 201 dws SO: the, Input: [d]
1 3 3 4 3 202 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 203 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 204 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 205 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 206 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 207 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 208 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 209 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2010ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2011ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2012ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2013ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2014ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2016ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2017ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2018ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2019ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2020ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2021ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2022ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2023ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2024ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2025ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 2026ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 2027ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2028ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2029ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2030ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 2031ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2032ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2033ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2034ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2035ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 2036ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2037ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 2038ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2039ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2040ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2041ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 2042ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2043ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2044ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2045ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 21ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 3 211 dws SO: the, Input: [d]
1 3 3 4 3 212 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 213 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 214 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 215 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 216 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 217 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 218 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 219 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2110ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2111ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2112ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2113ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2114ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2115ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2116ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2117ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2118ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2119ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2120ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2121ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2122ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2123ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 3 2124ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2125ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 3 2126ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 2127ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2128ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2129ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2130ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 2131ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2132ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2133ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2134ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2135ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 2136ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2137ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 2138ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2139ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2140ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2141ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 2142ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 2143ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2144ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 3 2145ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 22ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 221 dws SO: the, Input: [d]
1 3 3 4 3 222 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 223 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 224 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 225 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 226 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 227 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 228 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 229 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 2210ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2211ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 3 2212ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 2213ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 2214ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 2215ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 2216ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 3 2217ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 23ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 231 dws SO: the, Input: [d]
1 3 3 4 3 232 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 3 233 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 3 234 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 3 235 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 3 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 3 241 dws SO: the, Input: [d]
1 3 3 4 3 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 251 dws SO: the, Input: [d]
1 3 3 4 3 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 261 dws SO: the, Input: [d]
1 3 3 4 3 262 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 3 263 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 3 264 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 3 265 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 3 266 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 267 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 268 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 3 269 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 271 dws SO: the, Input: [d]
1 3 3 4 3 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 281 dws SO: the, Input: [d]
1 3 3 4 3 282 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 3 283 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 3 284 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 3 285 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 3 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 3 291 dws SO: the, Input: [d]
1 3 3 4 3 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 301 dws SO: the, Input: [d]
1 3 3 4 3 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 3 311 dws SO: the, Input: [d]
1 3 3 4 3 312 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 3 313 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 3 314 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 3 315 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 3 316 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 3 317 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 3 318 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 3 319 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 3 3110ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 3 3111ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 3 3112ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 3113ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 3114ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 3115ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 3 3116ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 3117ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 3118ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 3119ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 3120ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 3 3121ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 321 dws SO: the, Input: [d]
1 3 3 4 3 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 3 331 dws SO: the, Input: [d]
1 3 3 4 3 332 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 333 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 334 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 335 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 336 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 337 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 338 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 339 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 3 3310ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 3311ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 3 3312ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 3313ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 3314ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 3315ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 3316ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 3 3317ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 341 dws SO: the, Input: [d]
1 3 3 4 3 342 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 3 343 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 3 344 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 3 345 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 3 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 3 351 dws SO: the, Input: [d]
1 3 3 4 3 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 361 dws SO: the, Input: [d]
1 3 3 4 3 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 3 371 dws SO: the, Input: [d]
1 3 3 4 3 372 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 3 373 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 3 374 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 3 375 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 3 376 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 377 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 378 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 3 379 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 3 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 381 dws SO: the, Input: [d]
1 3 3 4 3 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 3 391 dws SO: the, Input: [d]
1 3 3 4 3 392 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 3 393 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 3 394 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 3 395 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 3 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 3 401 dws SO: the, Input: [d]
1 3 3 4 3 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 3 411 dws SO: the, Input: [d]
1 3 3 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 4 4 1 dws SO: the, Input: [d]
1 3 3 4 4 1 1 esm SO: {the,d}, Input: []
1 3 3 4 4 1 2 epm SO: <the,d>, Input: []
1 3 3 4 4 1 3 epm SO: <d,the>, Input: []
1 3 3 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 1 dws SO: the, Input: [d]
1 3 3 4 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 1 dws SO: the, Input: [d]
1 3 3 4 4 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 3 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 3 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 3 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 3 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 3 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 3 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 3 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 3 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 3 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 3 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 3 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 3 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 3 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 3 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 3 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 3 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 1 dws SO: the, Input: [d]
1 3 3 4 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 4 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 4 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 4 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 4 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 1 dws SO: the, Input: [d]
1 3 3 4 4 5 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 13ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 14ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 15ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 18ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 20ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 21ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 23ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 24ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 25ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 26ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 27ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 5 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 5 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 5 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 5 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 5 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 5 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 5 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 5 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 5 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 5 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 5 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 5 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 5 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 5 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 5 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 5 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 5 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 5 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 5 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 5 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 5 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 5 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 5 50ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 5 51ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 5 52ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 5 53ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 1 dws SO: the, Input: [d]
1 3 3 4 4 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 6 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 6 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 6 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 6 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 1 dws SO: the, Input: [d]
1 3 3 4 4 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 11ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 1 dws SO: the, Input: [d]
1 3 3 4 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 8 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 8 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 1 dws SO: the, Input: [d]
1 3 3 4 4 9 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 9 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 9 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 9 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 9 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 9 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 9 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 9 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 9 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 9 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 9 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 9 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 9 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 9 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 9 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 9 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 9 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 101 dws SO: the, Input: [d]
1 3 3 4 4 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 103 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 107 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1011ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1014ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1016ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1017ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1018ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1019ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 1020ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1021ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1022ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1023ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 1024ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1025ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 1026ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1027ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1028ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1029ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 1030ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1031ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1032ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1033ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 111 dws SO: the, Input: [d]
1 3 3 4 4 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 117 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1111ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1112ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1115ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 121 dws SO: the, Input: [d]
1 3 3 4 4 122 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 123 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 125 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 126 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 127 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 128 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1211ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1212ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1214ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1216ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1217ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1218ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1219ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 1220ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1221ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1222ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1223ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 1224ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1225ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 1226ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1227ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1228ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1229ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 1230ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1231ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1232ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1233ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 13ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 131 dws SO: the, Input: [d]
1 3 3 4 4 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 133 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 135 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 137 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 139 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1310ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1313ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1318ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1320ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1321ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1322ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1323ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 1324ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1325ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1326ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1327ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 1328ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1329ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 1330ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1331ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1332ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1333ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 1334ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1335ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1336ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1337ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 141 dws SO: the, Input: [d]
1 3 3 4 4 142 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 143 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 145 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 146 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 147 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 148 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1411ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1412ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1414ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1415ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1416ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1417ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1418ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1419ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 1420ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1421ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1422ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1423ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 1424ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1425ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 1426ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1427ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1428ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1429ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 1430ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1431ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1432ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1433ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 15ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 4 151 dws SO: the, Input: [d]
1 3 3 4 4 152 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 153 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 155 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 156 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 157 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 158 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1511ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1512ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1514ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1516ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1517ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 4 1518ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1519ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 4 1520ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1521ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1522ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1523ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 1524ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1525ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 1526ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1527ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1528ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1529ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 1530ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 1531ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1532ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 4 1533ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 16ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 161 dws SO: the, Input: [d]
1 3 3 4 4 162 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 4 163 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 4 164 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 4 165 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 4 17ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 4 171 dws SO: the, Input: [d]
1 3 3 4 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 181 dws SO: the, Input: [d]
1 3 3 4 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 4 191 dws SO: the, Input: [d]
1 3 3 4 4 192 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 4 193 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 4 194 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 4 195 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 4 196 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 4 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 4 198 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 4 199 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 4 1910ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 4 1911ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 4 1912ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 4 1913ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 1914ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1915ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 4 1916ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 4 1917ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 1918ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 4 1919ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 1920ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 4 1921ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 201 dws SO: the, Input: [d]
1 3 3 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 4 211 dws SO: the, Input: [d]
1 3 3 4 4 212 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 4 213 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 4 214 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 4 215 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 4 216 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 4 217 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 4 218 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 4 219 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 4 2110ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 2111ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 4 2112ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 4 2113ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 2114ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 4 2115ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 2116ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 4 2117ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 221 dws SO: the, Input: [d]
1 3 3 4 4 222 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 4 223 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 4 224 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 4 225 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 4 231 dws SO: the, Input: [d]
1 3 3 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 241 dws SO: the, Input: [d]
1 3 3 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 4 251 dws SO: the, Input: [d]
1 3 3 4 4 252 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 4 253 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 4 254 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 4 255 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 4 256 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 4 257 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 258 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 4 259 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 261 dws SO: the, Input: [d]
1 3 3 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 4 271 dws SO: the, Input: [d]
1 3 3 4 4 272 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 4 273 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 4 274 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 4 275 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 4 281 dws SO: the, Input: [d]
1 3 3 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 4 291 dws SO: the, Input: [d]
1 3 3 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 4 5 1 dws SO: the, Input: [d]
1 3 3 4 5 1 1 esm SO: {the,d}, Input: []
1 3 3 4 5 1 2 epm SO: <the,d>, Input: []
1 3 3 4 5 1 3 epm SO: <d,the>, Input: []
1 3 3 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 1 dws SO: the, Input: [d]
1 3 3 4 5 2 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 2 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 2 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 2 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 2 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 2 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 2 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 2 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 2 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 2 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 2 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 2 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 2 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 2 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 2 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 1 dws SO: the, Input: [d]
1 3 3 4 5 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 13ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 14ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 1 dws SO: the, Input: [d]
1 3 3 4 5 4 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 4 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 4 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 4 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 4 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 4 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 4 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 4 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 4 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 4 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 4 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 4 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 4 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 4 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 4 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 1 dws SO: the, Input: [d]
1 3 3 4 5 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 11ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 1 dws SO: the, Input: [d]
1 3 3 4 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 5 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 14ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 6 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 6 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 6 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 6 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 6 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 6 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 6 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 6 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 6 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 6 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 6 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 6 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 6 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 6 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 6 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 6 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 1 dws SO: the, Input: [d]
1 3 3 4 5 7 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 7 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 7 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 7 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 7 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 7 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 7 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 7 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 7 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 7 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 7 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 7 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 7 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 7 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 7 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 1 dws SO: the, Input: [d]
1 3 3 4 5 8 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 8 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 8 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 8 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 8 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 8 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 8 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 8 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 8 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 8 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 8 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 8 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 8 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 8 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 8 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 1 dws SO: the, Input: [d]
1 3 3 4 5 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 7 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 13ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 18ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 9 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 9 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 9 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 9 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 9 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 9 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 9 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 9 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 9 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 9 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 9 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 9 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 9 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 9 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 9 34ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 9 35ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 9 36ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 9 37ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 101 dws SO: the, Input: [d]
1 3 3 4 5 102 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 103 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 104 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 106 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 108 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 109 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1010ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1011ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1012ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1013ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1014ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1015ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1016ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1017ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 1018ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1019ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 1020ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1021ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 1022ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1023ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1024ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1025ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 1026ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1027ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1028ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1029ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 11ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 111 dws SO: the, Input: [d]
1 3 3 4 5 112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 115 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1114ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 1122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 1124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 1126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 1130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 12ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 121 dws SO: the, Input: [d]
1 3 3 4 5 122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 123 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1211ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1212ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1214ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1216ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1217ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 1218ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1219ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 1220ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1221ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 1222ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1223ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1224ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1225ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 1226ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1227ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1228ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1229ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 13ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 5 131 dws SO: the, Input: [d]
1 3 3 4 5 132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 133 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1311ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1312ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 5 1316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 5 1318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 1320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 1322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 1326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 1327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 5 1329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 14ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 5 141 dws SO: the, Input: [d]
1 3 3 4 5 15ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 5 151 dws SO: the, Input: [d]
1 3 3 4 5 152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 5 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 5 154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 5 155 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 5 156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 5 157 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 5 158 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 5 159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 5 1510ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 5 1511ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 5 1512ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 5 1513ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 1514ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1515ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 5 1516ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 5 1517ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 1518ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 5 1519ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1520ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 5 1521ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 5 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 161 dws SO: the, Input: [d]
1 3 3 4 5 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 5 171 dws SO: the, Input: [d]
1 3 3 4 5 172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 5 173 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 5 174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 5 175 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 5 176 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 5 177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 5 178 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 5 179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 5 1710ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1711ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 5 1712ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 5 1713ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 1714ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 5 1715ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 1716ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 5 1717ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 181 dws SO: the, Input: [d]
1 3 3 4 5 182 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 5 183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 5 184 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 5 185 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 5 191 dws SO: the, Input: [d]
1 3 3 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 201 dws SO: the, Input: [d]
1 3 3 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 5 211 dws SO: the, Input: [d]
1 3 3 4 5 212 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 5 213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 5 214 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 5 215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 5 216 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 5 217 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 218 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 5 219 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 221 dws SO: the, Input: [d]
1 3 3 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 5 231 dws SO: the, Input: [d]
1 3 3 4 5 232 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 5 233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 5 234 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 5 235 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 5 241 dws SO: the, Input: [d]
1 3 3 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 5 251 dws SO: the, Input: [d]
1 3 3 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 4 6 1 dws SO: the, Input: [d]
1 3 3 4 6 1 1 esm SO: {the,d}, Input: []
1 3 3 4 6 1 2 epm SO: <the,d>, Input: []
1 3 3 4 6 1 3 epm SO: <d,the>, Input: []
1 3 3 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 1 dws SO: the, Input: [d]
1 3 3 4 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 1 dws SO: the, Input: [d]
1 3 3 4 6 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 1 dws SO: the, Input: [d]
1 3 3 4 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 1 dws SO: the, Input: [d]
1 3 3 4 6 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 1 dws SO: the, Input: [d]
1 3 3 4 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 1 dws SO: the, Input: [d]
1 3 3 4 6 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 1 dws SO: the, Input: [d]
1 3 3 4 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 1 dws SO: the, Input: [d]
1 3 3 4 6 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 101 dws SO: the, Input: [d]
1 3 3 4 6 102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 1018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 1020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 1022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 1024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 1026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 1029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 111 dws SO: the, Input: [d]
1 3 3 4 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 121 dws SO: the, Input: [d]
1 3 3 4 6 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 6 131 dws SO: the, Input: [d]
1 3 3 4 6 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 6 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 6 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 6 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 14ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 141 dws SO: the, Input: [d]
1 3 3 4 6 15ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 6 151 dws SO: the, Input: [d]
1 3 3 4 6 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 6 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 6 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 6 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 6 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 6 157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 6 158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 6 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 6 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 6 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 6 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 6 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 6 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 6 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 6 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 6 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 161 dws SO: the, Input: [d]
1 3 3 4 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 6 171 dws SO: the, Input: [d]
1 3 3 4 6 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 6 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 6 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 6 175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 6 176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 6 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 6 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 6 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 6 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 6 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 6 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 6 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 6 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 181 dws SO: the, Input: [d]
1 3 3 4 6 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 6 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 6 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 6 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 6 191 dws SO: the, Input: [d]
1 3 3 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 201 dws SO: the, Input: [d]
1 3 3 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 6 211 dws SO: the, Input: [d]
1 3 3 4 6 212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 6 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 6 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 6 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 6 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 6 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 6 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 221 dws SO: the, Input: [d]
1 3 3 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 6 231 dws SO: the, Input: [d]
1 3 3 4 6 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 6 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 6 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 6 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 6 241 dws SO: the, Input: [d]
1 3 3 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 6 251 dws SO: the, Input: [d]
1 3 3 4 7 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 4 7 1 dws SO: the, Input: [d]
1 3 3 4 7 1 1 esm SO: {the,d}, Input: []
1 3 3 4 7 1 2 epm SO: <the,d>, Input: []
1 3 3 4 7 1 3 epm SO: <d,the>, Input: []
1 3 3 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 1 dws SO: the, Input: [d]
1 3 3 4 7 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 1 dws SO: the, Input: [d]
1 3 3 4 7 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 1 dws SO: the, Input: [d]
1 3 3 4 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 11ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 20ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 21ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 1 dws SO: the, Input: [d]
1 3 3 4 7 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 18ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 5 30ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 5 31ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 5 32ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 5 33ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 5 34ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 5 35ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 5 36ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 5 37ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 1 dws SO: the, Input: [d]
1 3 3 4 7 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 1 dws SO: the, Input: [d]
1 3 3 4 7 7 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 13ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 14ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 15ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 16ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 17ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 18ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 19ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 22ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 23ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 24ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 25ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 26ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 27ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 28ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 29ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 7 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 7 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 7 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 7 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 7 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 7 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 7 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 7 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 7 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 7 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 7 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 7 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 7 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 7 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 7 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 7 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 7 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 7 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 7 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 7 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 7 50ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 7 51ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 7 52ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 7 53ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 7 54ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 7 55ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 7 56ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 7 57ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 1 dws SO: the, Input: [d]
1 3 3 4 7 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 8 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 8 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 8 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 8 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 8 34ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 8 35ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 8 36ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 8 37ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 1 dws SO: the, Input: [d]
1 3 3 4 7 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 11ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 12ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 13ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 101 dws SO: the, Input: [d]
1 3 3 4 7 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 105 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1011ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1012ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1018ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1019ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1020ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1021ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1022ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1023ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1024ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1025ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 111 dws SO: the, Input: [d]
1 3 3 4 7 112 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 113 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 117 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 119 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1110ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1113ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1115ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1116ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1117ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1118ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1119ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1120ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1121ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 1122ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1123ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1124ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1125ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1126ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1127ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 1128ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1129ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 1130ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1131ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1132ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1133ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1134ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1135ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1136ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1137ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 121 dws SO: the, Input: [d]
1 3 3 4 7 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 123 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 129 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1210ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1216ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1217ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1218ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1219ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 131 dws SO: the, Input: [d]
1 3 3 4 7 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 137 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 138 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1310ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1311ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1312ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1313ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1314ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1317ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 141 dws SO: the, Input: [d]
1 3 3 4 7 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 143 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 149 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1410ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1412ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1413ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1414ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1417ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1418ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1419ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1420ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1421ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 151 dws SO: the, Input: [d]
1 3 3 4 7 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 153 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 155 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 156 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 158 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 159 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1510ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1511ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1512ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1514ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1515ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1516ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1518ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1520ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1522ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1523ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1524ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1525ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 1526ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1527ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1528ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1529ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1530ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1531ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 1532ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1533ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 1534ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1535ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1536ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1537ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1538ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1539ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1540ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1541ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 161 dws SO: the, Input: [d]
1 3 3 4 7 162 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 163 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 164 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 165 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 166 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 167 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 168 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 169 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1610ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1612ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1613ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1614ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1616ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1617ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1618ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1619ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1620ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1621ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 1622ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1623ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1624ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1625ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1626ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1627ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 1628ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1629ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 1630ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1631ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1632ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1633ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1634ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1635ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1636ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1637ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 7 171 dws SO: the, Input: [d]
1 3 3 4 7 172 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 173 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 174 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 175 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 176 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 177 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 178 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 179 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1710ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1712ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1713ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1714ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1716ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1718ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1719ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 7 1720ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1721ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 7 1722ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1723ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1724ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1725ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1726ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1727ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 1728ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1729ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 1730ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1731ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1732ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1733ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 1734ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 1735ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 1736ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 7 1737ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 181 dws SO: the, Input: [d]
1 3 3 4 7 182 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 7 183 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 7 184 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 7 185 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 7 186 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 7 187 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 188 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 7 189 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 191 dws SO: the, Input: [d]
1 3 3 4 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 201 dws SO: the, Input: [d]
1 3 3 4 7 202 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 7 203 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 7 204 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 7 205 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 7 211 dws SO: the, Input: [d]
1 3 3 4 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 221 dws SO: the, Input: [d]
1 3 3 4 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 7 231 dws SO: the, Input: [d]
1 3 3 4 7 232 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 7 233 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 7 234 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 7 235 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 7 236 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 7 237 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 7 238 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 7 239 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 7 2310ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 7 2311ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 7 2312ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 7 2313ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 2314ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 2315ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 7 2316ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 7 2317ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 2318ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 7 2319ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 2320ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 7 2321ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 241 dws SO: the, Input: [d]
1 3 3 4 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 7 251 dws SO: the, Input: [d]
1 3 3 4 7 252 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 7 253 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 7 254 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 7 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 7 256 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 7 257 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 7 258 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 7 259 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 7 2510ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 2511ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 7 2512ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 7 2513ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 2514ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 7 2515ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 2516ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 7 2517ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 261 dws SO: the, Input: [d]
1 3 3 4 7 262 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 7 263 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 7 264 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 7 265 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 7 271 dws SO: the, Input: [d]
1 3 3 4 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 281 dws SO: the, Input: [d]
1 3 3 4 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 7 291 dws SO: the, Input: [d]
1 3 3 4 7 292 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 7 293 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 7 294 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 7 295 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 7 296 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 7 297 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 298 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 7 299 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 301 dws SO: the, Input: [d]
1 3 3 4 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 7 311 dws SO: the, Input: [d]
1 3 3 4 7 312 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 7 313 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 7 314 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 7 315 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 7 321 dws SO: the, Input: [d]
1 3 3 4 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 7 331 dws SO: the, Input: [d]
1 3 3 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 4 8 1 dws SO: the, Input: [d]
1 3 3 4 8 1 1 esm SO: {the,d}, Input: []
1 3 3 4 8 1 2 epm SO: <the,d>, Input: []
1 3 3 4 8 1 3 epm SO: <d,the>, Input: []
1 3 3 4 8 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 1 dws SO: the, Input: [d]
1 3 3 4 8 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 1 dws SO: the, Input: [d]
1 3 3 4 8 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 1 dws SO: the, Input: [d]
1 3 3 4 8 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 1 dws SO: the, Input: [d]
1 3 3 4 8 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 1 dws SO: the, Input: [d]
1 3 3 4 8 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 1 dws SO: the, Input: [d]
1 3 3 4 8 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 1 dws SO: the, Input: [d]
1 3 3 4 8 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 1 dws SO: the, Input: [d]
1 3 3 4 8 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 101 dws SO: the, Input: [d]
1 3 3 4 8 102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 1018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 1020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 1022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 1024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 1026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 1029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 111 dws SO: the, Input: [d]
1 3 3 4 8 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 121 dws SO: the, Input: [d]
1 3 3 4 8 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 8 131 dws SO: the, Input: [d]
1 3 3 4 8 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 8 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 8 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 8 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 14ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 141 dws SO: the, Input: [d]
1 3 3 4 8 15ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 8 151 dws SO: the, Input: [d]
1 3 3 4 8 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 8 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 8 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 8 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 8 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 8 157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 8 158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 8 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 8 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 8 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 8 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 8 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 8 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 8 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 8 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 8 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 8 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 161 dws SO: the, Input: [d]
1 3 3 4 8 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 8 171 dws SO: the, Input: [d]
1 3 3 4 8 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 8 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 8 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 8 175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 8 176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 8 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 8 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 8 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 8 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 8 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 8 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 8 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 8 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 8 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 181 dws SO: the, Input: [d]
1 3 3 4 8 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 8 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 8 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 8 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 8 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 8 191 dws SO: the, Input: [d]
1 3 3 4 8 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 201 dws SO: the, Input: [d]
1 3 3 4 8 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 8 211 dws SO: the, Input: [d]
1 3 3 4 8 212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 8 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 8 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 8 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 8 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 8 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 8 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 8 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 221 dws SO: the, Input: [d]
1 3 3 4 8 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 8 231 dws SO: the, Input: [d]
1 3 3 4 8 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 8 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 8 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 8 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 8 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 8 241 dws SO: the, Input: [d]
1 3 3 4 8 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 8 251 dws SO: the, Input: [d]
1 3 3 4 9 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 4 9 1 dws SO: the, Input: [d]
1 3 3 4 9 1 1 esm SO: {the,d}, Input: []
1 3 3 4 9 1 2 epm SO: <the,d>, Input: []
1 3 3 4 9 1 3 epm SO: <d,the>, Input: []
1 3 3 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 1 dws SO: the, Input: [d]
1 3 3 4 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 1 dws SO: the, Input: [d]
1 3 3 4 9 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 3 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 3 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 3 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 3 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 3 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 3 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 3 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 3 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 3 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 3 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 3 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 3 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 3 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 3 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 3 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 3 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 1 dws SO: the, Input: [d]
1 3 3 4 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 4 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 4 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 4 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 4 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 1 dws SO: the, Input: [d]
1 3 3 4 9 5 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 13ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 14ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 15ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 18ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 20ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 21ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 23ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 24ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 25ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 26ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 27ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 5 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 5 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 5 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 5 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 5 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 5 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 5 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 5 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 5 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 5 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 5 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 5 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 5 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 5 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 5 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 5 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 5 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 5 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 5 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 5 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 5 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 5 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 5 50ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 5 51ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 5 52ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 5 53ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 1 dws SO: the, Input: [d]
1 3 3 4 9 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 6 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 6 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 6 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 6 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 1 dws SO: the, Input: [d]
1 3 3 4 9 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 11ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 1 dws SO: the, Input: [d]
1 3 3 4 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 8 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 8 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 8 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 8 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 8 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 8 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 8 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 8 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 8 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 8 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 8 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 8 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 8 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 8 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 8 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 8 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 8 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 8 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 1 dws SO: the, Input: [d]
1 3 3 4 9 9 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 9 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 9 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 9 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 9 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 9 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 9 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 9 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 9 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 9 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 9 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 9 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 9 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 9 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 9 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 9 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 9 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 101 dws SO: the, Input: [d]
1 3 3 4 9 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 103 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 107 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1011ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1014ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1016ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1017ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1018ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1019ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 1020ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1021ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1022ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1023ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 1024ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1025ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 1026ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1027ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1028ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1029ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 1030ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1031ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1032ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1033ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 111 dws SO: the, Input: [d]
1 3 3 4 9 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 117 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1111ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1112ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1115ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 121 dws SO: the, Input: [d]
1 3 3 4 9 122 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 123 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 125 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 126 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 127 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 128 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1211ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1212ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1214ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1216ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1217ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1218ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1219ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 1220ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1221ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1222ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1223ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 1224ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1225ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 1226ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1227ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1228ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1229ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 1230ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1231ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1232ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1233ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 131 dws SO: the, Input: [d]
1 3 3 4 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 135 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 139 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1310ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1313ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1320ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1321ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1322ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1323ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 1324ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1325ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1326ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1327ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 1328ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1329ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 1330ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1331ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1332ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1333ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 1334ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1335ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1336ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1337ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 141 dws SO: the, Input: [d]
1 3 3 4 9 142 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 143 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 145 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 146 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 147 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 148 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1410ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1411ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1412ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1414ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1416ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1417ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1418ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1419ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 1420ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1421ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1422ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1423ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 1424ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1425ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 1426ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1427ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1428ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1429ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 1430ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1431ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1432ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1433ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 9 151 dws SO: the, Input: [d]
1 3 3 4 9 152 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 153 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 155 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 156 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 157 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 158 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1511ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1512ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1514ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1516ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1517ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 9 1518ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1519ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 9 1520ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1521ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1522ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1523ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 1524ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1525ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 1526ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1527ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1528ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1529ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 1530ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 1531ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1532ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 9 1533ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 16ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 161 dws SO: the, Input: [d]
1 3 3 4 9 162 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 9 163 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 9 164 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 9 165 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 9 17ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 9 171 dws SO: the, Input: [d]
1 3 3 4 9 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 181 dws SO: the, Input: [d]
1 3 3 4 9 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 9 191 dws SO: the, Input: [d]
1 3 3 4 9 192 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 9 193 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 9 194 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 9 195 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 9 196 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 9 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 9 198 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 9 199 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 9 1910ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 9 1911ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 9 1912ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 9 1913ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 1914ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1915ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 9 1916ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 9 1917ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 1918ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 9 1919ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 1920ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 9 1921ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 9 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 201 dws SO: the, Input: [d]
1 3 3 4 9 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 9 211 dws SO: the, Input: [d]
1 3 3 4 9 212 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 9 213 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 9 214 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 9 215 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 9 216 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 9 217 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 9 218 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 9 219 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 9 2110ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 2111ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 9 2112ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 9 2113ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 2114ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 9 2115ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 2116ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 9 2117ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 9 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 221 dws SO: the, Input: [d]
1 3 3 4 9 222 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 9 223 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 9 224 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 9 225 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 9 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 9 231 dws SO: the, Input: [d]
1 3 3 4 9 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 241 dws SO: the, Input: [d]
1 3 3 4 9 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 9 251 dws SO: the, Input: [d]
1 3 3 4 9 252 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 9 253 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 9 254 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 9 255 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 9 256 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 9 257 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 258 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 9 259 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 9 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 261 dws SO: the, Input: [d]
1 3 3 4 9 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 9 271 dws SO: the, Input: [d]
1 3 3 4 9 272 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 9 273 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 9 274 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 9 275 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 9 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 9 281 dws SO: the, Input: [d]
1 3 3 4 9 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 9 291 dws SO: the, Input: [d]
1 3 3 4 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 4 101 dws SO: the, Input: [d]
1 3 3 4 101 1 esm SO: {the,d}, Input: []
1 3 3 4 101 2 epm SO: <the,d>, Input: []
1 3 3 4 101 3 epm SO: <d,the>, Input: []
1 3 3 4 102 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 102 1 dws SO: the, Input: [d]
1 3 3 4 102 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 102 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 102 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 102 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 102 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 102 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 102 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 102 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 102 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 102 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 102 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 102 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 102 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 102 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 102 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 103 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 103 1 dws SO: the, Input: [d]
1 3 3 4 103 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 13ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 14ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 103 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 103 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 103 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 103 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 103 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 103 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 103 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 103 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 103 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 103 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 103 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 103 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 103 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 103 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 103 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 103 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 103 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 103 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 103 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 103 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 103 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 103 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 103 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 103 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 104 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 104 1 dws SO: the, Input: [d]
1 3 3 4 104 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 104 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 104 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 104 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 104 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 104 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 104 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 104 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 104 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 104 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 104 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 104 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 104 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 104 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 104 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 105 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 105 1 dws SO: the, Input: [d]
1 3 3 4 105 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 11ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 105 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 105 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 105 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 105 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 105 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 105 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 105 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 105 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 105 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 105 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 105 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 105 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 105 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 105 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 105 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 105 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 105 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 105 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 105 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 105 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 105 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 105 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 106 1 dws SO: the, Input: [d]
1 3 3 4 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 5 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 14ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 106 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 106 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 106 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 106 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 106 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 106 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 106 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 106 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 106 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 106 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 106 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 106 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 106 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 106 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 106 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 106 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 107 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 107 1 dws SO: the, Input: [d]
1 3 3 4 107 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 107 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 107 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 107 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 107 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 107 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 107 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 107 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 107 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 107 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 107 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 107 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 107 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 107 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 107 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 108 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 108 1 dws SO: the, Input: [d]
1 3 3 4 108 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 108 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 108 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 108 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 108 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 108 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 108 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 108 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 108 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 108 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 108 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 108 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 108 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 108 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 108 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 109 1 dws SO: the, Input: [d]
1 3 3 4 109 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 7 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 13ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 18ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 109 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 109 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 109 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 109 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 109 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 109 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 109 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 109 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 109 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 109 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 109 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 109 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 109 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 109 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 109 34ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 109 35ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 109 36ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 109 37ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 1010ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 10101 dws SO: the, Input: [d]
1 3 3 4 10102 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10103 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10104 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10106 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10108 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10109 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101010ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101011ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101012ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101013ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101014ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101015ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101016ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101017ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 101018ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101019ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 101020ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101021ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 101022ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 101023ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101024ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101025ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 101026ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101027ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 101028ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101029ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 1011ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 10111 dws SO: the, Input: [d]
1 3 3 4 10112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10115 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101114ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 101119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 101122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 101124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 101126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 101127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 101130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 101132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 1012ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 10121 dws SO: the, Input: [d]
1 3 3 4 10122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10123 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101211ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101212ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101214ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101216ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101217ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 101218ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101219ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 101220ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101221ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 101222ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 101223ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101224ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101225ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 101226ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101227ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 101228ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101229ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 1013ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 10131 dws SO: the, Input: [d]
1 3 3 4 10132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10133 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 10139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101311ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101312ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 101316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 101318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 101320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 101322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 101323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 101326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 101327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 101328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 101329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 1014ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 10141 dws SO: the, Input: [d]
1 3 3 4 1015ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 10151 dws SO: the, Input: [d]
1 3 3 4 10152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 10153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 10154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 10155 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 10156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 10157 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 10158 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 10159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 101510ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 101511ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 101512ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 101513ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 101514ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 101515ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 101516ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 101517ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 101518ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 101519ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 101520ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 101521ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 1016ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 10161 dws SO: the, Input: [d]
1 3 3 4 1017ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 10171 dws SO: the, Input: [d]
1 3 3 4 10172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 10173 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 10174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 10175 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 10176 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 10177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 10178 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 10179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 101710ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 101711ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 101712ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 101713ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 101714ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 101715ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 101716ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 101717ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 1018ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 10181 dws SO: the, Input: [d]
1 3 3 4 10182 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 10183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 10184 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 10185 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 1019ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 10191 dws SO: the, Input: [d]
1 3 3 4 1020ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 10201 dws SO: the, Input: [d]
1 3 3 4 1021ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 10211 dws SO: the, Input: [d]
1 3 3 4 10212 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 10213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 10214 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 10215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 10216 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 10217 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 10218 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 10219 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 1022ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 10221 dws SO: the, Input: [d]
1 3 3 4 1023ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 10231 dws SO: the, Input: [d]
1 3 3 4 10232 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 10233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 10234 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 10235 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 1024ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 10241 dws SO: the, Input: [d]
1 3 3 4 1025ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 10251 dws SO: the, Input: [d]
1 3 3 4 11ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 4 111 dws SO: the, Input: [d]
1 3 3 4 111 1 esm SO: {the,d}, Input: []
1 3 3 4 111 2 epm SO: <the,d>, Input: []
1 3 3 4 111 3 epm SO: <d,the>, Input: []
1 3 3 4 112 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 112 1 dws SO: the, Input: [d]
1 3 3 4 112 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 112 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 112 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 112 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 112 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 112 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 112 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 112 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 112 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 112 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 112 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 112 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 112 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 112 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 112 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 113 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 113 1 dws SO: the, Input: [d]
1 3 3 4 113 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 113 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 113 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 113 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 113 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 113 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 113 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 113 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 113 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 113 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 113 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 113 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 113 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 113 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 113 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 113 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 113 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 113 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 113 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 113 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 113 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 113 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 113 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 113 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 113 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 114 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 114 1 dws SO: the, Input: [d]
1 3 3 4 114 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 114 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 114 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 114 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 114 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 114 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 114 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 114 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 114 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 114 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 114 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 114 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 114 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 114 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 114 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 115 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 115 1 dws SO: the, Input: [d]
1 3 3 4 115 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 115 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 115 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 115 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 115 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 115 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 115 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 115 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 115 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 115 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 115 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 115 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 115 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 115 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 115 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 115 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 115 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 115 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 115 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 115 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 115 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 115 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 115 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 116 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 116 1 dws SO: the, Input: [d]
1 3 3 4 116 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 116 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 116 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 116 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 116 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 116 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 116 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 116 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 116 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 116 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 116 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 116 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 116 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 116 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 116 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 116 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 116 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 117 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 117 1 dws SO: the, Input: [d]
1 3 3 4 117 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 117 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 117 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 117 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 117 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 117 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 117 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 117 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 117 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 117 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 117 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 117 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 117 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 117 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 117 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 118 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 118 1 dws SO: the, Input: [d]
1 3 3 4 118 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 118 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 118 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 118 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 118 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 118 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 118 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 118 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 118 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 118 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 118 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 118 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 118 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 118 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 118 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 119 1 dws SO: the, Input: [d]
1 3 3 4 119 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 119 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 119 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 119 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 119 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 119 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 119 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 119 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 119 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 119 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 119 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 119 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 119 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 119 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 119 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 119 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 119 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 119 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 119 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 1110ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 11101 dws SO: the, Input: [d]
1 3 3 4 11102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 111018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 111020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 111022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 111023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 111024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 111026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 111028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 111029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 1111ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 11111 dws SO: the, Input: [d]
1 3 3 4 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 111119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 111120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 111122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 111124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 111126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 111127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 111128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 111130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 111132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 111133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 1112ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 11121 dws SO: the, Input: [d]
1 3 3 4 11122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 111217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 111218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 111220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 111222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 111223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 111224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 111226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 111228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 111229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 1113ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 4 11131 dws SO: the, Input: [d]
1 3 3 4 11132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 11139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 4 111316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 4 111318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 111320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 111322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 111323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 111324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 111326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 111327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 111328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 4 111329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 4 1114ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 11141 dws SO: the, Input: [d]
1 3 3 4 1115ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 4 11151 dws SO: the, Input: [d]
1 3 3 4 11152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 11153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 11154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 11155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 11156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 11157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 11158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 11159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 111510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 111511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 4 111512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 111513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 111514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 111515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 111516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 111517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 111518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 111519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 111520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 4 111521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 4 1116ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 11161 dws SO: the, Input: [d]
1 3 3 4 1117ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 11171 dws SO: the, Input: [d]
1 3 3 4 11172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 11173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 11174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 11175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 11176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 11177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 11178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 11179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 111710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 111711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 111712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 111713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 111714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 111715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 111716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 111717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 1118ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 11181 dws SO: the, Input: [d]
1 3 3 4 11182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 11183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 11184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 11185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 1119ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 11191 dws SO: the, Input: [d]
1 3 3 4 1120ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 11201 dws SO: the, Input: [d]
1 3 3 4 1121ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 11211 dws SO: the, Input: [d]
1 3 3 4 11212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 11213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 11214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 11215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 11216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 11217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 11218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 11219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 1122ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 11221 dws SO: the, Input: [d]
1 3 3 4 1123ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 11231 dws SO: the, Input: [d]
1 3 3 4 11232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 11233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 11234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 11235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 1124ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 4 11241 dws SO: the, Input: [d]
1 3 3 4 1125ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 4 11251 dws SO: the, Input: [d]
1 3 3 4 12ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 4 121 dws SO: the, Input: [d]
1 3 3 4 121 1 esm SO: {the,d}, Input: []
1 3 3 4 121 2 epm SO: <the,d>, Input: []
1 3 3 4 121 3 epm SO: <d,the>, Input: []
1 3 3 4 13ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 4 131 dws SO: the, Input: [d]
1 3 3 4 131 1 esm SO: {the,d}, Input: []
1 3 3 4 131 2 epm SO: <the,d>, Input: []
1 3 3 4 131 3 epm SO: <d,the>, Input: []
1 3 3 4 132 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 132 1 dws SO: the, Input: [d]
1 3 3 4 132 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 5 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 6 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 7 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 8 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 10ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 11ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 12ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 13ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 132 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 132 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 132 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 132 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 4 132 18ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 132 19ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 132 20ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 132 21ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 132 22ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 132 23ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 132 24ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 132 25ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 133 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 133 1 dws SO: the, Input: [d]
1 3 3 4 133 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 133 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 133 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 133 5 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 133 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 133 7 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 133 8 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 133 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 133 10ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 133 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 133 12ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 133 13ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 4 133 14ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 133 15ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 133 16ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 133 17ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 133 18ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 133 19ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 133 20ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 133 21ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 134 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 134 1 dws SO: the, Input: [d]
1 3 3 4 134 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 134 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 134 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 134 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 134 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 134 7 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 134 8 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 134 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 134 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 134 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 134 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 134 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 4 134 14ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 134 15ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 134 16ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 134 17ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 134 18ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 134 19ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 134 20ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 134 21ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 135 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 135 1 dws SO: the, Input: [d]
1 3 3 4 135 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 3 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 5 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 6 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 7 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 9 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 10ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 12ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 13ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 14ism SO: {book,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 15ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 135 16ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 135 17ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 135 18ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 135 19ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 135 20ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 135 21ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 4 135 22ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 135 23ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 135 24ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 135 25ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 135 26ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 135 27ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 135 28ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 135 29ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 136 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 136 1 dws SO: the, Input: [d]
1 3 3 4 136 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 136 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 136 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 136 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 136 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 136 7 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 136 8 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 136 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 136 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 136 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 136 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 136 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 4 136 14ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 136 15ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 136 16ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 136 17ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 136 18ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 136 19ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 136 20ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 136 21ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 137 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 137 1 dws SO: the, Input: [d]
1 3 3 4 137 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 5 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 6 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 7 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 8 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 10ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 11ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 12ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 13ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 137 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 137 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 137 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 137 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 4 137 18ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 137 19ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 137 20ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 137 21ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 137 22ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 137 23ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 137 24ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 137 25ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 138 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 138 1 dws SO: the, Input: [d]
1 3 3 4 138 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 138 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 138 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 138 5 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 138 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 138 7 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 138 8 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 138 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 138 10ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 138 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 138 12ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 138 13ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 4 138 14ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 138 15ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 138 16ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 138 17ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 138 18ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 138 19ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 138 20ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 138 21ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 139 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 4 139 1 dws SO: the, Input: [d]
1 3 3 4 139 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 139 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 139 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 139 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 139 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 139 7 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 139 8 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 139 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 139 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 139 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 4 139 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 139 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 4 139 14ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 139 15ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 139 16ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 139 17ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 139 18ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 139 19ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 139 20ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 4 139 21ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 4 1310ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 13101 dws SO: the, Input: [d]
1 3 3 4 13102 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 4 13103 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 4 13104 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 13105 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 1311ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 13111 dws SO: the, Input: [d]
1 3 3 4 1312ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 13121 dws SO: the, Input: [d]
1 3 3 4 1313ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 13131 dws SO: the, Input: [d]
1 3 3 4 13132 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 13133 ism SO: {{book,n!case},<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 13134 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 13135 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 13136 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 13137 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 13138 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 13139 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 1314ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 13141 dws SO: the, Input: [d]
1 3 3 4 1315ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 13151 dws SO: the, Input: [d]
1 3 3 4 13152 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 4 13153 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 4 13154 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 13155 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 1316ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 4 13161 dws SO: the, Input: [d]
1 3 3 4 1317ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 4 13171 dws SO: the, Input: [d]
1 3 3 4 14ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 141 dws SO: the, Input: [d]
1 3 3 4 141 1 esm SO: {the,d}, Input: []
1 3 3 4 141 2 epm SO: <the,d>, Input: []
1 3 3 4 141 3 epm SO: <d,the>, Input: []
1 3 3 4 142 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 142 1 dws SO: the, Input: [d]
1 3 3 4 142 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 142 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 142 4 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 142 5 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 142 6 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 4 142 7 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 4 142 8 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 4 142 9 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 4 143 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 143 1 dws SO: the, Input: [d]
1 3 3 4 143 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 143 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 143 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 143 5 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 143 6 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 4 143 7 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 4 143 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 4 143 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 4 144 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 144 1 dws SO: the, Input: [d]
1 3 3 4 145 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 145 1 dws SO: the, Input: [d]
1 3 3 4 15ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 4 151 dws SO: the, Input: [d]
1 3 3 4 151 1 esm SO: {the,d}, Input: []
1 3 3 4 151 2 epm SO: <the,d>, Input: []
1 3 3 4 151 3 epm SO: <d,the>, Input: []
1 3 3 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 4 161 dws SO: the, Input: [d]
1 3 3 4 161 1 esm SO: {the,d}, Input: []
1 3 3 4 161 2 epm SO: <the,d>, Input: []
1 3 3 4 161 3 epm SO: <d,the>, Input: []
1 3 3 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 4 171 dws SO: the, Input: [d]
1 3 3 4 171 1 esm SO: {the,d}, Input: []
1 3 3 4 171 2 epm SO: <the,d>, Input: []
1 3 3 4 171 3 epm SO: <d,the>, Input: []
1 3 3 4 172 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 172 1 dws SO: the, Input: [d]
1 3 3 4 172 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 172 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 172 4 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 172 5 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 172 6 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 172 7 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 172 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 4 172 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 4 172 10ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 4 172 11ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 172 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 4 172 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 4 173 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 173 1 dws SO: the, Input: [d]
1 3 3 4 173 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 173 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 173 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 173 5 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 173 6 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 173 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 173 8 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 173 9 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 173 10ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 173 11ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 4 173 12ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 4 173 13ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 4 173 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 4 173 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 173 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 4 173 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 4 174 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 174 1 dws SO: the, Input: [d]
1 3 3 4 174 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 174 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 174 4 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 174 5 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 174 6 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 174 7 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 174 8 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 4 174 9 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 4 174 10ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 4 174 11ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 174 12ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 4 174 13ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 4 175 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 4 175 1 dws SO: the, Input: [d]
1 3 3 4 175 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 175 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 175 4 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 175 5 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 175 6 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 175 7 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 4 175 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 4 175 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 4 175 10ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 4 175 11ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 4 175 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 4 175 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 4 176 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 176 1 dws SO: the, Input: [d]
1 3 3 4 177 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 4 177 1 dws SO: the, Input: [d]
1 3 3 4 177 2 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 4 177 3 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 4 177 4 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 177 5 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 178 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 4 178 1 dws SO: the, Input: [d]
1 3 3 4 179 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 4 179 1 dws SO: the, Input: [d]
1 3 3 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 4 181 dws SO: the, Input: [d]
1 3 3 4 181 1 esm SO: {the,d}, Input: []
1 3 3 4 181 2 epm SO: <the,d>, Input: []
1 3 3 4 181 3 epm SO: <d,the>, Input: []
1 3 3 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 4 191 dws SO: the, Input: [d]
1 3 3 4 191 1 esm SO: {the,d}, Input: []
1 3 3 4 191 2 epm SO: <the,d>, Input: []
1 3 3 4 191 3 epm SO: <d,the>, Input: []
1 3 3 4 192 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 192 1 dws SO: the, Input: [d]
1 3 3 4 192 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 192 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 192 4 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 192 5 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 192 6 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 4 192 7 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 4 192 8 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 4 192 9 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 4 193 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 4 193 1 dws SO: the, Input: [d]
1 3 3 4 193 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 193 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 193 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 193 5 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 4 193 6 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 4 193 7 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 4 193 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 4 193 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 4 194 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 4 194 1 dws SO: the, Input: [d]
1 3 3 4 195 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 4 195 1 dws SO: the, Input: [d]
1 3 3 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 4 201 dws SO: the, Input: [d]
1 3 3 4 201 1 esm SO: {the,d}, Input: []
1 3 3 4 201 2 epm SO: <the,d>, Input: []
1 3 3 4 201 3 epm SO: <d,the>, Input: []
1 3 3 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 4 211 dws SO: the, Input: [d]
1 3 3 4 211 1 esm SO: {the,d}, Input: []
1 3 3 4 211 2 epm SO: <the,d>, Input: []
1 3 3 4 211 3 epm SO: <d,the>, Input: []
1 3 3 5 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 3 5 1 dws SO: the, Input: [d]
1 3 3 5 1 1 esm SO: {the,d}, Input: []
1 3 3 5 1 1 1 uws SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 5 1 2 epm SO: <the,d>, Input: []
1 3 3 5 1 2 1 uws SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 5 1 3 epm SO: <d,the>, Input: []
1 3 3 5 1 3 1 uws SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 2 1 dws SO: the, Input: [d]
1 3 3 5 2 1 1 esm SO: {the,d}, Input: []
1 3 3 5 2 1 2 epm SO: <the,d>, Input: []
1 3 3 5 2 1 3 epm SO: <d,the>, Input: []
1 3 3 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 1 dws SO: the, Input: [d]
1 3 3 5 2 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 20ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 21ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 24ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 26ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 27ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 2 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2 50ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2 51ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2 52ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2 53ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 1 dws SO: the, Input: [d]
1 3 3 5 2 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 16ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 17ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 20ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 21ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 22ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 23ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 3 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 3 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 3 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 3 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 3 42ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 3 43ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 3 44ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 3 45ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 1 dws SO: the, Input: [d]
1 3 3 5 2 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 5 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 11ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 12ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 13ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 18ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 19ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 22ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 23ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 24ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 25ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 4 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 4 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 4 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 4 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 4 46ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 4 47ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 4 48ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 4 49ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 1 dws SO: the, Input: [d]
1 3 3 5 2 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 10ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 11ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 16ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 17ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 19ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 20ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 21ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 22ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 23ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 5 38ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 5 39ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 5 40ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 5 41ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 5 42ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 5 43ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 5 44ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 5 45ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 1 dws SO: the, Input: [d]
1 3 3 5 2 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 16ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 17ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 20ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 21ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 22ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 23ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 6 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 6 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 6 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 6 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 6 42ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 6 43ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 6 44ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 6 45ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 1 dws SO: the, Input: [d]
1 3 3 5 2 7 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 17ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 19ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 21ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 22ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 23ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 24ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 25ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 27ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 28ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 29ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 30ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 31ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 32ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 33ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 34ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 35ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 36ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 37ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 7 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 7 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 7 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 7 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 7 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 7 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 7 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 7 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 7 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 7 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 7 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 7 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 7 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 7 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 7 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 7 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 7 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 7 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 7 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 7 66ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 7 67ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 7 68ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 69ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 7 70ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 7 71ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 7 72ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 7 73ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 1 dws SO: the, Input: [d]
1 3 3 5 2 8 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 20ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 21ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 24ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 26ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 27ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 8 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 8 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 8 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 8 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 8 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 8 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 8 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 8 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 8 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 8 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 8 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 8 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 8 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 8 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 8 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 8 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 8 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 8 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 8 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 8 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 8 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 8 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 8 50ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 8 51ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 8 52ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 8 53ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 1 dws SO: the, Input: [d]
1 3 3 5 2 9 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 16ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 17ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 20ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 21ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 22ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 23ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 9 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 9 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 9 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 9 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 9 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 9 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 9 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 9 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 9 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 9 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 9 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 9 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 9 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 9 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 9 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 9 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 9 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 9 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 9 42ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 9 43ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 9 44ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 9 45ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 101 dws SO: the, Input: [d]
1 3 3 5 2 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 105 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1011ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1012ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1013ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1017ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1018ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1019ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1020ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1021ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1022ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1023ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1024ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1025ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 1042ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1043ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1044ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1045ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1046ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1047ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1048ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1049ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 111 dws SO: the, Input: [d]
1 3 3 5 2 112 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 113 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 117 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 119 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1110ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1111ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1113ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1115ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1116ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1117ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1118ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1119ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1120ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1121ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1122ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1123ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1124ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1125ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 1126ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1127ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1128ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1129ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1130ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1131ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 1132ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1133ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1134ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1135ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1136ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1137ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 1138ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1139ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1140ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1141ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1142ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1143ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1144ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1145ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 121 dws SO: the, Input: [d]
1 3 3 5 2 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 123 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 129 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1210ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1211ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1216ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1217ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1218ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1219ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1220ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1221ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1222ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1223ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 1238ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1239ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1240ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1241ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1242ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1243ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1244ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1245ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 131 dws SO: the, Input: [d]
1 3 3 5 2 132 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 133 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 134 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 135 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 136 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 137 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 138 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 139 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1310ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1311ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1312ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1313ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1314ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1315ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1316ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1317ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1318ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1319ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1320ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1321ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1322ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1323ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1324ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1325ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1326ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1327ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1328ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1329ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1330ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1331ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1332ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 1333ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1334ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1335ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1336ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1337ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1338ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1339ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1340ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1341ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 1342ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1343ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1344ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1345ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1346ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1347ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 1348ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1349ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1350ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1351ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1352ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1353ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 1354ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1355ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1356ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1357ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1358ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1359ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1360ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1361ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 141 dws SO: the, Input: [d]
1 3 3 5 2 142 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 143 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 144 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 145 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 146 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 147 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 148 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 149 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1410ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1411ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1412ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1413ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1414ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1415ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1416ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1417ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1418ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1419ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1420ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1421ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1422ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1423ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1424ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1425ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1426ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1427ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1428ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1429ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 1430ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1431ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1432ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1433ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1434ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1435ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 1436ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1437ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1438ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1439ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1440ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1441ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 1442ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1443ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1444ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1445ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1446ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1447ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1448ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1449ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 15ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 151 dws SO: the, Input: [d]
1 3 3 5 2 152 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 153 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 154 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 155 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 156 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 157 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 158 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 159 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1510ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1511ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1512ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1513ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1514ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1515ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1516ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1517ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1518ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1519ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1520ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1521ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1522ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1523ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1524ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1525ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 1526ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1527ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1528ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1529ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1530ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1531ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 1532ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1533ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1534ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1535ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1536ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1537ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 1538ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1539ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1540ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1541ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1542ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1543ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1544ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1545ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 161 dws SO: the, Input: [d]
1 3 3 5 2 162 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 163 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 164 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 165 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 166 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 167 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 168 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 169 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1610ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1611ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1612ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1613ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1614ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1615ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1616ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1617ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1618ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1619ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1620ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1621ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1622ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1623ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1624ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1625ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 1626ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1627ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1628ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1629ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1630ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1631ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 1632ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1633ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1634ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1635ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1636ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1637ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 1638ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1639ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1640ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1641ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1642ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1643ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1644ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1645ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 171 dws SO: the, Input: [d]
1 3 3 5 2 172 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 173 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 174 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 175 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 176 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 177 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 178 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 179 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1710ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1711ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1712ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1713ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1714ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1715ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1716ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1717ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1718ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1719ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1720ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1721ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1722ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1723ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1724ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1725ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1726ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1727ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1728ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1729ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1730ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1731ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1732ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1733ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 1734ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1735ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1736ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1737ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1738ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1739ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 1740ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1741ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1742ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1743ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1744ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1745ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 1746ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1747ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1748ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1749ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1750ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1751ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1752ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1753ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 181 dws SO: the, Input: [d]
1 3 3 5 2 182 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 183 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 184 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 185 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 186 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 187 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 188 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 189 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1810ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1811ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1812ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1813ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1814ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1815ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1816ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1817ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1818ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1819ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1820ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1821ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1822ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1823ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1824ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1825ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 1826ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1827ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1828ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1829ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1830ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1831ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 1832ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1833ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1834ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1835ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1836ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1837ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 1838ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1839ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1840ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1841ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1842ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1843ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1844ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1845ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 191 dws SO: the, Input: [d]
1 3 3 5 2 192 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 193 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 194 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 195 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 196 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 197 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 198 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 199 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1910ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1911ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1912ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1913ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1914ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1915ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1916ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1917ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1918ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1919ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1920ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1921ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1922ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1923ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1924ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1925ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 1926ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1927ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1928ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1929ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 1930ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1931ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1932ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1933ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1934ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1935ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 1936ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1937ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1938ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1939ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1940ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1941ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 1942ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1943ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1944ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1945ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 1946ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 1947ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 1948ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 1949ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 201 dws SO: the, Input: [d]
1 3 3 5 2 202 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 203 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 204 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 205 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 206 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 207 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 208 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 209 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2010ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2011ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2012ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2013ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2014ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2016ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2017ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2018ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2019ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2020ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2021ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2022ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2023ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2024ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2025ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 2026ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2027ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2028ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2029ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2030ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2031ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 2032ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2033ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2034ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2035ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2036ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2037ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 2038ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2039ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2040ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2041ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2042ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2043ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2044ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2045ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 2 211 dws SO: the, Input: [d]
1 3 3 5 2 212 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 213 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 214 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 215 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 216 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 217 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 218 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 219 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2110ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2111ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2112ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2113ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2114ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2115ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2116ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2117ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2118ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2119ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2120ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2121ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2122ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2123ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 2 2124ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2125ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 2 2126ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2127ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2128ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2129ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2130ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2131ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 2132ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2133ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2134ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2135ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2136ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2137ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 2138ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2139ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2140ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2141ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2142ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 2143ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2144ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 2 2145ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 221 dws SO: the, Input: [d]
1 3 3 5 2 222 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 223 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 224 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 225 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 226 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 227 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 228 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 2 229 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 231 dws SO: the, Input: [d]
1 3 3 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 241 dws SO: the, Input: [d]
1 3 3 5 2 242 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 2 243 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 2 244 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 2 245 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 2 251 dws SO: the, Input: [d]
1 3 3 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 261 dws SO: the, Input: [d]
1 3 3 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 2 271 dws SO: the, Input: [d]
1 3 3 5 2 272 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 273 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 274 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 275 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 276 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 277 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 278 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 279 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 2710ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 2711ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 2712ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 2713ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 2714ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 2715ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 2 2716ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2717ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 2718ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2719ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 2 2720ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 2721ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 2722ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2723ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 2 2724ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 2725ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 2726ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 2727ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 2728ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 2 2729ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 281 dws SO: the, Input: [d]
1 3 3 5 2 282 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 283 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 284 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 285 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 286 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 287 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 288 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 2 289 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 291 dws SO: the, Input: [d]
1 3 3 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 301 dws SO: the, Input: [d]
1 3 3 5 2 302 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 2 303 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 2 304 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 2 305 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 2 311 dws SO: the, Input: [d]
1 3 3 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 321 dws SO: the, Input: [d]
1 3 3 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 2 331 dws SO: the, Input: [d]
1 3 3 5 2 332 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 2 333 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 2 334 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 2 335 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 2 336 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 2 337 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 2 338 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 2 339 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 2 3310ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 3311ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 2 3312ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 3313ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 3314ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 3315ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 3316ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 2 3317ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 341 dws SO: the, Input: [d]
1 3 3 5 2 342 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 2 343 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 2 344 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 2 345 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 2 351 dws SO: the, Input: [d]
1 3 3 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 361 dws SO: the, Input: [d]
1 3 3 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 2 371 dws SO: the, Input: [d]
1 3 3 5 2 372 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 373 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 374 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 375 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 2 376 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 377 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 378 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 2 379 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 381 dws SO: the, Input: [d]
1 3 3 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 2 391 dws SO: the, Input: [d]
1 3 3 5 2 392 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 2 393 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 2 394 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 2 395 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 2 401 dws SO: the, Input: [d]
1 3 3 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 2 411 dws SO: the, Input: [d]
1 3 3 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 3 1 dws SO: the, Input: [d]
1 3 3 5 3 1 1 esm SO: {the,d}, Input: []
1 3 3 5 3 1 2 epm SO: <the,d>, Input: []
1 3 3 5 3 1 3 epm SO: <d,the>, Input: []
1 3 3 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 1 dws SO: the, Input: [d]
1 3 3 5 3 2 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 2 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 2 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 2 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 2 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 2 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 2 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 2 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 2 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 2 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 2 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 2 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 2 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 2 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 2 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 2 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 2 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 2 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 2 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 1 dws SO: the, Input: [d]
1 3 3 5 3 3 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 17ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 18ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 19ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 21ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 23ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 27ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 28ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 30ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 32ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 33ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 3 34ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 3 35ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 3 36ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 3 37ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 3 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 3 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 3 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 3 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 3 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 3 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 3 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 3 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 3 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 3 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 3 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 3 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 3 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 3 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 3 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 3 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 3 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 3 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 3 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 3 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 3 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 3 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 3 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 3 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 3 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 3 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 3 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 3 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 1 dws SO: the, Input: [d]
1 3 3 5 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 7 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 17ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 22ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 4 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 4 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 4 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 4 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 4 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 4 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 4 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 4 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 4 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 4 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 4 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 4 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 4 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 4 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 4 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 4 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 4 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 4 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 4 42ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 4 43ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 4 44ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 4 45ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 1 dws SO: the, Input: [d]
1 3 3 5 3 5 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 5 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 5 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 5 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 5 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 5 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 5 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 5 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 5 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 5 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 5 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 5 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 5 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 5 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 5 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 5 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 5 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 5 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 5 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 1 dws SO: the, Input: [d]
1 3 3 5 3 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 5 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 14ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 15ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 18ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 19ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 20ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 21ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 6 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 6 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 6 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 6 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 6 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 6 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 6 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 6 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 6 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 6 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 6 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 6 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 6 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 6 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 6 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 6 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 6 38ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 6 39ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 6 40ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 6 41ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 1 dws SO: the, Input: [d]
1 3 3 5 3 7 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 12ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 13ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 15ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 16ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 17ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 18ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 19ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 7 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 7 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 7 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 7 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 7 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 7 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 7 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 7 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 7 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 7 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 7 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 7 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 7 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 7 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 7 34ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 7 35ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 7 36ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 7 37ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 1 dws SO: the, Input: [d]
1 3 3 5 3 8 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 8 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 8 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 8 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 8 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 8 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 8 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 8 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 8 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 8 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 8 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 8 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 8 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 8 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 8 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 8 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 8 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 8 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 8 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 1 dws SO: the, Input: [d]
1 3 3 5 3 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 11ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 14ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 101 dws SO: the, Input: [d]
1 3 3 5 3 102 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 103 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 104 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 105 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 106 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 107 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 108 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 109 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1010ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1011ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1012ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1014ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1015ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1016ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1018ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1019ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1020ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1021ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1022ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1023ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1024ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1025ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 1026ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1027ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 1028ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1029ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1030ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1031ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1032ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1033ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 1034ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1035ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1036ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1037ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1038ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1039ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1040ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1041ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 111 dws SO: the, Input: [d]
1 3 3 5 3 112 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 113 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 114 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 115 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 116 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 117 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 118 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 119 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1110ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1112ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1113ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1114ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1115ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1116ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1117ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1118ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1119ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1120ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1121ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 1122ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1123ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 1124ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1125ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1126ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1127ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1128ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1129ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 1130ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1131ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1132ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1133ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1134ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1135ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1136ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1137ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 121 dws SO: the, Input: [d]
1 3 3 5 3 122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 123 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 125 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1212ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1213ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1215ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1216ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1217ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1218ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1219ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 1222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 1224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 1230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1234ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1235ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1236ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1237ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 131 dws SO: the, Input: [d]
1 3 3 5 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 135 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 137 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 138 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 139 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1313ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1317ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1318ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1322ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1324ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1325ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1326ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1327ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1328ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1329ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 1330ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1331ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 1332ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1333ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1334ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1335ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1336ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1337ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 1338ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1339ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1340ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1341ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1342ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1343ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1344ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1345ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 141 dws SO: the, Input: [d]
1 3 3 5 3 142 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 143 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 144 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 145 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 147 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 148 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 149 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1410ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1412ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1413ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1414ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1416ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1417ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1418ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1419ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1420ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1421ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 1422ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1423ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 1424ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1425ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1426ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1427ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1428ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1429ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 1430ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1431ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1432ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1433ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1434ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1435ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1436ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1437ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 151 dws SO: the, Input: [d]
1 3 3 5 3 152 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 153 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 154 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 155 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 156 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 157 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 159 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1510ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1511ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1512ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1514ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1515ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1516ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1518ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1519ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1520ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1521ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1522ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1523ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1524ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1525ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 1526ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1527ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 1528ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1529ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1530ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1531ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1532ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1533ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 1534ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1535ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1536ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1537ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1538ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1539ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1540ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1541ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 161 dws SO: the, Input: [d]
1 3 3 5 3 162 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 163 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 164 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 165 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 166 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 167 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 168 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 169 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1610ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1612ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1613ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1614ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1615ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1616ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1617ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1618ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1619ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1620ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1621ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 1622ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1623ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 1624ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1625ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1626ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1627ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1628ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1629ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 1630ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1631ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1632ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1633ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1634ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1635ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1636ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1637ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 3 171 dws SO: the, Input: [d]
1 3 3 5 3 172 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 173 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 174 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 175 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 177 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 178 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 179 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1710ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1712ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1713ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1714ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1716ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1717ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1718ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1719ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 3 1720ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1721ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 3 1722ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1723ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 1724ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1725ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1726ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1727ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1728ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1729ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 1730ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1731ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1732ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1733ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1734ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 1735ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1736ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 3 1737ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 181 dws SO: the, Input: [d]
1 3 3 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 3 191 dws SO: the, Input: [d]
1 3 3 5 3 192 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 193 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 194 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 195 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 196 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 197 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 198 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 199 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 1910ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 1911ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 1912ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 1913ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 1914ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 1915ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 3 1916ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1917ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 1918ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1919ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 3 1920ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 1921ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 1922ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1923ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 3 1924ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 1925ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 1926ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 1927ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 1928ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 3 1929ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 201 dws SO: the, Input: [d]
1 3 3 5 3 202 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 3 203 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 3 204 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 3 205 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 3 206 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 207 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 208 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 3 209 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 211 dws SO: the, Input: [d]
1 3 3 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 221 dws SO: the, Input: [d]
1 3 3 5 3 222 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 3 223 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 3 224 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 3 225 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 3 231 dws SO: the, Input: [d]
1 3 3 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 241 dws SO: the, Input: [d]
1 3 3 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 3 251 dws SO: the, Input: [d]
1 3 3 5 3 252 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 3 253 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 3 254 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 3 255 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 3 256 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 3 257 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 3 258 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 3 259 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 3 2510ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 2511ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 3 2512ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 2513ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 2514ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 2515ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 2516ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 3 2517ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 261 dws SO: the, Input: [d]
1 3 3 5 3 262 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 3 263 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 3 264 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 3 265 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 3 271 dws SO: the, Input: [d]
1 3 3 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 281 dws SO: the, Input: [d]
1 3 3 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 3 291 dws SO: the, Input: [d]
1 3 3 5 3 292 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 3 293 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 3 294 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 3 295 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 3 296 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 297 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 298 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 3 299 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 301 dws SO: the, Input: [d]
1 3 3 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 3 311 dws SO: the, Input: [d]
1 3 3 5 3 312 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 3 313 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 3 314 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 3 315 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 3 321 dws SO: the, Input: [d]
1 3 3 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 3 331 dws SO: the, Input: [d]
1 3 3 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 4 1 dws SO: the, Input: [d]
1 3 3 5 4 1 1 esm SO: {the,d}, Input: []
1 3 3 5 4 1 2 epm SO: <the,d>, Input: []
1 3 3 5 4 1 3 epm SO: <d,the>, Input: []
1 3 3 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 1 dws SO: the, Input: [d]
1 3 3 5 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 17ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 20ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 22ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 2 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 2 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 2 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 2 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 2 42ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 2 43ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 2 44ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 2 45ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 1 dws SO: the, Input: [d]
1 3 3 5 4 3 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 14ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 15ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 17ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 18ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 19ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 20ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 21ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 3 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 3 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 3 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 3 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 3 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 3 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 3 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 3 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 3 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 3 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 3 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 3 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 3 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 3 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 3 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 3 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 3 38ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 3 39ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 3 40ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 3 41ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 1 dws SO: the, Input: [d]
1 3 3 5 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 14ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 15ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 17ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 18ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 19ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 20ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 21ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 4 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 4 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 4 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 4 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 4 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 4 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 4 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 4 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 4 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 4 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 4 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 4 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 4 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 4 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 4 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 4 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 4 38ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 4 39ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 4 40ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 4 41ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 1 dws SO: the, Input: [d]
1 3 3 5 4 5 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 17ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 18ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 19ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 20ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 21ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 22ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 23ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 24ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 25ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 26ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 27ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 28ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 29ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 30ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 31ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 32ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 33ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 34ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 35ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 5 36ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 5 37ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 5 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 5 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 5 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 5 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 5 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 5 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 5 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 5 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 5 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 5 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 5 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 5 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 5 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 5 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 5 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 5 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 5 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 5 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 5 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 5 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 5 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 5 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 5 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 5 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 5 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 5 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 5 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 5 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 5 66ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 5 67ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 5 68ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 5 69ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 1 dws SO: the, Input: [d]
1 3 3 5 4 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 7 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 11ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 15ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 18ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 19ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 22ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 24ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 25ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 6 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 6 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 6 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 6 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 6 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 6 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 6 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 6 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 6 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 6 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 6 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 6 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 6 38ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 6 39ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 6 40ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 6 41ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 6 42ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 6 43ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 6 44ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 6 45ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 6 46ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 6 47ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 6 48ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 6 49ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 1 dws SO: the, Input: [d]
1 3 3 5 4 7 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 14ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 15ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 17ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 18ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 19ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 20ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 21ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 7 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 7 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 7 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 7 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 7 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 7 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 7 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 7 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 7 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 7 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 7 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 7 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 7 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 7 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 7 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 7 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 7 38ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 7 39ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 7 40ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 7 41ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 1 dws SO: the, Input: [d]
1 3 3 5 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 17ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 20ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 22ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 8 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 8 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 8 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 8 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 8 42ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 8 43ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 8 44ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 8 45ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 1 dws SO: the, Input: [d]
1 3 3 5 4 9 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 14ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 15ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 17ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 18ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 19ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 20ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 21ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 9 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 9 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 9 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 9 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 9 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 9 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 9 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 9 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 9 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 9 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 9 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 9 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 9 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 9 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 9 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 9 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 9 38ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 9 39ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 9 40ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 9 41ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 101 dws SO: the, Input: [d]
1 3 3 5 4 102 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 103 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 105 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 106 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 107 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 108 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 109 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1011ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1012ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1014ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1015ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1016ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1017ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1018ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1019ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1020ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1021ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1022ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1023ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 1024ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1025ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1026ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1027ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 1028ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1029ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1030ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1031ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1032ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1033ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 1034ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1035ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1036ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1037ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1038ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1039ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1040ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1041ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 111 dws SO: the, Input: [d]
1 3 3 5 4 112 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 113 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 114 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 115 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 116 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 117 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 118 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 119 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1110ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1111ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1112ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1113ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1114ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1115ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1116ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1117ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1118ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1119ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1120ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1121ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1122ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1123ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1124ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1125ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1126ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1127ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1128ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1129ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1130ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 1131ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1132ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1133ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1134ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1135ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1136ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1137ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1138ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1139ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 1140ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1141ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1142ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1143ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 1144ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1145ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1146ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1147ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1148ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1149ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 1150ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1151ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1152ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1153ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1154ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1155ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1156ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1157ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 121 dws SO: the, Input: [d]
1 3 3 5 4 122 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 123 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 124 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 125 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 126 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 127 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 128 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 129 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1210ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1211ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1212ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1213ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1214ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1216ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1217ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1218ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1219ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1220ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1221ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1222ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1223ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1224ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1225ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1226ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1227ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 1228ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1229ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1230ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1231ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 1232ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1233ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1234ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1235ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1236ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1237ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 1238ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1239ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1240ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1241ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1242ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1243ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1244ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1245ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 131 dws SO: the, Input: [d]
1 3 3 5 4 132 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 133 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 134 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 135 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 136 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 137 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 138 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 139 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1310ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1311ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1312ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1313ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1314ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1315ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1316ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1317ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1318ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1319ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1320ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1321ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1322ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1323ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 1324ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1325ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1326ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1327ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 1328ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1329ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1330ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1331ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1332ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1333ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 1334ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1335ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1336ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1337ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1338ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1339ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1340ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1341ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 141 dws SO: the, Input: [d]
1 3 3 5 4 142 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 143 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 145 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 146 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 147 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 148 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 149 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1410ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1411ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1412ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1413ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1414ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1415ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1416ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1417ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1418ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1419ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1420ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1421ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1422ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1423ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 1424ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1425ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1426ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1427ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 1428ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1429ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1430ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1431ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1432ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1433ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 1434ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1435ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1436ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1437ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1438ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1439ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1440ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1441ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 151 dws SO: the, Input: [d]
1 3 3 5 4 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 153 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 155 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 156 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 157 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 158 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 159 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1510ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1511ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1512ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1513ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1514ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1515ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1516ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1517ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1518ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1519ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1520ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1522ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1524ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1525ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1526ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1527ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1528ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1529ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1530ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1531ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 1532ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1533ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1534ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1535ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 1536ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1537ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1538ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1539ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1540ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1541ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 1542ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1543ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1544ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1545ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1546ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1547ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1548ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1549ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 161 dws SO: the, Input: [d]
1 3 3 5 4 162 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 163 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 164 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 165 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 166 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 167 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 168 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 169 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1610ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1611ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1612ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1613ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1614ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1615ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1616ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1617ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1618ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1619ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1620ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1621ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1622ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1623ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 1624ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1625ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1626ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1627ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 1628ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1629ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1630ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1631ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1632ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1633ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 1634ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1635ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1636ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1637ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1638ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1639ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1640ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1641ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 171 dws SO: the, Input: [d]
1 3 3 5 4 172 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 173 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 174 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 175 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 176 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 177 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 178 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 179 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1710ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1711ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1712ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1713ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1714ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1715ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1716ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1717ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1718ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1720ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1721ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1722ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1723ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1724ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1725ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1726ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1727ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 1728ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1729ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1730ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1731ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 1732ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1733ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1734ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1735ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1736ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1737ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 1738ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1739ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1740ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1741ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1742ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1743ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1744ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1745ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 181 dws SO: the, Input: [d]
1 3 3 5 4 182 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 183 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 184 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 185 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 186 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 187 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 188 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 189 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1810ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1811ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1812ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1813ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1814ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1815ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1816ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1817ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1818ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1819ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1820ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1821ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1822ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1823ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 1824ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1825ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1826ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1827ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 1828ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1829ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1830ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1831ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1832ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1833ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 1834ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1835ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1836ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1837ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1838ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1839ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1840ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1841ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 4 191 dws SO: the, Input: [d]
1 3 3 5 4 192 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 193 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 194 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 195 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 196 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 197 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 198 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 199 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1910ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1911ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1912ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1913ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1914ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1915ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1916ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1917ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1918ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1919ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1920ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1921ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 4 1922ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1923ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 4 1924ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1925ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1926ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1927ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 1928ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1929ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1930ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1931ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1932ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1933ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 1934ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1935ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1936ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1937ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 1938ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 1939ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 1940ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 4 1941ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 201 dws SO: the, Input: [d]
1 3 3 5 4 202 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 4 203 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 4 204 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 4 205 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 4 211 dws SO: the, Input: [d]
1 3 3 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 221 dws SO: the, Input: [d]
1 3 3 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 4 231 dws SO: the, Input: [d]
1 3 3 5 4 232 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 233 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 234 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 235 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 236 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 237 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 238 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 239 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 2310ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 2311ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 2312ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 2313ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 2314ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 2315ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 4 2316ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 2317ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 2318ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 2319ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 4 2320ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 2321ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 2322ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 2323ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 4 2324ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 2325ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 2326ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 2327ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 2328ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 4 2329ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 241 dws SO: the, Input: [d]
1 3 3 5 4 242 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 4 243 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 4 244 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 4 245 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 4 246 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 247 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 248 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 4 249 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 251 dws SO: the, Input: [d]
1 3 3 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 261 dws SO: the, Input: [d]
1 3 3 5 4 262 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 4 263 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 4 264 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 4 265 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 4 271 dws SO: the, Input: [d]
1 3 3 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 281 dws SO: the, Input: [d]
1 3 3 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 4 291 dws SO: the, Input: [d]
1 3 3 5 4 292 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 4 293 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 4 294 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 4 295 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 4 296 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 4 297 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 4 298 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 4 299 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 4 2910ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 2911ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 4 2912ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 2913ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 2914ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 2915ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 2916ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 4 2917ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 301 dws SO: the, Input: [d]
1 3 3 5 4 302 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 4 303 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 4 304 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 4 305 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 4 311 dws SO: the, Input: [d]
1 3 3 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 321 dws SO: the, Input: [d]
1 3 3 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 4 331 dws SO: the, Input: [d]
1 3 3 5 4 332 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 4 333 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 4 334 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 4 335 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 4 336 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 337 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 338 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 4 339 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 341 dws SO: the, Input: [d]
1 3 3 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 4 351 dws SO: the, Input: [d]
1 3 3 5 4 352 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 4 353 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 4 354 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 4 355 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 4 361 dws SO: the, Input: [d]
1 3 3 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 4 371 dws SO: the, Input: [d]
1 3 3 5 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 5 1 dws SO: the, Input: [d]
1 3 3 5 5 1 1 esm SO: {the,d}, Input: []
1 3 3 5 5 1 2 epm SO: <the,d>, Input: []
1 3 3 5 5 1 3 epm SO: <d,the>, Input: []
1 3 3 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 1 dws SO: the, Input: [d]
1 3 3 5 5 2 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 12ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 13ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 15ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 16ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 17ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 18ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 19ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 2 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 2 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 2 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 2 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 2 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 2 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 2 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 2 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 2 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 2 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 2 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 2 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 2 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 2 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 2 34ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 2 35ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 2 36ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 2 37ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 1 dws SO: the, Input: [d]
1 3 3 5 5 3 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 17ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 18ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 19ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 21ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 23ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 27ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 28ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 30ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 32ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 33ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 3 34ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 3 35ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 3 36ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 3 37ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 3 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 3 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 3 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 3 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 3 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 3 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 3 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 3 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 3 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 3 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 3 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 3 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 3 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 3 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 3 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 3 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 3 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 3 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 3 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 3 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 3 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 3 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 3 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 3 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 3 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 3 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 3 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 3 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 1 dws SO: the, Input: [d]
1 3 3 5 5 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 7 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 11ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 13ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 17ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 18ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 20ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 22ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 23ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 4 24ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 4 25ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 4 26ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 4 27ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 4 28ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 4 29ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 4 30ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 4 31ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 4 32ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 4 33ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 4 34ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 4 35ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 4 36ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 4 37ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 4 38ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 4 39ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 4 40ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 4 41ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 4 42ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 4 43ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 4 44ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 4 45ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 1 dws SO: the, Input: [d]
1 3 3 5 5 5 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 12ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 13ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 15ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 16ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 17ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 18ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 19ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 5 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 5 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 5 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 5 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 5 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 5 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 5 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 5 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 5 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 5 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 5 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 5 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 5 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 5 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 5 34ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 5 35ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 5 36ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 5 37ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 1 dws SO: the, Input: [d]
1 3 3 5 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 3 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 4 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 5 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 6 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 9 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 11ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 12ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 14ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 15ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 16ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 18ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 19ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 20ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 21ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 6 22ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 6 23ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 6 24ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 6 25ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 6 26ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 6 27ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 6 28ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 6 29ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 6 30ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 6 31ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 6 32ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 6 33ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 6 34ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 6 35ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 6 36ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 6 37ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 6 38ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 6 39ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 6 40ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 6 41ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 1 dws SO: the, Input: [d]
1 3 3 5 5 7 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 12ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 13ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 15ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 16ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 17ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 18ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 19ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 7 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 7 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 7 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 7 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 7 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 7 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 7 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 7 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 7 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 7 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 7 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 7 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 7 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 7 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 7 34ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 7 35ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 7 36ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 7 37ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 1 dws SO: the, Input: [d]
1 3 3 5 5 8 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 12ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 13ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 15ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 16ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 17ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 18ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 19ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 8 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 8 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 8 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 8 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 8 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 8 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 8 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 8 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 8 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 8 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 8 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 8 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 8 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 8 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 8 34ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 8 35ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 8 36ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 8 37ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 1 dws SO: the, Input: [d]
1 3 3 5 5 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 11ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 14ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 101 dws SO: the, Input: [d]
1 3 3 5 5 102 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 103 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 104 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 105 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 106 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 107 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 108 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 109 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1010ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1011ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1012ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1014ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1015ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1016ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1018ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1019ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1020ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1021ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1022ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1023ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1024ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1025ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 1026ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1027ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 1028ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1029ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1030ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1031ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1032ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1033ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 1034ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1035ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1036ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1037ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1038ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1039ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1040ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1041ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 111 dws SO: the, Input: [d]
1 3 3 5 5 112 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 113 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 114 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 115 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 116 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 117 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 118 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 119 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1110ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1112ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1113ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1114ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1115ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1116ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1117ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1118ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1119ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1120ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1121ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 1122ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1123ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 1124ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1125ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1126ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1127ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1128ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1129ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 1130ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1131ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1132ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1133ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1134ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1135ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1136ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1137ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 121 dws SO: the, Input: [d]
1 3 3 5 5 122 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 123 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 124 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 125 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 126 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 127 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 128 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 129 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1210ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1212ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1213ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1214ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1215ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1216ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1217ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1218ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1219ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1220ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1221ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 1222ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1223ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 1224ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1225ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1226ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1227ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1228ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1229ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 1230ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1231ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1232ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1233ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1234ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1235ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1236ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1237ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 131 dws SO: the, Input: [d]
1 3 3 5 5 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 133 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 135 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 136 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 137 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 138 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 139 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1311ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1313ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1314ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1317ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1318ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1320ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1322ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1323ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1324ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1325ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1326ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1327ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1328ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1329ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 1330ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1331ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 1332ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1333ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1334ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1335ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1336ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1337ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 1338ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1339ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1340ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1341ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1342ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1343ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1344ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1345ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 141 dws SO: the, Input: [d]
1 3 3 5 5 142 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 143 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 144 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 145 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 146 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 147 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 148 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 149 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1410ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1412ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1413ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1414ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1415ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1416ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1417ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1418ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1419ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1420ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1421ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 1422ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1423ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 1424ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1425ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1426ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1427ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1428ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1429ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 1430ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1431ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1432ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1433ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1434ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1435ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1436ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1437ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 151 dws SO: the, Input: [d]
1 3 3 5 5 152 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 153 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 154 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 155 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 156 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 157 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 159 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1510ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1511ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1512ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1514ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1515ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1516ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1518ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1519ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1520ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1521ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1522ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1523ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1524ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1525ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 1526ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1527ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 1528ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1529ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1530ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1531ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1532ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1533ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 1534ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1535ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1536ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1537ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1538ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1539ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1540ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1541ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 161 dws SO: the, Input: [d]
1 3 3 5 5 162 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 163 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 164 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 165 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 166 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 167 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 168 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 169 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1610ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1612ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1613ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1614ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1615ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1616ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1617ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1618ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1619ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1620ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1621ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 1622ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1623ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 1624ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1625ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1626ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1627ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1628ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1629ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 1630ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1631ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1632ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1633ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1634ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1635ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1636ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1637ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 5 171 dws SO: the, Input: [d]
1 3 3 5 5 172 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 173 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 174 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 175 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 176 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 177 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 178 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 179 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1710ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1712ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1713ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1714ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1715ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1716ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1717ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1718ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1719ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 5 1720ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1721ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 5 1722ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1723ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 1724ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1725ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1726ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1727ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1728ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1729ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 1730ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1731ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1732ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1733ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1734ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 1735ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1736ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 5 1737ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 5 181 dws SO: the, Input: [d]
1 3 3 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 5 191 dws SO: the, Input: [d]
1 3 3 5 5 192 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 193 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 194 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 195 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 196 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 197 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 198 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 199 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 1910ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 1911ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 1912ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 1913ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 1914ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 1915ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 5 1916ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1917ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 1918ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1919ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 5 1920ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 1921ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 1922ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1923ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 5 1924ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 1925ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 1926ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 1927ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 1928ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 5 1929ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 201 dws SO: the, Input: [d]
1 3 3 5 5 202 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 5 203 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 5 204 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 5 205 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 5 206 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 207 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 208 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 5 209 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 211 dws SO: the, Input: [d]
1 3 3 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 221 dws SO: the, Input: [d]
1 3 3 5 5 222 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 5 223 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 5 224 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 5 225 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 5 231 dws SO: the, Input: [d]
1 3 3 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 241 dws SO: the, Input: [d]
1 3 3 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 5 251 dws SO: the, Input: [d]
1 3 3 5 5 252 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 5 253 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 5 254 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 5 255 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 5 256 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 5 257 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 5 258 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 5 259 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 5 2510ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 2511ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 5 2512ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 2513ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 2514ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 2515ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 2516ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 5 2517ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 261 dws SO: the, Input: [d]
1 3 3 5 5 262 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 5 263 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 5 264 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 5 265 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 5 271 dws SO: the, Input: [d]
1 3 3 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 281 dws SO: the, Input: [d]
1 3 3 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 5 291 dws SO: the, Input: [d]
1 3 3 5 5 292 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 5 293 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 5 294 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 5 295 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 5 296 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 297 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 298 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 5 299 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 301 dws SO: the, Input: [d]
1 3 3 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 5 311 dws SO: the, Input: [d]
1 3 3 5 5 312 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 5 313 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 5 314 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 5 315 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 5 321 dws SO: the, Input: [d]
1 3 3 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 5 331 dws SO: the, Input: [d]
1 3 3 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 6 1 dws SO: the, Input: [d]
1 3 3 5 6 1 1 esm SO: {the,d}, Input: []
1 3 3 5 6 1 2 epm SO: <the,d>, Input: []
1 3 3 5 6 1 3 epm SO: <d,the>, Input: []
1 3 3 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 1 dws SO: the, Input: [d]
1 3 3 5 6 2 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 2 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 2 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 2 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 2 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 2 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 2 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 2 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 2 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 2 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 2 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 2 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 2 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 2 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 2 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 2 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 2 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 2 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 2 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 1 dws SO: the, Input: [d]
1 3 3 5 6 3 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 17ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 18ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 19ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 21ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 23ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 27ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 28ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 30ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 32ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 33ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 3 34ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 3 35ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 3 36ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 3 37ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 3 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 3 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 3 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 3 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 3 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 3 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 3 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 3 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 3 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 3 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 3 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 3 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 3 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 3 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 3 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 3 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 3 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 3 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 3 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 3 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 3 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 3 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 3 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 3 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 3 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 3 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 3 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 3 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 1 dws SO: the, Input: [d]
1 3 3 5 6 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 7 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 17ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 20ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 22ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 23ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 4 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 4 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 4 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 4 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 4 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 4 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 4 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 4 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 4 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 4 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 4 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 4 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 4 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 4 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 4 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 4 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 4 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 4 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 4 42ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 4 43ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 4 44ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 4 45ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 1 dws SO: the, Input: [d]
1 3 3 5 6 5 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 5 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 5 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 5 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 5 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 5 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 5 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 5 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 5 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 5 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 5 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 5 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 5 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 5 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 5 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 5 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 5 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 5 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 5 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 1 dws SO: the, Input: [d]
1 3 3 5 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 5 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 14ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 15ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 18ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 19ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 20ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 21ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 6 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 6 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 6 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 6 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 6 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 6 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 6 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 6 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 6 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 6 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 6 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 6 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 6 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 6 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 6 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 6 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 6 38ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 6 39ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 6 40ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 6 41ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 1 dws SO: the, Input: [d]
1 3 3 5 6 7 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 12ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 13ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 15ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 16ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 17ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 18ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 19ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 7 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 7 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 7 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 7 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 7 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 7 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 7 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 7 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 7 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 7 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 7 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 7 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 7 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 7 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 7 34ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 7 35ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 7 36ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 7 37ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 1 dws SO: the, Input: [d]
1 3 3 5 6 8 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 8 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 8 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 8 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 8 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 8 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 8 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 8 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 8 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 8 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 8 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 8 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 8 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 8 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 8 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 8 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 8 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 8 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 8 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 1 dws SO: the, Input: [d]
1 3 3 5 6 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 11ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 14ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 101 dws SO: the, Input: [d]
1 3 3 5 6 102 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 103 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 104 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 105 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 106 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 107 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 108 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 109 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1010ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1011ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1012ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1014ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1015ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1016ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1018ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1019ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1020ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1021ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1022ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1023ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1024ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1025ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 1026ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1027ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 1028ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1029ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1030ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1031ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1032ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1033ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 1034ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1035ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1036ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1037ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1038ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1039ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1040ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1041ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 111 dws SO: the, Input: [d]
1 3 3 5 6 112 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 113 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 114 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 115 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 116 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 117 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 118 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 119 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1110ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1112ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1113ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1114ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1115ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1116ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1117ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1118ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1119ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1120ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1121ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 1122ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1123ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 1124ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1125ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1126ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1127ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1128ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1129ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 1130ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1131ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1132ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1133ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1134ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1135ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1136ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1137ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 121 dws SO: the, Input: [d]
1 3 3 5 6 122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 123 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 125 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1212ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1213ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1215ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1216ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1217ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1218ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1219ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 1222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 1224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 1230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1234ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1235ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1236ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1237ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 131 dws SO: the, Input: [d]
1 3 3 5 6 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 133 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 135 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 136 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 137 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 138 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 139 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1311ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1313ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1314ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1317ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1318ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1320ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1322ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1323ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1324ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1325ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1326ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1327ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1328ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1329ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 1330ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1331ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 1332ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1333ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1334ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1335ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1336ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1337ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 1338ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1339ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1340ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1341ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1342ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1343ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1344ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1345ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 141 dws SO: the, Input: [d]
1 3 3 5 6 142 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 143 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 144 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 145 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 146 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 147 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 148 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 149 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1410ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1412ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1413ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1414ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1415ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1416ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1417ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1418ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1419ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1420ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1421ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 1422ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1423ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 1424ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1425ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1426ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1427ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1428ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1429ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 1430ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1431ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1432ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1433ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1434ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1435ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1436ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1437ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 151 dws SO: the, Input: [d]
1 3 3 5 6 152 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 153 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 154 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 155 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 156 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 157 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 159 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1510ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1511ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1512ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1514ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1515ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1516ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1518ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1519ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1520ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1521ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1522ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1523ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1524ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1525ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 1526ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1527ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 1528ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1529ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1530ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1531ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1532ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1533ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 1534ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1535ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1536ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1537ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1538ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1539ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1540ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1541ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 161 dws SO: the, Input: [d]
1 3 3 5 6 162 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 163 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 164 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 165 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 166 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 167 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 168 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 169 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1610ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1612ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1613ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1614ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1615ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1616ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1617ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1618ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1619ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1620ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1621ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 1622ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1623ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 1624ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1625ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1626ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1627ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1628ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1629ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 1630ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1631ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1632ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1633ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1634ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1635ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1636ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1637ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 6 171 dws SO: the, Input: [d]
1 3 3 5 6 172 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 173 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 174 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 175 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 176 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 177 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 178 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 179 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1710ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1712ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1713ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1714ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1715ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1716ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1717ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1718ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1719ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 6 1720ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1721ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 6 1722ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1723ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 1724ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1725ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1726ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1727ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1728ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1729ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 1730ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1731ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1732ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1733ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1734ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 1735ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1736ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 6 1737ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 181 dws SO: the, Input: [d]
1 3 3 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 6 191 dws SO: the, Input: [d]
1 3 3 5 6 192 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 193 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 194 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 195 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 196 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 197 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 198 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 199 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 1910ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 1911ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 1912ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 1913ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 1914ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 1915ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 6 1916ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1917ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 1918ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1919ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 6 1920ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 1921ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 1922ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1923ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 6 1924ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 1925ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 1926ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 1927ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 1928ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 6 1929ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 201 dws SO: the, Input: [d]
1 3 3 5 6 202 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 6 203 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 6 204 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 6 205 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 6 206 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 207 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 208 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 6 209 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 211 dws SO: the, Input: [d]
1 3 3 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 221 dws SO: the, Input: [d]
1 3 3 5 6 222 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 6 223 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 6 224 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 6 225 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 6 231 dws SO: the, Input: [d]
1 3 3 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 241 dws SO: the, Input: [d]
1 3 3 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 6 251 dws SO: the, Input: [d]
1 3 3 5 6 252 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 6 253 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 6 254 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 6 255 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 6 256 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 6 257 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 6 258 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 6 259 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 6 2510ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 2511ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 6 2512ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 2513ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 2514ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 2515ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 2516ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 6 2517ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 261 dws SO: the, Input: [d]
1 3 3 5 6 262 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 6 263 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 6 264 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 6 265 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 6 271 dws SO: the, Input: [d]
1 3 3 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 281 dws SO: the, Input: [d]
1 3 3 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 6 291 dws SO: the, Input: [d]
1 3 3 5 6 292 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 6 293 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 6 294 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 6 295 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 6 296 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 297 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 298 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 6 299 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 301 dws SO: the, Input: [d]
1 3 3 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 6 311 dws SO: the, Input: [d]
1 3 3 5 6 312 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 6 313 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 6 314 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 6 315 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 6 321 dws SO: the, Input: [d]
1 3 3 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 6 331 dws SO: the, Input: [d]
1 3 3 5 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 7 1 dws SO: the, Input: [d]
1 3 3 5 7 1 1 esm SO: {the,d}, Input: []
1 3 3 5 7 1 2 epm SO: <the,d>, Input: []
1 3 3 5 7 1 3 epm SO: <d,the>, Input: []
1 3 3 5 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 1 dws SO: the, Input: [d]
1 3 3 5 7 2 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 11ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 12ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 13ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 17ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 21ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 22ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 24ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 25ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 26ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 27ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 28ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 29ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 30ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 31ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 32ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 33ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 34ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 35ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 2 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2 54ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2 55ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 2 56ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2 57ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2 58ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2 59ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2 60ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2 61ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2 62ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2 63ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2 64ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2 65ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2 66ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2 67ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2 68ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2 69ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 1 dws SO: the, Input: [d]
1 3 3 5 7 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 15ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 16ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 17ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 22ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 23ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 24ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 25ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 26ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 27ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 28ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 29ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 3 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 3 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 3 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 3 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 3 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 3 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 3 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 3 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 3 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 3 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 3 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 3 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 3 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 3 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 3 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 3 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 3 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 3 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 3 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 3 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 3 50ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 3 51ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 3 52ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 3 53ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 3 54ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 3 55ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 3 56ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 3 57ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 1 dws SO: the, Input: [d]
1 3 3 5 7 4 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 14ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 15ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 20ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 21ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 22ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 23ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 24ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 25ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 26ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 27ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 4 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 4 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 4 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 4 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 4 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 4 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 4 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 4 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 4 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 4 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 4 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 4 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 4 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 4 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 4 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 4 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 4 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 4 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 4 46ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 4 47ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 4 48ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 4 49ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 4 50ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 4 51ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 4 52ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 4 53ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 1 dws SO: the, Input: [d]
1 3 3 5 7 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 14ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 15ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 20ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 21ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 22ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 23ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 24ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 25ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 26ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 27ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 5 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 5 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 5 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 5 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 5 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 5 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 5 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 5 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 5 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 5 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 5 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 5 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 5 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 5 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 5 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 5 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 5 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 5 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 5 46ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 5 47ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 5 48ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 5 49ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 5 50ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 5 51ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 5 52ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 5 53ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 1 dws SO: the, Input: [d]
1 3 3 5 7 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 5 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 7 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 9 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 10ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 11ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 15ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 17ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 18ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 19ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 20ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 21ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 22ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 24ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 25ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 26ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 27ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 28ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 29ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 30ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 31ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 6 32ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 6 33ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 6 34ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 6 35ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 6 36ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 6 37ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 6 38ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 6 39ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 6 40ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 6 41ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 6 42ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 6 43ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 6 44ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 6 45ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 6 46ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 6 47ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 6 48ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 6 49ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 6 50ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 6 51ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 6 52ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 6 53ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 6 54ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 6 55ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 6 56ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 6 57ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 6 58ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 6 59ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 6 60ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 6 61ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 1 dws SO: the, Input: [d]
1 3 3 5 7 7 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 14ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 15ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 20ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 21ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 22ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 23ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 24ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 25ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 26ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 27ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 7 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 7 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 7 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 7 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 7 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 7 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 7 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 7 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 7 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 7 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 7 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 7 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 7 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 7 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 7 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 7 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 7 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 7 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 7 46ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 7 47ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 7 48ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 7 49ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 7 50ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 7 51ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 7 52ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 7 53ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 1 dws SO: the, Input: [d]
1 3 3 5 7 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 15ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 16ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 17ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 22ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 23ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 24ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 25ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 26ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 27ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 28ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 29ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 8 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 8 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 8 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 8 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 8 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 8 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 8 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 8 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 8 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 8 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 8 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 8 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 8 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 8 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 8 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 8 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 8 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 8 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 8 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 8 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 8 50ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 8 51ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 8 52ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 8 53ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 8 54ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 8 55ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 8 56ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 8 57ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 1 dws SO: the, Input: [d]
1 3 3 5 7 9 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 14ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 15ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 20ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 21ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 22ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 23ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 24ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 25ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 26ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 27ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 9 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 9 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 9 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 9 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 9 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 9 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 9 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 9 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 9 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 9 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 9 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 9 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 9 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 9 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 9 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 9 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 9 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 9 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 9 46ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 9 47ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 9 48ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 9 49ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 9 50ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 9 51ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 9 52ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 9 53ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 101 dws SO: the, Input: [d]
1 3 3 5 7 102 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 103 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 104 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 106 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 107 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 108 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 109 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1011ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1012ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1013ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1014ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1015ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1017ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1018ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1019ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1020ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1021ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1022ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1023ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1024ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1025ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1026ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1027ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1028ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1029ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 1030ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1031ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1032ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1033ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1034ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1035ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1036ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1037ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1038ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1039ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 1040ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1041ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1042ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1043ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1044ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1045ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1046ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1047ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1048ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1049ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1050ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1051ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1052ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1053ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 11ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 111 dws SO: the, Input: [d]
1 3 3 5 7 112 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 113 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 114 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 115 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 116 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 117 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 118 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 119 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1110ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1111ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1112ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1113ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1114ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1115ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1116ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1117ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1118ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1119ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1120ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1121ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1122ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1123ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1124ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1125ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1126ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1127ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1128ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1129ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1130ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1131ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1132ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1133ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1134ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1135ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1136ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1137ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1138ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1139ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1140ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1141ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1142ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 1143ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1144ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1145ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1146ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1147ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1148ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1149ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1150ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1151ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1152ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1153ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1154ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1155ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1156ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1157ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 1158ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1159ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1160ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1161ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1162ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1163ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1164ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1165ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1166ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1167ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 1168ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1169ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1170ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1171ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1172ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1173ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1174ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1175ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1176ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1177ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1178ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1179ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1180ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1181ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 12ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 121 dws SO: the, Input: [d]
1 3 3 5 7 122 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 123 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 124 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 125 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 126 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 127 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 128 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 129 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1210ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1211ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1212ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1213ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1214ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1215ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1216ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1217ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1218ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1219ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1220ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1221ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1222ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1223ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1224ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1225ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1226ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1227ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1228ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1229ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1230ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1231ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1232ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1233ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1234ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1235ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1236ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1237ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 1238ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1239ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1240ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1241ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1242ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1243ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1244ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1245ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1246ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1247ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 1248ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1249ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1250ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1251ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1252ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1253ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1254ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1255ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1256ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1257ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1258ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1259ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1260ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1261ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 13ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 131 dws SO: the, Input: [d]
1 3 3 5 7 132 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 133 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 134 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 135 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 136 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 137 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 138 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 139 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1310ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1311ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1312ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1313ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1314ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1315ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1316ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1317ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1318ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1319ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1320ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1321ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1322ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1323ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1324ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1325ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1326ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1327ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1328ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1329ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 1330ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1331ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1332ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1333ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1334ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1335ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1336ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1337ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1338ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1339ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 1340ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1341ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1342ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1343ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1344ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1345ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1346ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1347ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1348ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1349ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1350ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1351ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1352ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1353ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 141 dws SO: the, Input: [d]
1 3 3 5 7 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 143 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 145 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 146 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 148 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1410ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1411ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1413ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1415ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1416ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1417ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1419ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1421ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1422ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1423ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1424ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1425ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1426ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1427ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1428ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1429ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1430ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1431ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1432ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1433ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 1434ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1435ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1436ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1437ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1438ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1439ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1440ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1441ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1442ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1443ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 1444ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1445ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1446ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1447ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1448ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1449ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1450ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1451ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1452ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1453ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1454ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1455ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1456ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1457ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 151 dws SO: the, Input: [d]
1 3 3 5 7 152 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 153 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 154 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 155 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 156 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 157 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 158 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 159 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1510ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1511ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1512ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1513ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1514ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1515ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1516ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1517ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1518ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1519ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1520ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1521ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1522ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1523ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1524ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1525ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1526ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1527ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1528ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1529ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 1530ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1531ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1532ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1533ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1534ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1535ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1536ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1537ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1538ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1539ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 1540ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1541ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1542ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1543ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1544ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1545ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1546ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1547ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1548ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1549ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1550ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1551ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1552ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1553ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 161 dws SO: the, Input: [d]
1 3 3 5 7 162 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 163 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 164 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 166 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 167 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 168 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 169 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1611ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1612ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1613ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1614ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1615ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1617ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1618ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1619ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1620ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1621ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1622ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1623ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1624ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1625ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1626ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1627ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1628ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1629ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 1630ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1631ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1632ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1633ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1634ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1635ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1636ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1637ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1638ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1639ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 1640ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1641ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1642ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1643ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1644ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1645ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1646ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1647ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1648ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1649ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1650ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1651ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1652ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1653ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 171 dws SO: the, Input: [d]
1 3 3 5 7 172 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 173 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 174 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 175 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 176 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 177 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 178 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 179 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1710ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1711ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1712ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1713ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1714ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1715ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1716ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1717ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1718ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1719ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1720ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1721ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1722ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1723ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1724ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1725ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1726ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1727ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1728ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1729ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1730ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1731ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1732ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1733ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1734ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1735ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1736ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1737ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1738ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1739ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1740ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1741ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1742ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1743ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1744ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1745ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 1746ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1747ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1748ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1749ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1750ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1751ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1752ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1753ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1754ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1755ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 1756ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1757ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1758ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1759ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1760ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1761ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1762ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1763ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1764ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1765ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1766ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1767ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1768ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1769ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 181 dws SO: the, Input: [d]
1 3 3 5 7 182 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 183 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 184 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 185 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 186 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 187 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 188 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 189 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1810ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1811ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1812ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1813ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1814ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1815ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1816ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1817ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1818ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1819ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1820ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1821ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1822ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1823ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1824ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1825ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1826ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1827ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1828ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1829ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1830ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1831ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1832ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1833ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 1834ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1835ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1836ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1837ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1838ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1839ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1840ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1841ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1842ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1843ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 1844ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1845ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1846ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1847ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1848ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1849ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1850ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1851ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1852ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1853ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1854ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1855ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1856ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1857ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 191 dws SO: the, Input: [d]
1 3 3 5 7 192 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 193 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 194 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 195 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 196 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 197 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 198 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 199 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1910ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1911ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1912ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1913ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1914ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1915ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1916ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1917ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1918ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1919ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1920ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1921ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1922ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1923ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1924ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1925ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1926ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1927ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 1928ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1929ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 1930ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1931ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1932ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1933ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1934ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1935ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1936ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1937ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1938ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1939ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 1940ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1941ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1942ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1943ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1944ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1945ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 1946ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1947ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1948ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1949ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 1950ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 1951ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 1952ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 1953ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 201 dws SO: the, Input: [d]
1 3 3 5 7 202 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 203 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 204 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 205 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 206 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 207 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 208 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 209 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2010ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2011ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2012ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2013ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2014ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2015ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2016ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2017ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2018ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2019ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2020ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2021ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2022ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2023ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2024ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2025ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2026ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2027ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2028ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2029ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 2030ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2031ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2032ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2033ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2034ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2035ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2036ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2037ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2038ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2039ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 2040ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2041ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2042ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2043ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2044ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2045ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2046ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2047ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2048ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2049ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2050ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2051ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2052ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2053ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 211 dws SO: the, Input: [d]
1 3 3 5 7 212 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 213 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 214 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 215 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 216 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 217 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 218 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 219 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2110ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2111ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2112ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2113ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2115ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2116ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2117ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2118ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2119ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2120ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2121ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2122ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2123ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2124ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2125ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2126ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2127ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2128ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2129ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2130ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2131ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2132ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2133ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2134ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2135ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2136ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2137ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 2138ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2139ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2140ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2141ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2142ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2143ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2144ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2145ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2146ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2147ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 2148ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2149ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2150ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2151ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2152ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2153ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2154ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2155ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2156ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2157ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2158ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2159ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2160ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2161ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 221 dws SO: the, Input: [d]
1 3 3 5 7 222 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 223 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 224 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 225 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 226 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 227 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 228 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 229 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2210ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2211ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2212ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2213ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2214ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2215ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2216ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2217ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2218ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2219ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2220ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2221ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2222ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2223ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2224ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2225ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2226ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2227ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2228ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2229ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 2230ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2231ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2232ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2233ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2234ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2235ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2236ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2237ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2238ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2239ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 2240ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2241ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2242ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2243ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2244ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2245ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2246ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2247ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2248ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2249ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2250ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2251ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2252ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2253ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 231 dws SO: the, Input: [d]
1 3 3 5 7 232 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 233 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 234 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 235 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 236 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 237 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 238 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 239 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2310ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2311ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2312ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2313ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2314ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2315ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2316ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2317ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2318ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2319ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2320ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2321ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2322ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2323ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2324ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2325ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2326ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2327ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2328ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2329ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2330ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2331ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2332ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2333ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 2334ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2335ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2336ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2337ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2338ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2339ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2340ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2341ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2342ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2343ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 2344ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2345ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2346ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2347ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2348ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2349ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2350ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2351ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2352ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2353ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2354ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2355ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2356ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2357ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 241 dws SO: the, Input: [d]
1 3 3 5 7 242 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 243 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 244 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 245 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 246 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 247 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 248 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 249 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2410ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2411ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2412ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2413ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2414ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2415ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2416ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2417ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2418ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2419ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2420ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2421ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2422ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2423ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2424ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2425ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2426ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2427ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2428ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2429ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 2430ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2431ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2432ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2433ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2434ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2435ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2436ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2437ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2438ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2439ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 2440ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2441ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2442ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2443ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2444ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2445ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2446ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2447ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2448ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2449ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2450ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2451ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2452ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2453ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 7 251 dws SO: the, Input: [d]
1 3 3 5 7 252 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 253 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 254 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 255 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 256 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 257 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 258 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 259 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2510ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2511ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2512ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2513ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2514ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2515ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2516ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2517ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2518ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2519ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2520ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2521ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2522ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2523ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2524ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2525ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2526ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2527ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 7 2528ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2529ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 7 2530ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2531ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2532ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2533ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2534ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2535ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2536ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2537ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2538ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2539ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 2540ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2541ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2542ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2543ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2544ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2545ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 2546ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2547ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2548ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2549ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2550ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 2551ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2552ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 7 2553ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 261 dws SO: the, Input: [d]
1 3 3 5 7 262 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 263 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 264 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 265 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 266 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 267 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 268 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 269 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 2610ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2611ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 7 2612ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 2613ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 2614ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 2615ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 2616ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 7 2617ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 271 dws SO: the, Input: [d]
1 3 3 5 7 272 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 7 273 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 7 274 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 7 275 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 7 281 dws SO: the, Input: [d]
1 3 3 5 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 291 dws SO: the, Input: [d]
1 3 3 5 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 301 dws SO: the, Input: [d]
1 3 3 5 7 302 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 303 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 304 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 305 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 306 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 307 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 308 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 7 309 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 311 dws SO: the, Input: [d]
1 3 3 5 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 321 dws SO: the, Input: [d]
1 3 3 5 7 322 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 7 323 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 7 324 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 7 325 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 7 331 dws SO: the, Input: [d]
1 3 3 5 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 341 dws SO: the, Input: [d]
1 3 3 5 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 7 351 dws SO: the, Input: [d]
1 3 3 5 7 352 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 353 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 354 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 355 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 356 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 357 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 358 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 359 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 3510ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 3511ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 3512ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 3513ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 3514ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 3515ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 7 3516ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 3517ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 3518ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 3519ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 7 3520ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 3521ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 3522ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 3523ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 7 3524ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 3525ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 3526ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 3527ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 3528ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 7 3529ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 361 dws SO: the, Input: [d]
1 3 3 5 7 362 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 363 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 364 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 365 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 366 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 367 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 368 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 7 369 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 371 dws SO: the, Input: [d]
1 3 3 5 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 381 dws SO: the, Input: [d]
1 3 3 5 7 382 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 7 383 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 7 384 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 7 385 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 7 391 dws SO: the, Input: [d]
1 3 3 5 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 401 dws SO: the, Input: [d]
1 3 3 5 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 7 411 dws SO: the, Input: [d]
1 3 3 5 7 412 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 413 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 414 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 415 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 416 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 417 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 418 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 419 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 7 4110ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 4111ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 7 4112ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 4113ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 4114ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 4115ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 4116ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 7 4117ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 421 dws SO: the, Input: [d]
1 3 3 5 7 422 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 7 423 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 7 424 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 7 425 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 7 431 dws SO: the, Input: [d]
1 3 3 5 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 441 dws SO: the, Input: [d]
1 3 3 5 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 7 451 dws SO: the, Input: [d]
1 3 3 5 7 452 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 453 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 454 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 455 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 7 456 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 457 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 458 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 7 459 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 461 dws SO: the, Input: [d]
1 3 3 5 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 7 471 dws SO: the, Input: [d]
1 3 3 5 7 472 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 7 473 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 7 474 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 7 475 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 7 481 dws SO: the, Input: [d]
1 3 3 5 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 7 491 dws SO: the, Input: [d]
1 3 3 5 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 8 1 dws SO: the, Input: [d]
1 3 3 5 8 1 1 esm SO: {the,d}, Input: []
1 3 3 5 8 1 2 epm SO: <the,d>, Input: []
1 3 3 5 8 1 3 epm SO: <d,the>, Input: []
1 3 3 5 8 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 1 dws SO: the, Input: [d]
1 3 3 5 8 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 17ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 20ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 22ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 2 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 2 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 2 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 2 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 2 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 2 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 2 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 2 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 2 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 2 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 2 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 2 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 2 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 2 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 2 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 2 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 2 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 2 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 2 42ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 2 43ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 2 44ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 2 45ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 1 dws SO: the, Input: [d]
1 3 3 5 8 3 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 14ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 15ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 17ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 18ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 19ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 20ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 21ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 3 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 3 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 3 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 3 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 3 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 3 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 3 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 3 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 3 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 3 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 3 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 3 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 3 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 3 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 3 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 3 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 3 38ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 3 39ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 3 40ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 3 41ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 1 dws SO: the, Input: [d]
1 3 3 5 8 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 14ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 15ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 17ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 18ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 19ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 20ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 21ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 4 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 4 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 4 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 4 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 4 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 4 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 4 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 4 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 4 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 4 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 4 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 4 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 4 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 4 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 4 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 4 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 4 38ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 4 39ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 4 40ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 4 41ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 1 dws SO: the, Input: [d]
1 3 3 5 8 5 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 17ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 18ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 19ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 20ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 21ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 22ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 23ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 24ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 25ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 26ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 27ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 28ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 29ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 30ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 31ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 32ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 33ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 34ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 35ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 5 36ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 5 37ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 5 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 5 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 5 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 5 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 5 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 5 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 5 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 5 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 5 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 5 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 5 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 5 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 5 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 5 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 5 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 5 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 5 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 5 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 5 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 5 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 5 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 5 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 5 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 5 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 5 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 5 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 5 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 5 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 5 66ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 5 67ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 5 68ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 5 69ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 1 dws SO: the, Input: [d]
1 3 3 5 8 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 7 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 11ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 15ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 18ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 19ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 22ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 24ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 25ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 6 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 6 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 6 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 6 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 6 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 6 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 6 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 6 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 6 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 6 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 6 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 6 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 6 38ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 6 39ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 6 40ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 6 41ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 6 42ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 6 43ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 6 44ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 6 45ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 6 46ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 6 47ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 6 48ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 6 49ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 1 dws SO: the, Input: [d]
1 3 3 5 8 7 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 14ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 15ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 17ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 18ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 19ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 20ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 21ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 7 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 7 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 7 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 7 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 7 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 7 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 7 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 7 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 7 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 7 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 7 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 7 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 7 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 7 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 7 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 7 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 7 38ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 7 39ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 7 40ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 7 41ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 1 dws SO: the, Input: [d]
1 3 3 5 8 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 17ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 20ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 22ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 8 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 8 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 8 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 8 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 8 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 8 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 8 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 8 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 8 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 8 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 8 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 8 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 8 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 8 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 8 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 8 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 8 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 8 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 8 42ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 8 43ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 8 44ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 8 45ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 1 dws SO: the, Input: [d]
1 3 3 5 8 9 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 14ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 15ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 17ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 18ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 19ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 20ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 21ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 9 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 9 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 9 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 9 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 9 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 9 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 9 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 9 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 9 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 9 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 9 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 9 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 9 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 9 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 9 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 9 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 9 38ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 9 39ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 9 40ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 9 41ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 101 dws SO: the, Input: [d]
1 3 3 5 8 102 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 103 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 105 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 106 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 107 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 108 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 109 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1011ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1012ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1014ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1015ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1016ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1017ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1018ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1019ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1020ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1021ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1022ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1023ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 1024ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1025ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1026ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1027ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 1028ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1029ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1030ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1031ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1032ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1033ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 1034ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1035ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1036ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1037ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1038ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1039ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1040ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1041ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 111 dws SO: the, Input: [d]
1 3 3 5 8 112 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 113 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 114 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 115 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 116 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 117 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 118 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 119 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1110ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1111ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1112ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1113ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1114ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1115ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1116ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1117ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1118ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1119ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1120ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1121ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1122ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1123ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1124ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1125ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1126ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1127ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1128ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1129ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1130ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 1131ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1132ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1133ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1134ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1135ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1136ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1137ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1138ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1139ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 1140ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1141ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1142ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1143ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 1144ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1145ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1146ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1147ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1148ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1149ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 1150ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1151ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1152ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1153ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1154ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1155ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1156ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1157ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 121 dws SO: the, Input: [d]
1 3 3 5 8 122 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 123 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 124 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 125 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 126 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 127 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 128 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 129 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1210ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1211ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1212ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1213ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1214ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1216ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1217ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1218ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1219ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1220ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1221ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1222ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1223ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1224ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1225ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1226ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1227ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 1228ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1229ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1230ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1231ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 1232ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1233ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1234ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1235ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1236ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1237ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 1238ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1239ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1240ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1241ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1242ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1243ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1244ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1245ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 131 dws SO: the, Input: [d]
1 3 3 5 8 132 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 133 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 134 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 135 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 136 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 137 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 138 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 139 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1310ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1311ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1312ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1313ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1314ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1315ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1316ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1317ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1318ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1319ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1320ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1321ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1322ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1323ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 1324ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1325ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1326ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1327ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 1328ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1329ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1330ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1331ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1332ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1333ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 1334ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1335ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1336ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1337ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1338ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1339ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1340ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1341ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 141 dws SO: the, Input: [d]
1 3 3 5 8 142 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 143 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 145 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 146 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 147 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 148 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 149 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1410ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1411ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1412ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1413ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1414ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1415ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1416ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1417ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1418ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1419ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1420ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1421ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1422ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1423ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 1424ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1425ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1426ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1427ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 1428ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1429ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1430ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1431ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1432ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1433ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 1434ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1435ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1436ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1437ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1438ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1439ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1440ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1441ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 151 dws SO: the, Input: [d]
1 3 3 5 8 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 153 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 155 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 156 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 157 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 158 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 159 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1510ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1511ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1512ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1513ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1514ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1515ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1516ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1517ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1518ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1519ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1520ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1522ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1524ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1525ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1526ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1527ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1528ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1529ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1530ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1531ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 1532ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1533ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1534ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1535ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 1536ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1537ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1538ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1539ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1540ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1541ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 1542ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1543ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1544ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1545ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1546ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1547ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1548ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1549ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 161 dws SO: the, Input: [d]
1 3 3 5 8 162 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 163 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 164 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 165 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 166 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 167 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 168 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 169 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1610ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1611ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1612ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1613ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1614ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1615ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1616ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1617ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1618ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1619ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1620ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1621ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1622ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1623ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 1624ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1625ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1626ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1627ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 1628ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1629ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1630ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1631ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1632ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1633ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 1634ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1635ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1636ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1637ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1638ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1639ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1640ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1641ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 171 dws SO: the, Input: [d]
1 3 3 5 8 172 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 173 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 174 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 175 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 176 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 177 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 178 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 179 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1710ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1711ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1712ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1713ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1714ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1715ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1716ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1717ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1718ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1720ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1721ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1722ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1723ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1724ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1725ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1726ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1727ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 1728ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1729ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1730ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1731ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 1732ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1733ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1734ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1735ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1736ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1737ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 1738ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1739ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1740ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1741ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1742ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1743ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1744ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1745ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 181 dws SO: the, Input: [d]
1 3 3 5 8 182 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 183 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 184 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 185 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 186 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 187 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 188 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 189 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1810ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1811ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1812ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1813ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1814ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1815ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1816ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1817ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1818ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1819ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1820ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1821ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1822ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1823ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 1824ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1825ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1826ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1827ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 1828ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1829ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1830ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1831ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1832ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1833ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 1834ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1835ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1836ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1837ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1838ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1839ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1840ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1841ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 8 191 dws SO: the, Input: [d]
1 3 3 5 8 192 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 193 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 194 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 195 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 196 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 197 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 198 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 199 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1910ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1911ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1912ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1913ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1914ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1915ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1916ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1917ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1918ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1919ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1920ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1921ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 8 1922ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1923ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 8 1924ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1925ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1926ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1927ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 1928ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1929ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1930ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1931ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1932ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1933ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 1934ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1935ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1936ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1937ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 1938ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 1939ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 1940ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 8 1941ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 201 dws SO: the, Input: [d]
1 3 3 5 8 202 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 8 203 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 8 204 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 8 205 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 8 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 8 211 dws SO: the, Input: [d]
1 3 3 5 8 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 221 dws SO: the, Input: [d]
1 3 3 5 8 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 8 231 dws SO: the, Input: [d]
1 3 3 5 8 232 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 233 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 234 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 235 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 236 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 237 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 238 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 239 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 2310ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 2311ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 2312ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 2313ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 2314ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 2315ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 8 2316ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 2317ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 2318ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 2319ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 8 2320ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 2321ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 2322ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 2323ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 8 2324ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 2325ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 2326ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 2327ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 2328ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 8 2329ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 241 dws SO: the, Input: [d]
1 3 3 5 8 242 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 8 243 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 8 244 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 8 245 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 8 246 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 247 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 248 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 8 249 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 251 dws SO: the, Input: [d]
1 3 3 5 8 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 261 dws SO: the, Input: [d]
1 3 3 5 8 262 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 8 263 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 8 264 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 8 265 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 8 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 8 271 dws SO: the, Input: [d]
1 3 3 5 8 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 281 dws SO: the, Input: [d]
1 3 3 5 8 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 8 291 dws SO: the, Input: [d]
1 3 3 5 8 292 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 8 293 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 8 294 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 8 295 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 8 296 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 8 297 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 8 298 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 8 299 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 8 2910ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 2911ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 8 2912ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 2913ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 2914ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 2915ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 2916ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 8 2917ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 301 dws SO: the, Input: [d]
1 3 3 5 8 302 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 8 303 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 8 304 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 8 305 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 8 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 8 311 dws SO: the, Input: [d]
1 3 3 5 8 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 321 dws SO: the, Input: [d]
1 3 3 5 8 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 8 331 dws SO: the, Input: [d]
1 3 3 5 8 332 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 8 333 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 8 334 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 8 335 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 8 336 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 337 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 338 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 8 339 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 8 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 341 dws SO: the, Input: [d]
1 3 3 5 8 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 8 351 dws SO: the, Input: [d]
1 3 3 5 8 352 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 8 353 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 8 354 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 8 355 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 8 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 8 361 dws SO: the, Input: [d]
1 3 3 5 8 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 8 371 dws SO: the, Input: [d]
1 3 3 5 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 9 1 dws SO: the, Input: [d]
1 3 3 5 9 1 1 esm SO: {the,d}, Input: []
1 3 3 5 9 1 2 epm SO: <the,d>, Input: []
1 3 3 5 9 1 3 epm SO: <d,the>, Input: []
1 3 3 5 9 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 1 dws SO: the, Input: [d]
1 3 3 5 9 2 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 12ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 13ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 15ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 16ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 17ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 18ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 19ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 2 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 2 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 2 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 2 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 2 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 2 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 2 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 2 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 2 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 2 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 2 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 2 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 2 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 2 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 2 34ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 2 35ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 2 36ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 2 37ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 1 dws SO: the, Input: [d]
1 3 3 5 9 3 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 17ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 18ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 19ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 21ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 23ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 27ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 28ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 30ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 32ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 33ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 3 34ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 3 35ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 3 36ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 3 37ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 3 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 3 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 3 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 3 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 3 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 3 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 3 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 3 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 3 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 3 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 3 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 3 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 3 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 3 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 3 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 3 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 3 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 3 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 3 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 3 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 3 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 3 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 3 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 3 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 3 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 3 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 3 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 3 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 1 dws SO: the, Input: [d]
1 3 3 5 9 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 7 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 11ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 13ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 17ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 18ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 20ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 22ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 23ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 4 24ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 4 25ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 4 26ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 4 27ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 4 28ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 4 29ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 4 30ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 4 31ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 4 32ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 4 33ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 4 34ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 4 35ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 4 36ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 4 37ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 4 38ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 4 39ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 4 40ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 4 41ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 4 42ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 4 43ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 4 44ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 4 45ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 1 dws SO: the, Input: [d]
1 3 3 5 9 5 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 12ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 13ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 15ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 16ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 17ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 18ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 19ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 5 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 5 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 5 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 5 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 5 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 5 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 5 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 5 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 5 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 5 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 5 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 5 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 5 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 5 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 5 34ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 5 35ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 5 36ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 5 37ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 1 dws SO: the, Input: [d]
1 3 3 5 9 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 3 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 4 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 5 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 6 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 9 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 11ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 12ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 14ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 15ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 16ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 18ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 19ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 20ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 21ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 6 22ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 6 23ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 6 24ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 6 25ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 6 26ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 6 27ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 6 28ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 6 29ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 6 30ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 6 31ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 6 32ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 6 33ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 6 34ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 6 35ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 6 36ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 6 37ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 6 38ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 6 39ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 6 40ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 6 41ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 1 dws SO: the, Input: [d]
1 3 3 5 9 7 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 12ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 13ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 15ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 16ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 17ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 18ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 19ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 7 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 7 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 7 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 7 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 7 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 7 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 7 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 7 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 7 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 7 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 7 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 7 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 7 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 7 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 7 34ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 7 35ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 7 36ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 7 37ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 1 dws SO: the, Input: [d]
1 3 3 5 9 8 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 12ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 13ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 15ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 16ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 17ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 18ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 19ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 8 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 8 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 8 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 8 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 8 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 8 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 8 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 8 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 8 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 8 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 8 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 8 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 8 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 8 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 8 34ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 8 35ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 8 36ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 8 37ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 1 dws SO: the, Input: [d]
1 3 3 5 9 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 11ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 14ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 101 dws SO: the, Input: [d]
1 3 3 5 9 102 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 103 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 104 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 105 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 106 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 107 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 108 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 109 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1010ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1011ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1012ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1014ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1015ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1016ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1018ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1019ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1020ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1021ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1022ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1023ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1024ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1025ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 1026ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1027ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 1028ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1029ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1030ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1031ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1032ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1033ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 1034ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1035ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1036ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1037ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1038ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1039ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1040ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1041ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 111 dws SO: the, Input: [d]
1 3 3 5 9 112 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 113 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 114 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 115 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 116 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 117 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 118 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 119 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1110ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1112ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1113ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1114ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1115ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1116ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1117ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1118ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1119ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1120ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1121ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 1122ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1123ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 1124ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1125ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1126ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1127ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1128ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1129ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 1130ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1131ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1132ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1133ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1134ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1135ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1136ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1137ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 121 dws SO: the, Input: [d]
1 3 3 5 9 122 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 123 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 124 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 125 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 126 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 127 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 128 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 129 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1210ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1212ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1213ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1214ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1215ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1216ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1217ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1218ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1219ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1220ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1221ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 1222ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1223ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 1224ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1225ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1226ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1227ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1228ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1229ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 1230ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1231ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1232ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1233ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1234ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1235ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1236ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1237ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 131 dws SO: the, Input: [d]
1 3 3 5 9 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 133 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 135 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 136 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 137 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 138 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 139 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1311ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1313ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1314ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1317ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1318ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1320ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1322ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1323ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1324ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1325ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1326ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1327ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1328ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1329ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 1330ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1331ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 1332ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1333ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1334ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1335ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1336ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1337ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 1338ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1339ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1340ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1341ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1342ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1343ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1344ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1345ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 141 dws SO: the, Input: [d]
1 3 3 5 9 142 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 143 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 144 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 145 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 146 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 147 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 148 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 149 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1410ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1412ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1413ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1414ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1415ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1416ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1417ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1418ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1419ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1420ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1421ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 1422ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1423ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 1424ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1425ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1426ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1427ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1428ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1429ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 1430ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1431ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1432ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1433ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1434ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1435ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1436ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1437ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 151 dws SO: the, Input: [d]
1 3 3 5 9 152 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 153 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 154 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 155 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 156 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 157 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 159 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1510ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1511ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1512ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1514ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1515ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1516ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1518ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1519ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1520ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1521ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1522ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1523ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1524ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1525ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 1526ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1527ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 1528ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1529ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1530ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1531ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1532ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1533ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 1534ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1535ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1536ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1537ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1538ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1539ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1540ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1541ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 16ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 161 dws SO: the, Input: [d]
1 3 3 5 9 162 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 163 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 164 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 165 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 166 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 167 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 168 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 169 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1610ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1612ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1613ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1614ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1615ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1616ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1617ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1618ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1619ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1620ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1621ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 1622ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1623ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 1624ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1625ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1626ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1627ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1628ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1629ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 1630ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1631ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1632ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1633ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1634ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1635ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1636ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1637ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 9 171 dws SO: the, Input: [d]
1 3 3 5 9 172 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 173 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 174 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 175 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 176 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 177 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 178 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 179 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1710ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1712ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1713ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1714ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1715ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1716ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1717ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1718ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1719ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 9 1720ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1721ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 9 1722ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1723ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 1724ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1725ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1726ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1727ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1728ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1729ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 1730ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1731ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1732ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1733ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1734ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 1735ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1736ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 9 1737ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 18ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 9 181 dws SO: the, Input: [d]
1 3 3 5 9 19ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 9 191 dws SO: the, Input: [d]
1 3 3 5 9 192 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 193 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 194 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 195 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 196 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 197 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 198 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 199 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 1910ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 1911ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 1912ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 1913ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 1914ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 1915ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 9 1916ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1917ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 1918ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1919ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 9 1920ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 1921ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 1922ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1923ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 9 1924ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 1925ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 1926ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 1927ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 1928ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 9 1929ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 20ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 201 dws SO: the, Input: [d]
1 3 3 5 9 202 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 9 203 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 9 204 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 9 205 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 9 206 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 207 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 208 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 9 209 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 21ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 211 dws SO: the, Input: [d]
1 3 3 5 9 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 221 dws SO: the, Input: [d]
1 3 3 5 9 222 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 9 223 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 9 224 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 9 225 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 9 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 9 231 dws SO: the, Input: [d]
1 3 3 5 9 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 241 dws SO: the, Input: [d]
1 3 3 5 9 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 9 251 dws SO: the, Input: [d]
1 3 3 5 9 252 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 9 253 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 9 254 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 9 255 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 9 256 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 9 257 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 9 258 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 9 259 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 9 2510ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 2511ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 9 2512ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 2513ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 2514ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 2515ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 2516ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 9 2517ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 261 dws SO: the, Input: [d]
1 3 3 5 9 262 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 9 263 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 9 264 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 9 265 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 9 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 9 271 dws SO: the, Input: [d]
1 3 3 5 9 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 281 dws SO: the, Input: [d]
1 3 3 5 9 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 9 291 dws SO: the, Input: [d]
1 3 3 5 9 292 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 9 293 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 9 294 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 9 295 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 9 296 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 297 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 298 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 9 299 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 9 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 301 dws SO: the, Input: [d]
1 3 3 5 9 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 9 311 dws SO: the, Input: [d]
1 3 3 5 9 312 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 9 313 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 9 314 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 9 315 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 9 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 9 321 dws SO: the, Input: [d]
1 3 3 5 9 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 9 331 dws SO: the, Input: [d]
1 3 3 5 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 101 dws SO: the, Input: [d]
1 3 3 5 101 1 esm SO: {the,d}, Input: []
1 3 3 5 101 2 epm SO: <the,d>, Input: []
1 3 3 5 101 3 epm SO: <d,the>, Input: []
1 3 3 5 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 102 1 dws SO: the, Input: [d]
1 3 3 5 102 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 102 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 102 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 102 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 102 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 102 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 102 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 102 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 102 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 102 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 102 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 102 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 102 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 102 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 102 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 102 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 102 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 102 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 102 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 103 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 103 1 dws SO: the, Input: [d]
1 3 3 5 103 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 17ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 18ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 19ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 21ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 23ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 24ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 27ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 28ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 30ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 32ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 33ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 103 34ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 103 35ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 103 36ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 103 37ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 103 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 103 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 103 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 103 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 103 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 103 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 103 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 103 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 103 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 103 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 103 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 103 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 103 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 103 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 103 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 103 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 103 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 103 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 103 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 103 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 103 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 103 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 103 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 103 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 103 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 103 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 103 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 103 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 104 1 dws SO: the, Input: [d]
1 3 3 5 104 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 7 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 17ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 20ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 22ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 23ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 104 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 104 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 104 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 104 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 104 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 104 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 104 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 104 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 104 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 104 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 104 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 104 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 104 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 104 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 104 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 104 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 104 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 104 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 104 42ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 104 43ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 104 44ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 104 45ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 105 1 dws SO: the, Input: [d]
1 3 3 5 105 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 105 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 105 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 105 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 105 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 105 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 105 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 105 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 105 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 105 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 105 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 105 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 105 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 105 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 105 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 105 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 105 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 105 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 105 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 106 1 dws SO: the, Input: [d]
1 3 3 5 106 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 5 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 14ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 15ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 18ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 19ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 20ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 21ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 106 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 106 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 106 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 106 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 106 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 106 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 106 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 106 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 106 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 106 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 106 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 106 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 106 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 106 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 106 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 106 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 106 38ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 106 39ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 106 40ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 106 41ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 107 1 dws SO: the, Input: [d]
1 3 3 5 107 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 12ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 13ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 15ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 16ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 17ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 18ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 19ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 107 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 107 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 107 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 107 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 107 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 107 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 107 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 107 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 107 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 107 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 107 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 107 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 107 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 107 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 107 34ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 107 35ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 107 36ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 107 37ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 108 1 dws SO: the, Input: [d]
1 3 3 5 108 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 108 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 108 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 108 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 108 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 108 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 108 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 108 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 108 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 108 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 108 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 108 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 108 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 108 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 108 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 108 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 108 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 108 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 108 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 109 1 dws SO: the, Input: [d]
1 3 3 5 109 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 11ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 14ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 109 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 109 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 109 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 109 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 109 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 109 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 109 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 109 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 109 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 109 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 109 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 109 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 109 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 109 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 109 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 109 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 109 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 109 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 109 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 109 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 109 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 109 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 109 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 109 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 109 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 109 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1010ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 10101 dws SO: the, Input: [d]
1 3 3 5 10102 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10103 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10104 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10105 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10106 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10107 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10108 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10109 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101010ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101011ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101012ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101014ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101015ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101016ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101017ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101018ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101019ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101020ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101021ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101022ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101023ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101024ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101025ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 101026ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101027ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 101028ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101029ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101030ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101031ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101032ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101033ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 101034ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101035ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101036ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101037ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101038ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101039ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101040ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101041ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1011ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 10111 dws SO: the, Input: [d]
1 3 3 5 10112 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10113 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10114 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10115 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10116 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10117 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10118 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10119 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101110ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101112ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101113ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101114ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101115ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101116ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101117ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101118ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101119ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101120ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101121ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 101122ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101123ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 101124ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101125ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101126ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101127ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101128ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101129ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 101130ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101131ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101132ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101133ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101134ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101135ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101136ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101137ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 10121 dws SO: the, Input: [d]
1 3 3 5 10122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10123 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10125 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101212ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101213ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101215ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101216ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101217ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101218ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101219ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 101222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 101224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 101230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101234ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101235ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101236ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101237ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1013ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 10131 dws SO: the, Input: [d]
1 3 3 5 10132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10133 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10135 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10136 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10137 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10138 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10139 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101311ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101312ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101313ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101314ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101316ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101317ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101318ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101320ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101321ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101322ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101323ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101324ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101325ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101326ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101327ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101328ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101329ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 101330ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101331ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 101332ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101333ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101334ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101335ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101336ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101337ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 101338ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101339ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101340ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101341ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101342ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101343ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101344ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101345ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1014ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 10141 dws SO: the, Input: [d]
1 3 3 5 10142 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10143 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10144 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10145 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10146 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10147 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10148 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10149 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101410ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101412ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101413ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101414ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101415ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101416ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101417ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101418ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101419ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101420ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101421ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 101422ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101423ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 101424ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101425ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101426ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101427ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101428ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101429ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 101430ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101431ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101432ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101433ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101434ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101435ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101436ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101437ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1015ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 10151 dws SO: the, Input: [d]
1 3 3 5 10152 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10153 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10154 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10155 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10156 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10157 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10159 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101510ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101511ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101512ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101514ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101515ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101516ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101517ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101518ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101519ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101520ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101521ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101522ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101523ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101524ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101525ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 101526ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101527ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 101528ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101529ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101530ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101531ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101532ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101533ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 101534ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101535ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101536ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101537ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101538ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101539ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101540ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101541ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1016ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 10161 dws SO: the, Input: [d]
1 3 3 5 10162 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10163 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10164 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10165 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10166 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10167 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10168 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10169 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101610ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101612ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101613ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101614ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101615ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101616ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101617ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101618ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101619ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101620ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101621ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 101622ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101623ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 101624ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101625ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101626ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101627ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101628ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101629ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 101630ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101631ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101632ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101633ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101634ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101635ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101636ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101637ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1017ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 10171 dws SO: the, Input: [d]
1 3 3 5 10172 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10173 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10174 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10175 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10176 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10177 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10178 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 10179 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101710ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101712ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101713ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101714ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101715ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101716ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101717ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101718ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101719ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 101720ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101721ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 101722ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101723ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 101724ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101725ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101726ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101727ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101728ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101729ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 101730ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101731ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101732ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101733ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101734ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 101735ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 101736ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 101737ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 10181 dws SO: the, Input: [d]
1 3 3 5 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 10191 dws SO: the, Input: [d]
1 3 3 5 10192 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 10193 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 10194 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 10195 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 10196 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 10197 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 10198 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 10199 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 101910ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 101911ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 101912ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 101913ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 101914ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 101915ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 101916ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101917ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 101918ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 101919ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 101920ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 101921ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 101922ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 101923ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 101924ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 101925ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 101926ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 101927ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 101928ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 101929ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 10201 dws SO: the, Input: [d]
1 3 3 5 10202 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 10203 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 10204 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 10205 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 10206 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 10207 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 10208 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 10209 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 10211 dws SO: the, Input: [d]
1 3 3 5 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 10221 dws SO: the, Input: [d]
1 3 3 5 10222 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 10223 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 10224 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 10225 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 10231 dws SO: the, Input: [d]
1 3 3 5 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 10241 dws SO: the, Input: [d]
1 3 3 5 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 10251 dws SO: the, Input: [d]
1 3 3 5 10252 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 10253 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 10254 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 10255 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 10256 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 10257 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 10258 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 10259 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 102510ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 102511ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 102512ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 102513ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 102514ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 102515ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 102516ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 102517ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 10261 dws SO: the, Input: [d]
1 3 3 5 10262 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 10263 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 10264 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 10265 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 10271 dws SO: the, Input: [d]
1 3 3 5 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 10281 dws SO: the, Input: [d]
1 3 3 5 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 10291 dws SO: the, Input: [d]
1 3 3 5 10292 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 10293 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 10294 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 10295 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 10296 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 10297 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 10298 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 10299 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 10301 dws SO: the, Input: [d]
1 3 3 5 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 10311 dws SO: the, Input: [d]
1 3 3 5 10312 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 10313 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 10314 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 10315 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 10321 dws SO: the, Input: [d]
1 3 3 5 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 10331 dws SO: the, Input: [d]
1 3 3 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 111 dws SO: the, Input: [d]
1 3 3 5 111 1 esm SO: {the,d}, Input: []
1 3 3 5 111 2 epm SO: <the,d>, Input: []
1 3 3 5 111 3 epm SO: <d,the>, Input: []
1 3 3 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 112 1 dws SO: the, Input: [d]
1 3 3 5 112 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 20ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 21ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 24ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 26ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 27ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 112 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 112 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 112 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112 50ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112 51ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112 52ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112 53ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 113 1 dws SO: the, Input: [d]
1 3 3 5 113 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 16ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 17ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 20ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 21ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 22ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 23ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 113 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 113 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 113 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 113 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 113 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 113 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 113 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 113 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 113 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 113 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 113 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 113 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 113 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 113 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 113 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 113 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 113 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 113 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 113 42ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 113 43ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 113 44ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 113 45ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 114 1 dws SO: the, Input: [d]
1 3 3 5 114 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 5 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 11ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 12ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 13ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 18ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 19ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 22ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 23ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 24ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 25ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 114 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 114 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 114 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 114 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 114 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 114 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 114 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 114 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 114 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 114 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 114 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 114 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 114 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 114 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 114 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 114 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 114 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 114 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 114 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 114 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 114 46ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 114 47ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 114 48ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 114 49ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 115 1 dws SO: the, Input: [d]
1 3 3 5 115 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 10ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 11ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 13ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 16ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 17ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 19ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 20ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 21ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 22ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 23ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 115 24ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 115 25ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 115 26ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 115 27ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 115 28ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 115 29ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 115 30ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 115 31ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 115 32ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 115 33ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 115 34ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 115 35ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 115 36ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 115 37ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 115 38ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 115 39ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 115 40ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 115 41ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 115 42ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 115 43ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 115 44ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 115 45ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 116 1 dws SO: the, Input: [d]
1 3 3 5 116 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 16ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 17ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 20ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 21ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 22ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 23ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 116 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 116 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 116 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 116 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 116 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 116 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 116 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 116 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 116 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 116 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 116 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 116 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 116 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 116 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 116 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 116 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 116 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 116 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 116 42ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 116 43ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 116 44ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 116 45ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 117 1 dws SO: the, Input: [d]
1 3 3 5 117 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 17ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 19ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 21ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 22ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 23ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 24ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 25ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 27ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 28ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 29ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 30ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 31ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 32ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 33ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 34ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 35ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 36ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 37ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 117 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 117 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 117 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 117 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 117 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 117 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 117 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 117 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 117 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 117 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 117 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 117 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 117 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 117 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 117 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 117 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 117 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 117 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 117 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 117 66ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 117 67ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 117 68ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 69ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 117 70ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 117 71ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 117 72ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 117 73ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 118 1 dws SO: the, Input: [d]
1 3 3 5 118 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 20ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 21ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 24ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 26ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 27ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 118 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 118 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 118 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 118 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 118 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 118 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 118 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 118 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 118 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 118 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 118 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 118 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 118 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 118 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 118 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 118 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 118 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 118 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 118 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 118 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 118 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 118 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 118 50ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 118 51ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 118 52ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 118 53ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 119 1 dws SO: the, Input: [d]
1 3 3 5 119 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 16ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 17ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 20ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 21ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 22ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 23ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 119 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 119 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 119 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 119 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 119 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 119 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 119 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 119 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 119 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 119 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 119 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 119 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 119 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 119 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 119 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 119 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 119 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 119 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 119 42ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 119 43ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 119 44ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 119 45ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11101 dws SO: the, Input: [d]
1 3 3 5 11102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11105 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111011ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111012ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111013ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111017ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111018ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111019ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111020ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111021ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111022ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111023ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111024ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111025ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 111030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 111036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 111042ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111043ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111044ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111045ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111046ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111047ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111048ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111049ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11111 dws SO: the, Input: [d]
1 3 3 5 11112 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11113 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11117 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11119 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111110ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111111ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111113ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111114ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111115ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111116ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111117ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111118ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111119ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111120ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111121ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111122ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111123ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111124ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111125ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 111126ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111127ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111128ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111129ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111130ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111131ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 111132ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111133ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111134ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111135ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111136ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111137ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 111138ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111139ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111140ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111141ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111142ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111143ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111144ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111145ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11121 dws SO: the, Input: [d]
1 3 3 5 11122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11123 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11129 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111210ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111211ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111213ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111216ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111217ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111218ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111219ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111220ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111221ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111222ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111223ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111224ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111225ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 111226ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111227ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111228ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111229ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111230ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111231ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 111232ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111233ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111234ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111235ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111236ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111237ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 111238ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111239ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111240ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111241ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111242ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111243ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111244ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111245ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11131 dws SO: the, Input: [d]
1 3 3 5 11132 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11133 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11134 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11135 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11136 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11137 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11138 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11139 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111310ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111311ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111312ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111313ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111314ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111315ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111316ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111317ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111318ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111319ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111320ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111321ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111322ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111323ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111324ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111325ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111326ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111327ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111328ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111329ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111330ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111331ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111332ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 111333ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111334ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111335ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111336ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111337ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111338ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111339ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111340ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111341ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 111342ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111343ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111344ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111345ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111346ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111347ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 111348ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111349ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111350ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111351ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111352ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111353ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 111354ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111355ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111356ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111357ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111358ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111359ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111360ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111361ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11141 dws SO: the, Input: [d]
1 3 3 5 11142 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11143 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11144 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11145 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11146 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11147 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11148 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11149 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111410ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111411ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111412ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111413ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111414ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111415ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111416ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111417ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111418ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111419ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111420ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111421ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111422ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111423ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111424ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111425ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111426ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111427ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111428ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111429ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 111430ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111431ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111432ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111433ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111434ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111435ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 111436ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111437ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111438ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111439ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111440ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111441ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 111442ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111443ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111444ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111445ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111446ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111447ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111448ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111449ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1115ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11151 dws SO: the, Input: [d]
1 3 3 5 11152 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11153 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11154 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11155 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11156 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11157 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11158 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11159 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111510ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111511ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111512ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111513ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111514ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111515ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111516ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111517ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111518ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111519ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111520ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111521ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111522ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111523ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111524ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111525ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 111526ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111527ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111528ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111529ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111530ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111531ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 111532ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111533ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111534ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111535ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111536ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111537ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 111538ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111539ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111540ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111541ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111542ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111543ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111544ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111545ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1116ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11161 dws SO: the, Input: [d]
1 3 3 5 11162 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11163 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11164 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11165 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11166 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11167 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11168 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11169 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111610ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111611ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111612ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111613ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111614ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111615ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111616ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111617ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111618ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111619ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111620ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111621ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111622ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111623ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111624ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111625ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 111626ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111627ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111628ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111629ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111630ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111631ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 111632ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111633ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111634ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111635ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111636ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111637ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 111638ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111639ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111640ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111641ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111642ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111643ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111644ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111645ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11171 dws SO: the, Input: [d]
1 3 3 5 11172 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11173 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11174 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11175 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11176 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11177 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11178 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11179 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111710ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111711ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111712ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111713ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111714ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111715ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111716ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111717ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111718ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111719ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111720ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111721ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111722ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111723ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111724ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111725ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111726ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111727ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111728ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111729ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111730ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111731ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111732ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111733ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 111734ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111735ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111736ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111737ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111738ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111739ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 111740ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111741ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111742ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111743ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111744ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111745ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 111746ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111747ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111748ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111749ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111750ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111751ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111752ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111753ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11181 dws SO: the, Input: [d]
1 3 3 5 11182 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11183 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11184 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11185 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11186 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11187 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11188 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11189 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111810ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111811ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111812ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111813ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111814ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111815ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111816ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111817ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111818ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111819ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111820ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111821ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111822ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111823ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111824ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111825ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 111826ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111827ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111828ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111829ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111830ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111831ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 111832ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111833ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111834ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111835ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111836ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111837ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 111838ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111839ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111840ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111841ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111842ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111843ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111844ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111845ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11191 dws SO: the, Input: [d]
1 3 3 5 11192 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11193 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11194 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11195 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11196 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11197 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11198 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11199 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111910ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111911ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111912ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111913ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111914ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111915ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111916ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111917ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111918ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111919ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111920ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111921ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111922ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111923ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111924ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111925ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 111926ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111927ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111928ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111929ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 111930ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111931ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111932ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111933ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111934ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111935ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 111936ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111937ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111938ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111939ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111940ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111941ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 111942ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111943ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111944ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111945ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 111946ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 111947ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 111948ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 111949ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11201 dws SO: the, Input: [d]
1 3 3 5 11202 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11203 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11204 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11205 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11206 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11207 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11208 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11209 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112010ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112011ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112012ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112013ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112014ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112016ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112017ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112018ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112019ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112020ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112021ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112022ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112023ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112024ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112025ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 112026ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112027ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112028ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112029ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112030ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112031ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 112032ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112033ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112034ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112035ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112036ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112037ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 112038ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112039ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112040ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112041ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112042ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112043ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112044ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112045ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 11211 dws SO: the, Input: [d]
1 3 3 5 11212 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11213 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11214 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11215 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11216 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11217 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11218 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 11219 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112110ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112111ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112112ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112113ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112114ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112115ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112116ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112117ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112118ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112119ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112120ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112121ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112122ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112123ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 112124ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112125ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 112126ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112127ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112128ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112129ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112130ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112131ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 112132ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112133ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112134ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112135ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112136ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112137ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 112138ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112139ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112140ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112141ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112142ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 112143ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 112144ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 112145ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 11221 dws SO: the, Input: [d]
1 3 3 5 11222 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11223 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11224 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11225 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11226 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 11227 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 11228 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 11229 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 11231 dws SO: the, Input: [d]
1 3 3 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 11241 dws SO: the, Input: [d]
1 3 3 5 11242 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 11243 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 11244 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 11245 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 11251 dws SO: the, Input: [d]
1 3 3 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 11261 dws SO: the, Input: [d]
1 3 3 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 11271 dws SO: the, Input: [d]
1 3 3 5 11272 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 11273 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 11274 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 11275 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 11276 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 11277 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 11278 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 11279 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 112710ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 112711ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 112712ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 112713ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 112714ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 112715ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 112716ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112717ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 112718ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 112719ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 112720ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 112721ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 112722ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 112723ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 112724ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 112725ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 112726ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 112727ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 112728ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 112729ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 11281 dws SO: the, Input: [d]
1 3 3 5 11282 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11283 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11284 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11285 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11286 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 11287 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 11288 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 11289 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 11291 dws SO: the, Input: [d]
1 3 3 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 11301 dws SO: the, Input: [d]
1 3 3 5 11302 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 11303 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 11304 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 11305 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 11311 dws SO: the, Input: [d]
1 3 3 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 11321 dws SO: the, Input: [d]
1 3 3 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 11331 dws SO: the, Input: [d]
1 3 3 5 11332 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 11333 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 11334 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 11335 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 11336 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 11337 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 11338 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 11339 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 113310ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 113311ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 113312ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 113313ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 113314ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 113315ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 113316ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 113317ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 11341 dws SO: the, Input: [d]
1 3 3 5 11342 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 11343 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 11344 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 11345 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 11351 dws SO: the, Input: [d]
1 3 3 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 11361 dws SO: the, Input: [d]
1 3 3 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 11371 dws SO: the, Input: [d]
1 3 3 5 11372 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11373 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11374 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11375 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 11376 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 11377 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 11378 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 11379 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 11381 dws SO: the, Input: [d]
1 3 3 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 11391 dws SO: the, Input: [d]
1 3 3 5 11392 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 11393 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 11394 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 11395 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 11401 dws SO: the, Input: [d]
1 3 3 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 11411 dws SO: the, Input: [d]
1 3 3 5 12ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 121 dws SO: the, Input: [d]
1 3 3 5 121 1 esm SO: {the,d}, Input: []
1 3 3 5 121 2 epm SO: <the,d>, Input: []
1 3 3 5 121 3 epm SO: <d,the>, Input: []
1 3 3 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 122 1 dws SO: the, Input: [d]
1 3 3 5 122 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 122 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 122 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 122 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 122 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 122 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 122 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 122 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 122 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 122 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 122 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 122 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 122 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 122 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 122 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 122 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 122 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 122 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 122 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 123 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 123 1 dws SO: the, Input: [d]
1 3 3 5 123 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 17ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 18ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 19ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 21ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 23ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 24ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 27ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 28ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 30ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 32ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 33ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 123 34ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 123 35ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 123 36ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 123 37ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 123 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 123 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 123 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 123 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 123 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 123 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 123 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 123 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 123 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 123 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 123 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 123 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 123 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 123 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 123 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 123 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 123 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 123 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 123 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 123 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 123 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 123 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 123 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 123 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 123 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 123 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 123 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 123 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 124 1 dws SO: the, Input: [d]
1 3 3 5 124 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 7 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 17ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 20ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 22ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 23ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 124 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 124 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 124 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 124 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 124 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 124 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 124 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 124 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 124 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 124 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 124 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 124 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 124 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 124 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 124 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 124 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 124 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 124 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 124 42ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 124 43ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 124 44ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 124 45ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 125 1 dws SO: the, Input: [d]
1 3 3 5 125 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 125 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 125 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 125 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 125 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 125 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 125 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 125 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 125 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 125 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 125 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 125 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 125 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 125 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 125 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 125 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 125 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 125 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 125 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 126 1 dws SO: the, Input: [d]
1 3 3 5 126 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 5 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 14ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 15ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 18ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 19ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 20ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 21ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 126 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 126 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 126 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 126 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 126 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 126 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 126 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 126 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 126 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 126 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 126 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 126 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 126 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 126 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 126 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 126 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 126 38ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 126 39ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 126 40ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 126 41ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 127 1 dws SO: the, Input: [d]
1 3 3 5 127 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 12ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 13ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 15ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 16ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 17ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 18ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 19ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 127 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 127 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 127 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 127 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 127 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 127 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 127 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 127 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 127 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 127 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 127 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 127 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 127 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 127 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 127 34ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 127 35ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 127 36ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 127 37ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 128 1 dws SO: the, Input: [d]
1 3 3 5 128 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 128 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 128 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 128 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 128 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 128 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 128 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 128 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 128 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 128 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 128 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 128 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 128 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 128 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 128 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 128 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 128 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 128 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 128 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 129 1 dws SO: the, Input: [d]
1 3 3 5 129 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 11ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 14ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 129 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 129 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 129 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 129 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 129 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 129 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 129 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 129 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 129 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 129 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 129 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 129 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 129 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 129 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 129 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 129 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 129 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 129 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 129 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 129 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 129 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 129 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 129 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 129 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 129 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 129 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1210ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 12101 dws SO: the, Input: [d]
1 3 3 5 12102 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12103 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12104 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12105 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12106 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12107 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12108 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12109 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121010ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121011ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121012ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121014ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121015ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121016ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121017ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121018ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121019ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121020ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121021ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121022ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121023ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121024ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121025ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 121026ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121027ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 121028ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121029ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121030ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121031ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121032ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121033ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 121034ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121035ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121036ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121037ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121038ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121039ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121040ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121041ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1211ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 12111 dws SO: the, Input: [d]
1 3 3 5 12112 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12113 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12114 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12115 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12116 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12117 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12118 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12119 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121110ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121112ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121113ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121114ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121115ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121116ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121117ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121118ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121119ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121120ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121121ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 121122ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121123ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 121124ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121125ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121126ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121127ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121128ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121129ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 121130ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121131ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121132ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121133ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121134ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121135ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121136ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121137ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1212ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 12121 dws SO: the, Input: [d]
1 3 3 5 12122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12123 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12125 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121212ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121213ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121215ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121216ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121217ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121218ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121219ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 121222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 121224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 121230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121234ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121235ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121236ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121237ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 12131 dws SO: the, Input: [d]
1 3 3 5 12132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12133 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12135 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12136 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12137 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12138 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12139 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121311ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121312ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121313ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121314ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121316ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121317ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121318ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121320ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121321ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121322ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121323ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121324ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121325ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121326ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121327ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121328ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121329ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 121330ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121331ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 121332ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121333ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121334ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121335ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121336ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121337ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 121338ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121339ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121340ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121341ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121342ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121343ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121344ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121345ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 12141 dws SO: the, Input: [d]
1 3 3 5 12142 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12143 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12144 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12145 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12146 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12147 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12148 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12149 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121410ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121412ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121413ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121414ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121415ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121416ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121417ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121418ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121419ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121420ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121421ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 121422ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121423ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 121424ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121425ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121426ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121427ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121428ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121429ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 121430ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121431ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121432ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121433ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121434ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121435ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121436ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121437ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 12151 dws SO: the, Input: [d]
1 3 3 5 12152 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12153 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12154 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12155 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12156 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12157 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12159 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121510ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121511ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121512ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121514ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121515ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121516ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121517ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121518ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121519ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121520ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121521ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121522ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121523ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121524ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121525ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 121526ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121527ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 121528ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121529ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121530ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121531ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121532ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121533ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 121534ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121535ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121536ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121537ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121538ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121539ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121540ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121541ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 12161 dws SO: the, Input: [d]
1 3 3 5 12162 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12163 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12164 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12165 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12166 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12167 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12168 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12169 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121610ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121612ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121613ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121614ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121615ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121616ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121617ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121618ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121619ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121620ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121621ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 121622ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121623ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 121624ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121625ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121626ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121627ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121628ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121629ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 121630ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121631ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121632ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121633ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121634ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121635ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121636ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121637ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 12171 dws SO: the, Input: [d]
1 3 3 5 12172 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12173 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12174 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12175 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12176 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12177 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12178 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 12179 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121710ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121712ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121713ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121714ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121715ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121716ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121717ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121718ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121719ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 121720ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121721ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 121722ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121723ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 121724ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121725ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121726ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121727ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121728ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121729ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 121730ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121731ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121732ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121733ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121734ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 121735ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 121736ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 121737ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 12181 dws SO: the, Input: [d]
1 3 3 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 12191 dws SO: the, Input: [d]
1 3 3 5 12192 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 12193 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 12194 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 12195 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 12196 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 12197 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 12198 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 12199 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 121910ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 121911ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 121912ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 121913ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 121914ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 121915ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 121916ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121917ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 121918ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 121919ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 121920ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 121921ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 121922ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 121923ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 121924ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 121925ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 121926ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 121927ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 121928ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 121929ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 12201 dws SO: the, Input: [d]
1 3 3 5 12202 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 12203 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 12204 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 12205 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 12206 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 12207 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 12208 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 12209 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 12211 dws SO: the, Input: [d]
1 3 3 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 12221 dws SO: the, Input: [d]
1 3 3 5 12222 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 12223 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 12224 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 12225 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 12231 dws SO: the, Input: [d]
1 3 3 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 12241 dws SO: the, Input: [d]
1 3 3 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 12251 dws SO: the, Input: [d]
1 3 3 5 12252 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 12253 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 12254 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 12255 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 12256 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 12257 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 12258 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 12259 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 122510ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 122511ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 122512ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 122513ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 122514ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 122515ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 122516ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 122517ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 12261 dws SO: the, Input: [d]
1 3 3 5 12262 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 12263 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 12264 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 12265 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 12271 dws SO: the, Input: [d]
1 3 3 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 12281 dws SO: the, Input: [d]
1 3 3 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 12291 dws SO: the, Input: [d]
1 3 3 5 12292 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 12293 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 12294 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 12295 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 12296 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 12297 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 12298 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 12299 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 12301 dws SO: the, Input: [d]
1 3 3 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 12311 dws SO: the, Input: [d]
1 3 3 5 12312 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 12313 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 12314 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 12315 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 12321 dws SO: the, Input: [d]
1 3 3 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 12331 dws SO: the, Input: [d]
1 3 3 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 131 dws SO: the, Input: [d]
1 3 3 5 131 1 esm SO: {the,d}, Input: []
1 3 3 5 131 2 epm SO: <the,d>, Input: []
1 3 3 5 131 3 epm SO: <d,the>, Input: []
1 3 3 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 132 1 dws SO: the, Input: [d]
1 3 3 5 132 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 17ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 20ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 22ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 132 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 132 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 132 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 132 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 132 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 132 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 132 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 132 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 132 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 132 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 132 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 132 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 132 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 132 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 132 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 132 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 132 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 132 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 132 42ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 132 43ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 132 44ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 132 45ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 133 1 dws SO: the, Input: [d]
1 3 3 5 133 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 14ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 15ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 17ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 18ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 19ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 20ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 21ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 133 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 133 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 133 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 133 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 133 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 133 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 133 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 133 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 133 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 133 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 133 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 133 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 133 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 133 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 133 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 133 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 133 38ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 133 39ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 133 40ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 133 41ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 134 1 dws SO: the, Input: [d]
1 3 3 5 134 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 14ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 15ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 17ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 18ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 19ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 20ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 21ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 134 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 134 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 134 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 134 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 134 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 134 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 134 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 134 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 134 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 134 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 134 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 134 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 134 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 134 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 134 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 134 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 134 38ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 134 39ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 134 40ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 134 41ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 135 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 135 1 dws SO: the, Input: [d]
1 3 3 5 135 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 17ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 18ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 19ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 20ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 21ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 22ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 23ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 24ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 25ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 26ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 27ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 28ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 29ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 30ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 31ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 32ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 33ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 34ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 35ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 135 36ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 135 37ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 135 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 135 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 135 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 135 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 135 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 135 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 135 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 135 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 135 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 135 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 135 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 135 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 135 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 135 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 135 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 135 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 135 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 135 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 135 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 135 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 135 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 135 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 135 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 135 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 135 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 135 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 135 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 135 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 135 66ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 135 67ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 135 68ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 135 69ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 136 1 dws SO: the, Input: [d]
1 3 3 5 136 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 7 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 11ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 13ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 15ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 18ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 19ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 22ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 24ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 25ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 136 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 136 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 136 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 136 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 136 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 136 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 136 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 136 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 136 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 136 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 136 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 136 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 136 38ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 136 39ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 136 40ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 136 41ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 136 42ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 136 43ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 136 44ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 136 45ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 136 46ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 136 47ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 136 48ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 136 49ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 137 1 dws SO: the, Input: [d]
1 3 3 5 137 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 14ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 15ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 17ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 18ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 19ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 20ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 21ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 137 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 137 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 137 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 137 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 137 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 137 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 137 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 137 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 137 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 137 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 137 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 137 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 137 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 137 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 137 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 137 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 137 38ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 137 39ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 137 40ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 137 41ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 138 1 dws SO: the, Input: [d]
1 3 3 5 138 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 16ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 17ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 20ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 21ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 22ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 23ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 138 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 138 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 138 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 138 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 138 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 138 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 138 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 138 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 138 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 138 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 138 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 138 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 138 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 138 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 138 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 138 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 138 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 138 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 138 42ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 138 43ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 138 44ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 138 45ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 139 1 dws SO: the, Input: [d]
1 3 3 5 139 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 14ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 15ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 17ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 18ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 19ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 20ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 21ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 139 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 139 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 139 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 139 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 139 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 139 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 139 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 139 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 139 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 139 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 139 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 139 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 139 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 139 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 139 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 139 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 139 38ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 139 39ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 139 40ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 139 41ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 13101 dws SO: the, Input: [d]
1 3 3 5 13102 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13103 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13105 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13106 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13107 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13108 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13109 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131010ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131011ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131012ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131014ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131015ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131016ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131017ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131018ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131019ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131020ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131021ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131022ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131023ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 131024ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131025ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131026ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131027ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 131028ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131029ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131030ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131031ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131032ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131033ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 131034ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131035ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131036ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131037ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131038ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131039ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131040ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131041ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 13111 dws SO: the, Input: [d]
1 3 3 5 13112 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13113 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13114 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13115 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13116 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13117 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13118 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13119 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131110ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131111ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131112ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131113ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131114ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131115ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131116ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131117ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131118ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131119ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131120ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131121ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131122ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131123ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131124ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131125ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131126ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131127ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131128ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131129ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131130ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 131131ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131132ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131133ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131134ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131135ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131136ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131137ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131138ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131139ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 131140ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131141ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131142ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131143ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 131144ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131145ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131146ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131147ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131148ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131149ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 131150ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131151ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131152ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131153ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131154ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131155ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131156ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131157ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1312ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 13121 dws SO: the, Input: [d]
1 3 3 5 13122 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13123 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13124 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13125 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13126 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13127 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13128 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13129 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131210ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131211ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131212ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131213ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131214ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131216ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131217ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131218ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131219ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131220ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131221ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131222ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131223ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131224ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131225ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131226ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131227ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 131228ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131229ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131230ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131231ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 131232ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131233ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131234ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131235ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131236ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131237ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 131238ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131239ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131240ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131241ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131242ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131243ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131244ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131245ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1313ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 13131 dws SO: the, Input: [d]
1 3 3 5 13132 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13133 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13134 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13135 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13136 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13137 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13138 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13139 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131310ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131311ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131312ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131313ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131314ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131315ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131316ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131317ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131318ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131319ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131320ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131321ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131322ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131323ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 131324ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131325ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131326ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131327ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 131328ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131329ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131330ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131331ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131332ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131333ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 131334ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131335ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131336ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131337ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131338ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131339ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131340ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131341ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1314ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 13141 dws SO: the, Input: [d]
1 3 3 5 13142 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13143 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13145 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13146 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13147 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13148 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13149 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131410ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131411ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131412ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131413ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131414ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131415ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131416ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131417ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131418ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131419ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131420ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131421ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131422ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131423ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 131424ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131425ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131426ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131427ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 131428ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131429ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131430ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131431ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131432ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131433ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 131434ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131435ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131436ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131437ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131438ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131439ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131440ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131441ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 13151 dws SO: the, Input: [d]
1 3 3 5 13152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13153 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13155 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13156 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13157 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13158 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13159 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131510ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131511ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131512ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131513ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131514ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131515ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131516ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131517ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131518ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131519ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131520ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131522ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131524ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131525ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131526ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131527ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131528ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131529ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131530ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131531ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 131532ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131533ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131534ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131535ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 131536ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131537ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131538ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131539ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131540ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131541ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 131542ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131543ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131544ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131545ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131546ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131547ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131548ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131549ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 13161 dws SO: the, Input: [d]
1 3 3 5 13162 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13163 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13164 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13165 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13166 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13167 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13168 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13169 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131610ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131611ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131612ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131613ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131614ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131615ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131616ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131617ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131618ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131619ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131620ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131621ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131622ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131623ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 131624ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131625ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131626ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131627ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 131628ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131629ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131630ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131631ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131632ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131633ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 131634ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131635ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131636ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131637ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131638ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131639ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131640ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131641ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 13171 dws SO: the, Input: [d]
1 3 3 5 13172 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13173 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13174 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13175 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13176 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13177 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13178 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13179 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131710ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131711ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131712ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131713ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131714ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131715ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131716ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131717ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131718ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131720ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131721ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131722ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131723ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131724ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131725ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131726ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131727ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 131728ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131729ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131730ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131731ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 131732ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131733ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131734ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131735ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131736ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131737ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 131738ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131739ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131740ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131741ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131742ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131743ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131744ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131745ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 13181 dws SO: the, Input: [d]
1 3 3 5 13182 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13183 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13184 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13185 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13186 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13187 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13188 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13189 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131810ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131811ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131812ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131813ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131814ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131815ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131816ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131817ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131818ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131819ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131820ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131821ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131822ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131823ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 131824ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131825ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131826ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131827ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 131828ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131829ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131830ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131831ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131832ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131833ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 131834ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131835ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131836ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131837ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131838ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131839ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131840ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131841ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 13191 dws SO: the, Input: [d]
1 3 3 5 13192 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13193 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13194 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13195 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13196 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13197 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13198 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 13199 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131910ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131911ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131912ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131913ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131914ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131915ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131916ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131917ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131918ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131919ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131920ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131921ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 131922ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131923ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 131924ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131925ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131926ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131927ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 131928ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131929ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131930ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131931ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131932ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131933ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 131934ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131935ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131936ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131937ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 131938ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 131939ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 131940ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 131941ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 13201 dws SO: the, Input: [d]
1 3 3 5 13202 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 13203 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 13204 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 13205 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 13211 dws SO: the, Input: [d]
1 3 3 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 13221 dws SO: the, Input: [d]
1 3 3 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 13231 dws SO: the, Input: [d]
1 3 3 5 13232 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 13233 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 13234 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 13235 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 13236 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 13237 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 13238 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 13239 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 132310ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 132311ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 132312ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 132313ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 132314ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 132315ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 132316ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 132317ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 132318ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 132319ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 132320ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 132321ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 132322ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 132323ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 132324ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 132325ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 132326ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 132327ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 132328ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 132329ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 13241 dws SO: the, Input: [d]
1 3 3 5 13242 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 13243 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 13244 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 13245 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 13246 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 13247 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 13248 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 13249 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 13251 dws SO: the, Input: [d]
1 3 3 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 13261 dws SO: the, Input: [d]
1 3 3 5 13262 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 13263 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 13264 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 13265 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 13271 dws SO: the, Input: [d]
1 3 3 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 13281 dws SO: the, Input: [d]
1 3 3 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 13291 dws SO: the, Input: [d]
1 3 3 5 13292 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 13293 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 13294 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 13295 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 13296 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 13297 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 13298 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 13299 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 132910ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 132911ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 132912ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 132913ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 132914ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 132915ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 132916ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 132917ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 13301 dws SO: the, Input: [d]
1 3 3 5 13302 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 13303 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 13304 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 13305 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 13311 dws SO: the, Input: [d]
1 3 3 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 13321 dws SO: the, Input: [d]
1 3 3 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 13331 dws SO: the, Input: [d]
1 3 3 5 13332 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 13333 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 13334 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 13335 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 13336 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 13337 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 13338 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 13339 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 13341 dws SO: the, Input: [d]
1 3 3 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 13351 dws SO: the, Input: [d]
1 3 3 5 13352 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 13353 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 13354 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 13355 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 13361 dws SO: the, Input: [d]
1 3 3 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 13371 dws SO: the, Input: [d]
1 3 3 5 14ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 141 dws SO: the, Input: [d]
1 3 3 5 141 1 esm SO: {the,d}, Input: []
1 3 3 5 141 2 epm SO: <the,d>, Input: []
1 3 3 5 141 3 epm SO: <d,the>, Input: []
1 3 3 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 142 1 dws SO: the, Input: [d]
1 3 3 5 142 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 12ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 13ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 15ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 16ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 17ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 18ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 19ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 142 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 142 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 142 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 142 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 142 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 142 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 142 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 142 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 142 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 142 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 142 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 142 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 142 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 142 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 142 34ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 142 35ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 142 36ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 142 37ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 143 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 143 1 dws SO: the, Input: [d]
1 3 3 5 143 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 17ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 18ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 19ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 21ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 23ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 24ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 27ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 28ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 30ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 32ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 33ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 143 34ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 143 35ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 143 36ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 143 37ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 143 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 143 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 143 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 143 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 143 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 143 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 143 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 143 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 143 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 143 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 143 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 143 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 143 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 143 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 143 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 143 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 143 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 143 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 143 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 143 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 143 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 143 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 143 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 143 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 143 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 143 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 143 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 143 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 144 1 dws SO: the, Input: [d]
1 3 3 5 144 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 7 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 11ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 13ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 17ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 18ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 20ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 22ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 23ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 144 24ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 144 25ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 144 26ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 144 27ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 144 28ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 144 29ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 144 30ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 144 31ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 144 32ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 144 33ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 144 34ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 144 35ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 144 36ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 144 37ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 144 38ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 144 39ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 144 40ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 144 41ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 144 42ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 144 43ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 144 44ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 144 45ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 145 1 dws SO: the, Input: [d]
1 3 3 5 145 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 12ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 13ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 15ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 16ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 17ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 18ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 19ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 145 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 145 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 145 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 145 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 145 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 145 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 145 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 145 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 145 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 145 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 145 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 145 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 145 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 145 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 145 34ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 145 35ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 145 36ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 145 37ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 146 1 dws SO: the, Input: [d]
1 3 3 5 146 2 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 3 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 4 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 5 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 6 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 9 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 10ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 11ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 12ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 14ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 15ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 16ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 18ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 19ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 20ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 21ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 146 22ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 146 23ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 146 24ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 146 25ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 146 26ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 146 27ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 146 28ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 146 29ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 146 30ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 146 31ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 146 32ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 146 33ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 146 34ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 146 35ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 146 36ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 146 37ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 146 38ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 146 39ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 146 40ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 146 41ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 147 1 dws SO: the, Input: [d]
1 3 3 5 147 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 12ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 13ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 15ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 16ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 17ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 18ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 19ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 147 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 147 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 147 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 147 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 147 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 147 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 147 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 147 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 147 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 147 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 147 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 147 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 147 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 147 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 147 34ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 147 35ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 147 36ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 147 37ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 148 1 dws SO: the, Input: [d]
1 3 3 5 148 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 3 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 12ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 13ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 15ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 16ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 17ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 18ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 19ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 148 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 148 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 148 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 148 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 148 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 148 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 148 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 148 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 148 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 148 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 148 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 148 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 148 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 148 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 148 34ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 148 35ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 148 36ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 148 37ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 149 1 dws SO: the, Input: [d]
1 3 3 5 149 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 11ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 14ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 149 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 149 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 149 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 149 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 149 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 149 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 149 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 149 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 149 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 149 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 149 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 149 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 149 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 149 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 149 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 149 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 149 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 149 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 149 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 149 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 149 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 149 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 149 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 149 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 149 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 149 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1410ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 14101 dws SO: the, Input: [d]
1 3 3 5 14102 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14103 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14104 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14105 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14106 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14107 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14108 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14109 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141010ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141011ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141012ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141014ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141015ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141016ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141017ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141018ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141019ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141020ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141021ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141022ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141023ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141024ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141025ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 141026ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141027ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 141028ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141029ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141030ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141031ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141032ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141033ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 141034ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141035ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141036ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141037ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141038ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141039ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141040ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141041ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1411ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 14111 dws SO: the, Input: [d]
1 3 3 5 14112 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14113 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14114 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14115 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14116 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14117 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14118 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14119 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141110ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141112ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141113ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141114ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141115ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141116ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141117ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141118ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141119ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141120ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141121ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 141122ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141123ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 141124ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141125ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141126ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141127ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141128ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141129ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 141130ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141131ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141132ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141133ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141134ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141135ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141136ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141137ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1412ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 14121 dws SO: the, Input: [d]
1 3 3 5 14122 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14123 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14124 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14125 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14126 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14127 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14128 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14129 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141210ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141212ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141213ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141214ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141215ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141216ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141217ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141218ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141219ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141220ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141221ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 141222ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141223ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 141224ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141225ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141226ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141227ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141228ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141229ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 141230ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141231ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141232ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141233ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141234ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141235ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141236ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141237ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 14131 dws SO: the, Input: [d]
1 3 3 5 14132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14133 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14135 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14136 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14137 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14138 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14139 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141311ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141312ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141313ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141314ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141316ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141317ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141318ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141320ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141321ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141322ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141323ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141324ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141325ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141326ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141327ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141328ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141329ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 141330ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141331ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 141332ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141333ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141334ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141335ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141336ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141337ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 141338ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141339ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141340ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141341ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141342ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141343ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141344ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141345ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 14141 dws SO: the, Input: [d]
1 3 3 5 14142 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14143 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14144 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14145 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14146 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14147 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14148 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14149 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141410ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141412ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141413ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141414ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141415ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141416ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141417ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141418ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141419ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141420ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141421ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 141422ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141423ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 141424ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141425ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141426ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141427ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141428ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141429ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 141430ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141431ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141432ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141433ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141434ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141435ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141436ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141437ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 14151 dws SO: the, Input: [d]
1 3 3 5 14152 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14153 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14154 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14155 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14156 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14157 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14159 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141510ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141511ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141512ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141514ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141515ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141516ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141517ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141518ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141519ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141520ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141521ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141522ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141523ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141524ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141525ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 141526ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141527ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 141528ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141529ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141530ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141531ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141532ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141533ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 141534ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141535ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141536ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141537ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141538ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141539ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141540ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141541ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 14161 dws SO: the, Input: [d]
1 3 3 5 14162 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14163 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14164 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14165 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14166 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14167 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14168 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14169 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141610ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141612ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141613ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141614ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141615ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141616ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141617ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141618ism SO: {book,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141619ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141620ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141621ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 141622ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141623ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 141624ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141625ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141626ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141627ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141628ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141629ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 141630ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141631ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141632ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141633ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141634ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141635ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141636ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141637ipm SO: <{book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 14171 dws SO: the, Input: [d]
1 3 3 5 14172 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14173 ism SO: {{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14174 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14175 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14176 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14177 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14178 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 14179 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141710ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141712ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141713ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141714ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141715ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141716ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141717ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141718ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141719ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 141720ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141721ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 141722ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141723ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 141724ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141725ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141726ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141727ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141728ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141729ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 141730ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141731ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141732ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141733ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141734ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 141735ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 141736ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 141737ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 14181 dws SO: the, Input: [d]
1 3 3 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 14191 dws SO: the, Input: [d]
1 3 3 5 14192 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 14193 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 14194 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 14195 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 14196 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 14197 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 14198 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 14199 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 141910ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 141911ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 141912ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 141913ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 141914ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 141915ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 141916ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141917ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 141918ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 141919ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 141920ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 141921ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 141922ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 141923ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 141924ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 141925ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 141926ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 141927ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 141928ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 141929ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 14201 dws SO: the, Input: [d]
1 3 3 5 14202 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 14203 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 14204 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 14205 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 14206 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 14207 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 14208 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 14209 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 14211 dws SO: the, Input: [d]
1 3 3 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 14221 dws SO: the, Input: [d]
1 3 3 5 14222 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 14223 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 14224 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 14225 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 14231 dws SO: the, Input: [d]
1 3 3 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 14241 dws SO: the, Input: [d]
1 3 3 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 14251 dws SO: the, Input: [d]
1 3 3 5 14252 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 14253 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 14254 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 14255 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 14256 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 14257 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 14258 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 14259 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 142510ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 142511ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 142512ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 142513ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 142514ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 142515ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 142516ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 142517ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 14261 dws SO: the, Input: [d]
1 3 3 5 14262 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 14263 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 14264 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 14265 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 14271 dws SO: the, Input: [d]
1 3 3 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 14281 dws SO: the, Input: [d]
1 3 3 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 14291 dws SO: the, Input: [d]
1 3 3 5 14292 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 14293 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 14294 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 14295 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 14296 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 14297 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 14298 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 14299 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 14301 dws SO: the, Input: [d]
1 3 3 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 14311 dws SO: the, Input: [d]
1 3 3 5 14312 ism SO: {book,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 14313 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 14314 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 14315 ipm SO: <<{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 14321 dws SO: the, Input: [d]
1 3 3 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 14331 dws SO: the, Input: [d]
1 3 3 5 15ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 5 151 dws SO: the, Input: [d]
1 3 3 5 151 1 esm SO: {the,d}, Input: []
1 3 3 5 151 2 epm SO: <the,d>, Input: []
1 3 3 5 151 3 epm SO: <d,the>, Input: []
1 3 3 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 152 1 dws SO: the, Input: [d]
1 3 3 5 152 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 152 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 152 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 152 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 152 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 152 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 152 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 152 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 152 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 152 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 152 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 152 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 152 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 152 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 152 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 152 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 152 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 152 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 152 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 153 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 153 1 dws SO: the, Input: [d]
1 3 3 5 153 2 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 4 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 6 ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 7 ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 9 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 10ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 11ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 12ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 13ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 14ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 15ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 16ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 17ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 18ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 19ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 21ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 23ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 24ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 27ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 28ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 30ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 32ism SO: {book,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 33ism SO: {n!case,{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 153 34ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 153 35ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 153 36ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 153 37ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 153 38ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 153 39ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 153 40ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 153 41ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 153 42ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 153 43ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 153 44ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 153 45ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 153 46ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 153 47ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 153 48ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 153 49ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 153 50ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 153 51ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 153 52ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 153 53ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 153 54ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 153 55ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 153 56ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 153 57ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 153 58ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 153 59ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 153 60ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 153 61ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 153 62ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 153 63ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 153 64ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 153 65ipm SO: <{{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 154 1 dws SO: the, Input: [d]
1 3 3 5 154 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 7 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 9 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 17ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 20ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 22ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 23ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 154 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 154 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 154 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 154 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 154 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 154 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 154 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 154 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 154 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 154 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 154 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 154 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 154 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 154 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 154 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 154 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 154 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 154 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 154 42ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 154 43ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 154 44ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 154 45ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 155 1 dws SO: the, Input: [d]
1 3 3 5 155 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 155 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 155 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 155 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 155 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 155 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 155 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 155 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 155 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 155 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 155 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 155 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 155 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 155 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 155 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 155 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 155 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 155 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 155 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 156 1 dws SO: the, Input: [d]
1 3 3 5 156 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 5 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 14ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 15ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 18ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 19ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 20ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 21ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 156 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 156 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 156 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 156 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 156 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 156 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 156 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 156 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 156 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 156 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 156 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 156 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 156 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 156 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 156 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 156 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 156 38ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 156 39ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 156 40ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 156 41ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 157 1 dws SO: the, Input: [d]
1 3 3 5 157 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 12ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 13ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 15ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 16ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 17ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 18ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 19ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 157 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 157 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 157 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 157 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 157 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 157 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 157 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 157 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 157 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 157 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 157 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 157 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 157 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 157 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 157 34ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 157 35ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 157 36ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 157 37ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 158 1 dws SO: the, Input: [d]
1 3 3 5 158 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 3 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 12ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 13ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 15ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 16ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 17ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 18ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 19ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 158 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 158 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 158 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 158 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 158 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 158 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 158 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 158 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 158 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 158 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 158 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 158 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 158 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 158 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 158 34ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 158 35ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 158 36ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 158 37ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 159 1 dws SO: the, Input: [d]
1 3 3 5 159 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 11ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 14ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 159 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 159 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 159 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 159 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 159 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 159 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 159 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 159 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 159 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 159 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 159 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 159 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 159 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 159 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 159 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 159 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 159 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 159 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 159 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 159 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 159 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 159 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 159 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 159 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 159 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 159 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1510ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 15101 dws SO: the, Input: [d]
1 3 3 5 15102 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15103 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15104 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15105 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15106 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15107 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15108 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15109 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151010ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151011ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151012ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151014ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151015ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151016ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151017ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151018ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151019ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151020ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151021ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151022ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151023ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151024ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151025ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 151026ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151027ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 151028ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151029ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151030ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151031ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151032ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151033ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 151034ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151035ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151036ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151037ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151038ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151039ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151040ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151041ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1511ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 15111 dws SO: the, Input: [d]
1 3 3 5 15112 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15113 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15114 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15115 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15116 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15117 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15118 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15119 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151110ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151112ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151113ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151114ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151115ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151116ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151117ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151118ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151119ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151120ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151121ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 151122ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151123ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 151124ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151125ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151126ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151127ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151128ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151129ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 151130ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151131ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151132ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151133ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151134ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151135ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151136ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151137ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1512ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 15121 dws SO: the, Input: [d]
1 3 3 5 15122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15123 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15125 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151212ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151213ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151215ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151216ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151217ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151218ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151219ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 151222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 151224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 151230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151234ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151235ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151236ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151237ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 15131 dws SO: the, Input: [d]
1 3 3 5 15132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15133 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15135 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15136 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15137 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15138 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15139 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151311ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151312ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151313ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151314ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151316ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151317ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151318ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151320ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151321ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151322ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151323ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151324ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151325ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151326ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151327ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151328ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151329ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 151330ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151331ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 151332ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151333ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151334ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151335ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151336ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151337ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 151338ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151339ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151340ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151341ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151342ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151343ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151344ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151345ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 15141 dws SO: the, Input: [d]
1 3 3 5 15142 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15143 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15144 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15145 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15146 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15147 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15148 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15149 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151410ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151412ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151413ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151414ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151415ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151416ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151417ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151418ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151419ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151420ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151421ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 151422ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151423ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 151424ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151425ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151426ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151427ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151428ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151429ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 151430ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151431ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151432ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151433ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151434ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151435ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151436ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151437ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 15151 dws SO: the, Input: [d]
1 3 3 5 15152 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15153 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15154 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15155 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15156 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15157 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15159 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151510ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151511ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151512ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151514ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151515ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151516ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151517ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151518ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151519ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151520ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151521ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151522ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151523ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151524ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151525ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 151526ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151527ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 151528ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151529ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151530ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151531ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151532ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151533ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 151534ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151535ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151536ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151537ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151538ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151539ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151540ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151541ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 15161 dws SO: the, Input: [d]
1 3 3 5 15162 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15163 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15164 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15165 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15166 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15167 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15168 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15169 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151610ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151612ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151613ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151614ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151615ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151616ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151617ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151618ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151619ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151620ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151621ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 151622ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151623ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 151624ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151625ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151626ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151627ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151628ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151629ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 151630ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151631ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151632ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151633ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151634ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151635ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151636ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151637ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 5 15171 dws SO: the, Input: [d]
1 3 3 5 15172 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15173 ism SO: {{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15174 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15175 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15176 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15177 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15178 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 15179 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151710ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151712ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151713ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151714ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151715ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151716ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151717ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151718ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151719ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 5 151720ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151721ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 5 151722ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151723ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 151724ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151725ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151726ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151727ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151728ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151729ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 151730ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151731ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151732ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151733ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151734ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 151735ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 151736ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 5 151737ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 15181 dws SO: the, Input: [d]
1 3 3 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 5 15191 dws SO: the, Input: [d]
1 3 3 5 15192 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 15193 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 15194 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 15195 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 15196 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 15197 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 15198 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 15199 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 151910ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 151911ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 151912ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 151913ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 151914ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 151915ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 5 151916ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151917ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 151918ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 151919ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 151920ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 151921ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 151922ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 151923ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 151924ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 151925ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 151926ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 151927ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 151928ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 5 151929ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 15201 dws SO: the, Input: [d]
1 3 3 5 15202 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 15203 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 15204 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 15205 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 15206 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 15207 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 15208 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 15209 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 15211 dws SO: the, Input: [d]
1 3 3 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 15221 dws SO: the, Input: [d]
1 3 3 5 15222 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 15223 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 15224 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 15225 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 15231 dws SO: the, Input: [d]
1 3 3 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 15241 dws SO: the, Input: [d]
1 3 3 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 15251 dws SO: the, Input: [d]
1 3 3 5 15252 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 15253 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 15254 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 15255 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 15256 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 15257 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 15258 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 15259 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 152510ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 152511ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 152512ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 152513ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 152514ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 152515ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 152516ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 152517ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 15261 dws SO: the, Input: [d]
1 3 3 5 15262 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 15263 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 15264 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 15265 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 15271 dws SO: the, Input: [d]
1 3 3 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 15281 dws SO: the, Input: [d]
1 3 3 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 15291 dws SO: the, Input: [d]
1 3 3 5 15292 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 15293 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 15294 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 15295 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 15296 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 15297 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 15298 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 15299 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 15301 dws SO: the, Input: [d]
1 3 3 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 15311 dws SO: the, Input: [d]
1 3 3 5 15312 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 15313 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 15314 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 15315 ipm SO: <<{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 5 15321 dws SO: the, Input: [d]
1 3 3 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 5 15331 dws SO: the, Input: [d]
1 3 3 5 16ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 161 dws SO: the, Input: [d]
1 3 3 5 161 1 esm SO: {the,d}, Input: []
1 3 3 5 161 2 epm SO: <the,d>, Input: []
1 3 3 5 161 3 epm SO: <d,the>, Input: []
1 3 3 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 162 1 dws SO: the, Input: [d]
1 3 3 5 162 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 162 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 162 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 162 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 162 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 162 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 162 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 162 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 5 162 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 162 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 162 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 162 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 163 1 dws SO: the, Input: [d]
1 3 3 5 163 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 163 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 163 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 163 5 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 163 6 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 163 7 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 163 8 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 163 9 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 163 10ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 163 11ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 163 12ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 163 13ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 5 163 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 163 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 163 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 163 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 164 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 164 1 dws SO: the, Input: [d]
1 3 3 5 164 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 164 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 164 4 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 164 5 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 164 6 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 164 7 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 164 8 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 164 9 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 5 164 10ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 164 11ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 164 12ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 164 13ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 165 1 dws SO: the, Input: [d]
1 3 3 5 165 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 165 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 165 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 165 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 165 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 165 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 165 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 165 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 5 165 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 165 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 165 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 165 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 166 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 166 1 dws SO: the, Input: [d]
1 3 3 5 167 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 167 1 dws SO: the, Input: [d]
1 3 3 5 167 2 ism SO: {book,<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 5 167 3 ism SO: {n!case,<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 5 167 4 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 167 5 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 168 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 168 1 dws SO: the, Input: [d]
1 3 3 5 169 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 169 1 dws SO: the, Input: [d]
1 3 3 5 17ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 5 171 dws SO: the, Input: [d]
1 3 3 5 171 1 esm SO: {the,d}, Input: []
1 3 3 5 171 2 epm SO: <the,d>, Input: []
1 3 3 5 171 3 epm SO: <d,the>, Input: []
1 3 3 5 18ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 181 dws SO: the, Input: [d]
1 3 3 5 181 1 esm SO: {the,d}, Input: []
1 3 3 5 181 2 epm SO: <the,d>, Input: []
1 3 3 5 181 3 epm SO: <d,the>, Input: []
1 3 3 5 182 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 182 1 dws SO: the, Input: [d]
1 3 3 5 182 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 182 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 182 4 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 182 5 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 182 6 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 5 182 7 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 5 182 8 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 5 182 9 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 183 1 dws SO: the, Input: [d]
1 3 3 5 183 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 183 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 183 4 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 183 5 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 183 6 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 5 183 7 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 5 183 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 5 183 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 5 184 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 184 1 dws SO: the, Input: [d]
1 3 3 5 185 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 185 1 dws SO: the, Input: [d]
1 3 3 5 19ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 5 191 dws SO: the, Input: [d]
1 3 3 5 191 1 esm SO: {the,d}, Input: []
1 3 3 5 191 2 epm SO: <the,d>, Input: []
1 3 3 5 191 3 epm SO: <d,the>, Input: []
1 3 3 5 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 5 201 dws SO: the, Input: [d]
1 3 3 5 201 1 esm SO: {the,d}, Input: []
1 3 3 5 201 2 epm SO: <the,d>, Input: []
1 3 3 5 201 3 epm SO: <d,the>, Input: []
1 3 3 5 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 5 211 dws SO: the, Input: [d]
1 3 3 5 211 1 esm SO: {the,d}, Input: []
1 3 3 5 211 2 epm SO: <the,d>, Input: []
1 3 3 5 211 3 epm SO: <d,the>, Input: []
1 3 3 5 212 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 212 1 dws SO: the, Input: [d]
1 3 3 5 212 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 5 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 6 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 7 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 8 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 10ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 11ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 12ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 13ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 212 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 212 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 212 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 212 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 5 212 18ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 212 19ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 212 20ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 212 21ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 212 22ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 212 23ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 212 24ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 212 25ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 213 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 213 1 dws SO: the, Input: [d]
1 3 3 5 213 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 213 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 213 4 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 213 5 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 213 6 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 213 7 ism SO: {{n!case,{book,n!case}},{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 213 8 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 213 9 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 213 10ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 213 11ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 213 12ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 213 13ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 5 213 14ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 213 15ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 213 16ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 213 17ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 213 18ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 213 19ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 213 20ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 213 21ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 214 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 214 1 dws SO: the, Input: [d]
1 3 3 5 214 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 214 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 214 4 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 214 5 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 214 6 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 214 7 ism SO: {{n!case,{book,n!case}},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 214 8 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 214 9 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 214 10ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 214 11ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 214 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 214 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 5 214 14ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 214 15ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 214 16ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 214 17ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 214 18ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 214 19ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 214 20ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 214 21ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 215 1 dws SO: the, Input: [d]
1 3 3 5 215 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 3 ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 5 ism SO: {book,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 6 ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 7 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 9 ism SO: {book,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 10ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 12ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 13ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 14ism SO: {book,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 15ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 215 16ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 215 17ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 215 18ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 215 19ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 215 20ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 215 21ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 5 215 22ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 215 23ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 215 24ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 215 25ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 215 26ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 215 27ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 215 28ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 215 29ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 216 1 dws SO: the, Input: [d]
1 3 3 5 216 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 216 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 216 4 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 216 5 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 216 6 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 216 7 ism SO: {{n!case,{book,n!case}},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 216 8 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 216 9 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 216 10ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 216 11ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 216 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 216 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 5 216 14ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 216 15ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 216 16ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 216 17ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 216 18ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 216 19ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 216 20ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 216 21ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 217 1 dws SO: the, Input: [d]
1 3 3 5 217 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 5 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 6 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 7 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 8 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 10ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 11ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 12ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 13ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 217 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 217 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 217 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 217 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 5 217 18ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 217 19ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 217 20ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 217 21ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 217 22ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 217 23ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 217 24ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 217 25ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 218 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 218 1 dws SO: the, Input: [d]
1 3 3 5 218 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 218 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 218 4 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 218 5 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 218 6 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 218 7 ism SO: {{n!case,{book,n!case}},{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 218 8 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 218 9 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 218 10ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 218 11ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 218 12ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 218 13ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 5 218 14ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 218 15ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 218 16ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 218 17ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 218 18ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 218 19ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 218 20ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 218 21ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 5 219 1 dws SO: the, Input: [d]
1 3 3 5 219 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 219 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 219 4 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 219 5 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 219 6 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 219 7 ism SO: {{n!case,{book,n!case}},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 219 8 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 219 9 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 219 10ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 219 11ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 5 219 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 219 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 5 219 14ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 219 15ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 219 16ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 219 17ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 219 18ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 219 19ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 219 20ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 5 219 21ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 5 2110ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 21101 dws SO: the, Input: [d]
1 3 3 5 21102 ism SO: {book,<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 5 21103 ism SO: {n!case,<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 5 21104 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 21105 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 2111ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 21111 dws SO: the, Input: [d]
1 3 3 5 2112ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 21121 dws SO: the, Input: [d]
1 3 3 5 2113ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 21131 dws SO: the, Input: [d]
1 3 3 5 21132 ism SO: {n!case,<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 21133 ism SO: {{book,n!case},<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 21134 ism SO: {book,<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 21135 ism SO: {n!case,<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 21136 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 21137 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 21138 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 21139 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 2114ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 21141 dws SO: the, Input: [d]
1 3 3 5 2115ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 21151 dws SO: the, Input: [d]
1 3 3 5 21152 ism SO: {book,<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 5 21153 ism SO: {n!case,<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 5 21154 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 21155 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 2116ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 5 21161 dws SO: the, Input: [d]
1 3 3 5 2117ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 5 21171 dws SO: the, Input: [d]
1 3 3 5 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 221 dws SO: the, Input: [d]
1 3 3 5 221 1 esm SO: {the,d}, Input: []
1 3 3 5 221 2 epm SO: <the,d>, Input: []
1 3 3 5 221 3 epm SO: <d,the>, Input: []
1 3 3 5 222 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 222 1 dws SO: the, Input: [d]
1 3 3 5 222 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 222 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 222 4 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 222 5 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 222 6 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 5 222 7 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 5 222 8 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 5 222 9 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 5 223 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 223 1 dws SO: the, Input: [d]
1 3 3 5 223 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 223 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 223 4 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 223 5 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 223 6 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 5 223 7 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 5 223 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 5 223 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 5 224 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 224 1 dws SO: the, Input: [d]
1 3 3 5 225 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 225 1 dws SO: the, Input: [d]
1 3 3 5 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 5 231 dws SO: the, Input: [d]
1 3 3 5 231 1 esm SO: {the,d}, Input: []
1 3 3 5 231 2 epm SO: <the,d>, Input: []
1 3 3 5 231 3 epm SO: <d,the>, Input: []
1 3 3 5 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 5 241 dws SO: the, Input: [d]
1 3 3 5 241 1 esm SO: {the,d}, Input: []
1 3 3 5 241 2 epm SO: <the,d>, Input: []
1 3 3 5 241 3 epm SO: <d,the>, Input: []
1 3 3 5 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 5 251 dws SO: the, Input: [d]
1 3 3 5 251 1 esm SO: {the,d}, Input: []
1 3 3 5 251 2 epm SO: <the,d>, Input: []
1 3 3 5 251 3 epm SO: <d,the>, Input: []
1 3 3 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 252 1 dws SO: the, Input: [d]
1 3 3 5 252 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 252 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 252 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 252 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 252 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 252 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 252 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 252 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 5 252 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 252 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 252 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 252 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 253 1 dws SO: the, Input: [d]
1 3 3 5 253 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 253 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 253 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 253 5 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 253 6 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 253 7 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 253 8 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 253 9 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 253 10ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 253 11ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 253 12ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 253 13ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 5 253 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 253 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 253 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 253 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 254 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 254 1 dws SO: the, Input: [d]
1 3 3 5 254 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 254 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 254 4 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 254 5 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 254 6 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 254 7 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 254 8 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 254 9 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 5 254 10ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 254 11ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 254 12ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 254 13ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 5 255 1 dws SO: the, Input: [d]
1 3 3 5 255 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 255 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 255 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 255 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 255 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 255 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 5 255 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 255 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 5 255 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 255 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 5 255 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 5 255 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 5 256 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 256 1 dws SO: the, Input: [d]
1 3 3 5 257 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 5 257 1 dws SO: the, Input: [d]
1 3 3 5 257 2 ism SO: {book,<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 5 257 3 ism SO: {n!case,<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 5 257 4 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 257 5 ipm SO: <<<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 258 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 5 258 1 dws SO: the, Input: [d]
1 3 3 5 259 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 5 259 1 dws SO: the, Input: [d]
1 3 3 5 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 5 261 dws SO: the, Input: [d]
1 3 3 5 261 1 esm SO: {the,d}, Input: []
1 3 3 5 261 2 epm SO: <the,d>, Input: []
1 3 3 5 261 3 epm SO: <d,the>, Input: []
1 3 3 5 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 5 271 dws SO: the, Input: [d]
1 3 3 5 271 1 esm SO: {the,d}, Input: []
1 3 3 5 271 2 epm SO: <the,d>, Input: []
1 3 3 5 271 3 epm SO: <d,the>, Input: []
1 3 3 5 272 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 272 1 dws SO: the, Input: [d]
1 3 3 5 272 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 272 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 272 4 ism SO: {book,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 272 5 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 272 6 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 5 272 7 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 5 272 8 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 5 272 9 ipm SO: <{book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 5 273 1 dws SO: the, Input: [d]
1 3 3 5 273 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 273 3 ism SO: {<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 273 4 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 273 5 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 5 273 6 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 5 273 7 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 5 273 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 5 273 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 5 274 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 5 274 1 dws SO: the, Input: [d]
1 3 3 5 275 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 5 275 1 dws SO: the, Input: [d]
1 3 3 5 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 5 281 dws SO: the, Input: [d]
1 3 3 5 281 1 esm SO: {the,d}, Input: []
1 3 3 5 281 2 epm SO: <the,d>, Input: []
1 3 3 5 281 3 epm SO: <d,the>, Input: []
1 3 3 5 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 5 291 dws SO: the, Input: [d]
1 3 3 5 291 1 esm SO: {the,d}, Input: []
1 3 3 5 291 2 epm SO: <the,d>, Input: []
1 3 3 5 291 3 epm SO: <d,the>, Input: []
1 3 3 6 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 3 6 1 dws SO: the, Input: [d]
1 3 3 6 1 1 esm SO: {the,d}, Input: []
1 3 3 6 1 1 1 uws SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 6 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 6 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 6 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 6 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 6 1 2 epm SO: <the,d>, Input: []
1 3 3 6 1 2 1 uws SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 6 1 3 epm SO: <d,the>, Input: []
1 3 3 6 1 3 1 uws SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 6 2 1 dws SO: the, Input: [d]
1 3 3 6 2 1 1 esm SO: {the,d}, Input: []
1 3 3 6 2 1 2 epm SO: <the,d>, Input: []
1 3 3 6 2 1 3 epm SO: <d,the>, Input: []
1 3 3 6 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 1 dws SO: the, Input: [d]
1 3 3 6 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 1 dws SO: the, Input: [d]
1 3 3 6 2 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 1 dws SO: the, Input: [d]
1 3 3 6 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 1 dws SO: the, Input: [d]
1 3 3 6 2 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 1 dws SO: the, Input: [d]
1 3 3 6 2 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 1 dws SO: the, Input: [d]
1 3 3 6 2 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 1 dws SO: the, Input: [d]
1 3 3 6 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 1 dws SO: the, Input: [d]
1 3 3 6 2 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 101 dws SO: the, Input: [d]
1 3 3 6 2 102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 1018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 1020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 1022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 1024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 1026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 1029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 111 dws SO: the, Input: [d]
1 3 3 6 2 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 121 dws SO: the, Input: [d]
1 3 3 6 2 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 2 131 dws SO: the, Input: [d]
1 3 3 6 2 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 2 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 2 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 2 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 14ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 141 dws SO: the, Input: [d]
1 3 3 6 2 15ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 2 151 dws SO: the, Input: [d]
1 3 3 6 2 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 2 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 2 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 2 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 2 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 2 157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 2 158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 2 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 2 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 2 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 2 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 2 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 2 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 2 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 2 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 2 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 161 dws SO: the, Input: [d]
1 3 3 6 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 2 171 dws SO: the, Input: [d]
1 3 3 6 2 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 2 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 2 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 2 175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 2 176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 2 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 2 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 2 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 2 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 2 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 2 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 2 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 2 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 181 dws SO: the, Input: [d]
1 3 3 6 2 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 2 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 2 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 2 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 2 191 dws SO: the, Input: [d]
1 3 3 6 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 201 dws SO: the, Input: [d]
1 3 3 6 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 2 211 dws SO: the, Input: [d]
1 3 3 6 2 212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 2 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 2 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 2 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 2 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 2 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 2 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 221 dws SO: the, Input: [d]
1 3 3 6 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 2 231 dws SO: the, Input: [d]
1 3 3 6 2 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 2 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 2 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 2 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 2 241 dws SO: the, Input: [d]
1 3 3 6 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 2 251 dws SO: the, Input: [d]
1 3 3 6 3 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 6 3 1 dws SO: the, Input: [d]
1 3 3 6 3 1 1 esm SO: {the,d}, Input: []
1 3 3 6 3 1 2 epm SO: <the,d>, Input: []
1 3 3 6 3 1 3 epm SO: <d,the>, Input: []
1 3 3 6 3 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 1 dws SO: the, Input: [d]
1 3 3 6 3 2 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 11ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 12ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 13ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 17ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 21ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 24ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 25ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 26ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 28ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 29ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 30ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 31ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 2 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 2 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 2 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 2 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 2 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 2 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 2 54ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2 55ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2 56ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2 57ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 2 58ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2 59ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2 60ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2 61ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 1 dws SO: the, Input: [d]
1 3 3 6 3 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 16ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 3 26ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 3 27ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 3 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 3 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 3 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 3 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 3 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 3 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 3 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 3 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 3 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 3 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 3 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 3 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 3 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 3 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 3 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 3 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 3 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 3 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 3 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 3 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 3 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 3 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 1 dws SO: the, Input: [d]
1 3 3 6 3 4 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 14ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 19ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 21ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 22ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 23ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 4 24ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 4 25ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 4 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 4 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 4 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 4 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 4 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 4 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 4 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 4 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 4 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 4 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 4 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 4 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 4 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 4 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 4 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 4 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 4 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 4 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 4 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 4 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 1 dws SO: the, Input: [d]
1 3 3 6 3 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 14ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 19ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 22ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 23ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 5 24ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 5 25ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 5 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 5 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 5 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 5 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 5 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 5 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 5 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 5 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 5 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 5 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 5 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 5 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 5 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 5 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 5 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 5 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 5 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 5 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 5 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 5 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 1 dws SO: the, Input: [d]
1 3 3 6 3 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 5 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 7 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 9 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 10ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 11ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 15ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 18ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 20ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 21ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 22ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 24ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 26ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 27ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 6 28ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 6 29ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 6 30ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 6 31ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 6 32ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 6 33ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 6 34ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 6 35ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 6 36ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 6 37ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 6 38ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 6 39ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 6 40ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 6 41ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 6 42ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 6 43ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 6 44ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 6 45ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 6 46ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 6 47ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 6 48ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 6 49ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 6 50ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 6 51ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 6 52ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 6 53ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 1 dws SO: the, Input: [d]
1 3 3 6 3 7 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 14ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 19ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 22ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 23ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 7 24ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 7 25ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 7 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 7 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 7 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 7 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 7 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 7 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 7 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 7 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 7 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 7 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 7 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 7 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 7 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 7 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 7 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 7 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 7 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 7 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 7 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 7 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 1 dws SO: the, Input: [d]
1 3 3 6 3 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 16ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 8 26ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 8 27ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 8 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 8 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 8 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 8 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 8 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 8 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 8 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 8 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 8 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 8 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 8 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 8 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 8 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 8 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 8 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 8 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 8 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 8 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 8 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 8 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 8 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 8 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 1 dws SO: the, Input: [d]
1 3 3 6 3 9 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 14ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 19ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 21ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 22ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 23ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 9 24ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 9 25ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 9 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 9 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 9 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 9 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 9 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 9 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 9 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 9 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 9 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 9 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 9 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 9 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 9 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 9 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 9 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 9 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 9 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 9 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 9 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 9 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 101 dws SO: the, Input: [d]
1 3 3 6 3 102 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 103 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 104 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 106 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 107 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 108 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 109 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1011ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1012ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1013ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1014ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1017ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1018ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1019ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1020ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1021ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1022ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1023ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1024ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1025ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 1026ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1027ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1028ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1029ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1030ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1031ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1032ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1033ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1034ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1035ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 1036ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1037ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1038ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1039ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1040ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1041ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1042ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1043ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1044ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1045ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 11ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 111 dws SO: the, Input: [d]
1 3 3 6 3 112 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 113 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 114 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 115 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 116 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 117 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 118 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 119 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1110ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1111ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1112ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1113ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1114ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1115ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1116ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1117ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1118ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1119ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1120ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1121ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1122ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1123ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1124ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1125ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1126ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1127ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1128ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1129ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1130ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1131ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1132ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1133ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1134ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 1135ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1136ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1137ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1138ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1139ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1140ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1141ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1142ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1143ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1144ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1145ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 1146ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1147ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1148ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1149ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1150ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1151ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1152ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1153ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1154ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1155ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 1156ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1157ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1158ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1159ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1160ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1161ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1162ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1163ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1164ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1165ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 121 dws SO: the, Input: [d]
1 3 3 6 3 122 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 123 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 124 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 125 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 126 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 127 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 128 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 129 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1210ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1211ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1212ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1213ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1214ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1216ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1217ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1218ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1219ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1220ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1221ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1222ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1223ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1224ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1225ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 1226ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1227ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1228ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1229ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1230ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1231ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1232ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1233ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1234ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1235ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 1236ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1237ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1238ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1239ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1240ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1241ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1242ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1243ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1244ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1245ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 131 dws SO: the, Input: [d]
1 3 3 6 3 132 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 133 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 134 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 135 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 136 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 137 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 138 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 139 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1310ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1311ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1312ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1313ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1314ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1315ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1316ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1317ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1318ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1319ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1320ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1321ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1322ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1323ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1324ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1325ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1326ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1327ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1328ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1329ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1330ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1331ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1332ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1333ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1334ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1335ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1336ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1337ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1338ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1339ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1340ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1341ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 1342ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1343ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1344ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1345ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1346ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1347ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1348ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1349ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1350ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1351ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 1352ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1353ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1354ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1355ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1356ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1357ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1358ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1359ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1360ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1361ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 141 dws SO: the, Input: [d]
1 3 3 6 3 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 143 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 145 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 146 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 148 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1410ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1411ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1413ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1415ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1416ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1417ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1419ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1421ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1422ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1423ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1424ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1425ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1426ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1427ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1428ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1429ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 1430ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1431ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1432ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1433ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1434ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1435ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1436ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1437ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1438ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1439ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 1440ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1441ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1442ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1443ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1444ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1445ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1446ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1447ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1448ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1449ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 151 dws SO: the, Input: [d]
1 3 3 6 3 152 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 153 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 154 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 155 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 156 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 157 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 158 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 159 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1510ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1511ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1512ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1513ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1514ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1515ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1516ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1517ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1518ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1519ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1520ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1521ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1522ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1523ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1524ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1525ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 1526ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1527ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1528ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1529ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1530ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1531ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1532ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1533ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1534ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1535ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 1536ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1537ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1538ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1539ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1540ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1541ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1542ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1543ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1544ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1545ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 161 dws SO: the, Input: [d]
1 3 3 6 3 162 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 163 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 164 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 166 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 167 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 168 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 169 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1611ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1612ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1613ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1614ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1615ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1617ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1618ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1619ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1620ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1621ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1622ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1623ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1624ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1625ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 1626ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1627ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1628ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1629ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1630ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1631ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1632ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1633ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1634ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1635ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 1636ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1637ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1638ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1639ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1640ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1641ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1642ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1643ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1644ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1645ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 17ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 171 dws SO: the, Input: [d]
1 3 3 6 3 172 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 173 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 174 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 175 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 176 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 177 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 178 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 179 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1710ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1711ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1712ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1713ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1714ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1715ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1716ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1717ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1718ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1719ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1720ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1721ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1722ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1723ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1724ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1725ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1726ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1727ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1728ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1729ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1730ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1731ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1732ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1733ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 1734ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1735ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1736ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1737ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1738ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1739ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1740ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1741ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1742ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1743ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 1744ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1745ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1746ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1747ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1748ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1749ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1750ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1751ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1752ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1753ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 181 dws SO: the, Input: [d]
1 3 3 6 3 182 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 183 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 184 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 185 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 186 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 187 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 188 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 189 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1810ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1811ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1812ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1813ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1814ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1815ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1816ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1817ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1818ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1819ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1820ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1821ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1822ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1823ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1824ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1825ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 1826ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1827ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1828ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1829ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1830ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1831ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1832ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1833ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1834ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1835ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 1836ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1837ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1838ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1839ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1840ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1841ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1842ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1843ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1844ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1845ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 19ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 191 dws SO: the, Input: [d]
1 3 3 6 3 192 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 193 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 194 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 195 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 196 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 197 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 198 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 199 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1910ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1911ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1912ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1913ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1914ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1915ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1916ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1917ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1918ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1919ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1920ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1921ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1922ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1923ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1924ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1925ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 1926ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1927ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1928ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1929ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 1930ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1931ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1932ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1933ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1934ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1935ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1936ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1937ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1938ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1939ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 1940ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1941ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 1942ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1943ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1944ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1945ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 1946ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 1947ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 1948ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 1949ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 20ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 201 dws SO: the, Input: [d]
1 3 3 6 3 202 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 203 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 204 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 205 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 206 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 207 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 208 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 209 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2010ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2011ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2012ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2013ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2014ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2016ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2017ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2018ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2019ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2020ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2021ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2022ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2023ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2024ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2025ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 2026ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 2027ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2028ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2029ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2030ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 2031ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2032ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2033ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2034ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2035ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 2036ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2037ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 2038ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2039ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2040ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2041ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 2042ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2043ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2044ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2045ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 21ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 3 211 dws SO: the, Input: [d]
1 3 3 6 3 212 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 213 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 214 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 215 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 216 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 217 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 218 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 219 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2110ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2111ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2112ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2113ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2114ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2115ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2116ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2117ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2118ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2119ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2120ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2121ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2122ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2123ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 3 2124ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2125ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 3 2126ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 2127ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2128ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2129ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2130ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 2131ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2132ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2133ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2134ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2135ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 2136ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2137ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 2138ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2139ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2140ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2141ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 2142ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 2143ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2144ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 3 2145ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 22ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 221 dws SO: the, Input: [d]
1 3 3 6 3 222 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 223 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 224 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 225 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 226 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 227 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 228 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 229 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 2210ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2211ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 3 2212ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 2213ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 2214ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 2215ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 2216ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 3 2217ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 23ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 231 dws SO: the, Input: [d]
1 3 3 6 3 232 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 3 233 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 3 234 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 3 235 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 3 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 3 241 dws SO: the, Input: [d]
1 3 3 6 3 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 251 dws SO: the, Input: [d]
1 3 3 6 3 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 261 dws SO: the, Input: [d]
1 3 3 6 3 262 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 3 263 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 3 264 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 3 265 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 3 266 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 267 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 268 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 3 269 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 271 dws SO: the, Input: [d]
1 3 3 6 3 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 281 dws SO: the, Input: [d]
1 3 3 6 3 282 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 3 283 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 3 284 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 3 285 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 3 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 3 291 dws SO: the, Input: [d]
1 3 3 6 3 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 301 dws SO: the, Input: [d]
1 3 3 6 3 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 3 311 dws SO: the, Input: [d]
1 3 3 6 3 312 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 3 313 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 3 314 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 3 315 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 3 316 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 3 317 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 3 318 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 3 319 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 3 3110ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 3 3111ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 3 3112ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 3113ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 3114ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 3115ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 3 3116ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 3117ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 3118ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 3119ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 3120ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 3 3121ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 321 dws SO: the, Input: [d]
1 3 3 6 3 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 3 331 dws SO: the, Input: [d]
1 3 3 6 3 332 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 333 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 334 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 335 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 336 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 337 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 338 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 339 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 3 3310ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 3311ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 3 3312ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 3313ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 3314ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 3315ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 3316ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 3 3317ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 341 dws SO: the, Input: [d]
1 3 3 6 3 342 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 3 343 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 3 344 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 3 345 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 3 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 3 351 dws SO: the, Input: [d]
1 3 3 6 3 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 361 dws SO: the, Input: [d]
1 3 3 6 3 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 3 371 dws SO: the, Input: [d]
1 3 3 6 3 372 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 3 373 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 3 374 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 3 375 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 3 376 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 377 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 378 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 3 379 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 3 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 381 dws SO: the, Input: [d]
1 3 3 6 3 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 3 391 dws SO: the, Input: [d]
1 3 3 6 3 392 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 3 393 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 3 394 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 3 395 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 3 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 3 401 dws SO: the, Input: [d]
1 3 3 6 3 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 3 411 dws SO: the, Input: [d]
1 3 3 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 6 4 1 dws SO: the, Input: [d]
1 3 3 6 4 1 1 esm SO: {the,d}, Input: []
1 3 3 6 4 1 2 epm SO: <the,d>, Input: []
1 3 3 6 4 1 3 epm SO: <d,the>, Input: []
1 3 3 6 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 1 dws SO: the, Input: [d]
1 3 3 6 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 1 dws SO: the, Input: [d]
1 3 3 6 4 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 3 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 3 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 3 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 3 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 3 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 3 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 3 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 3 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 3 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 3 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 3 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 3 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 3 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 3 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 3 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 3 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 1 dws SO: the, Input: [d]
1 3 3 6 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 4 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 4 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 4 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 4 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 1 dws SO: the, Input: [d]
1 3 3 6 4 5 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 13ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 14ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 15ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 18ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 20ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 21ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 23ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 24ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 25ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 26ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 27ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 5 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 5 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 5 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 5 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 5 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 5 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 5 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 5 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 5 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 5 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 5 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 5 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 5 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 5 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 5 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 5 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 5 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 5 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 5 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 5 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 5 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 5 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 5 50ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 5 51ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 5 52ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 5 53ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 1 dws SO: the, Input: [d]
1 3 3 6 4 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 6 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 6 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 6 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 6 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 1 dws SO: the, Input: [d]
1 3 3 6 4 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 11ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 1 dws SO: the, Input: [d]
1 3 3 6 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 8 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 8 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 1 dws SO: the, Input: [d]
1 3 3 6 4 9 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 9 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 9 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 9 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 9 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 9 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 9 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 9 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 9 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 9 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 9 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 9 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 9 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 9 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 9 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 9 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 9 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 101 dws SO: the, Input: [d]
1 3 3 6 4 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 103 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 107 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1011ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1014ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1016ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1017ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1018ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1019ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 1020ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1021ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1022ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1023ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 1024ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1025ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 1026ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1027ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1028ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1029ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 1030ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1031ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1032ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1033ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 111 dws SO: the, Input: [d]
1 3 3 6 4 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 117 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1111ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1112ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1115ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 121 dws SO: the, Input: [d]
1 3 3 6 4 122 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 123 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 125 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 126 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 127 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 128 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1211ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1212ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1214ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1216ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1217ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1218ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1219ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 1220ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1221ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1222ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1223ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 1224ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1225ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 1226ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1227ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1228ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1229ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 1230ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1231ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1232ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1233ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 13ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 131 dws SO: the, Input: [d]
1 3 3 6 4 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 133 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 135 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 137 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 139 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1310ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1313ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1318ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1320ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1321ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1322ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1323ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 1324ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1325ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1326ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1327ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 1328ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1329ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 1330ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1331ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1332ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1333ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 1334ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1335ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1336ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1337ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 141 dws SO: the, Input: [d]
1 3 3 6 4 142 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 143 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 145 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 146 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 147 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 148 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1411ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1412ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1414ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1415ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1416ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1417ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1418ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1419ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 1420ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1421ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1422ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1423ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 1424ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1425ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 1426ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1427ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1428ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1429ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 1430ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1431ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1432ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1433ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 15ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 4 151 dws SO: the, Input: [d]
1 3 3 6 4 152 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 153 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 155 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 156 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 157 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 158 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1511ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1512ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1514ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1516ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1517ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 4 1518ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1519ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 4 1520ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1521ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1522ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1523ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 1524ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1525ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 1526ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1527ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1528ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1529ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 1530ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 1531ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1532ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 4 1533ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 16ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 161 dws SO: the, Input: [d]
1 3 3 6 4 162 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 4 163 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 4 164 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 4 165 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 4 17ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 4 171 dws SO: the, Input: [d]
1 3 3 6 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 181 dws SO: the, Input: [d]
1 3 3 6 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 4 191 dws SO: the, Input: [d]
1 3 3 6 4 192 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 4 193 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 4 194 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 4 195 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 4 196 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 4 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 4 198 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 4 199 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 4 1910ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 4 1911ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 4 1912ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 4 1913ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 1914ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1915ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 4 1916ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 4 1917ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 1918ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 4 1919ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 1920ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 4 1921ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 201 dws SO: the, Input: [d]
1 3 3 6 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 4 211 dws SO: the, Input: [d]
1 3 3 6 4 212 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 4 213 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 4 214 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 4 215 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 4 216 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 4 217 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 4 218 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 4 219 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 4 2110ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 2111ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 4 2112ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 4 2113ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 2114ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 4 2115ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 2116ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 4 2117ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 221 dws SO: the, Input: [d]
1 3 3 6 4 222 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 4 223 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 4 224 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 4 225 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 4 231 dws SO: the, Input: [d]
1 3 3 6 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 241 dws SO: the, Input: [d]
1 3 3 6 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 4 251 dws SO: the, Input: [d]
1 3 3 6 4 252 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 4 253 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 4 254 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 4 255 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 4 256 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 4 257 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 258 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 4 259 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 261 dws SO: the, Input: [d]
1 3 3 6 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 4 271 dws SO: the, Input: [d]
1 3 3 6 4 272 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 4 273 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 4 274 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 4 275 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 4 281 dws SO: the, Input: [d]
1 3 3 6 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 4 291 dws SO: the, Input: [d]
1 3 3 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 6 5 1 dws SO: the, Input: [d]
1 3 3 6 5 1 1 esm SO: {the,d}, Input: []
1 3 3 6 5 1 2 epm SO: <the,d>, Input: []
1 3 3 6 5 1 3 epm SO: <d,the>, Input: []
1 3 3 6 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 1 dws SO: the, Input: [d]
1 3 3 6 5 2 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 2 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 2 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 2 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 2 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 2 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 2 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 2 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 2 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 2 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 2 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 2 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 2 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 2 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 2 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 1 dws SO: the, Input: [d]
1 3 3 6 5 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 13ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 14ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 1 dws SO: the, Input: [d]
1 3 3 6 5 4 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 4 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 4 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 4 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 4 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 4 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 4 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 4 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 4 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 4 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 4 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 4 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 4 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 4 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 4 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 1 dws SO: the, Input: [d]
1 3 3 6 5 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 11ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 1 dws SO: the, Input: [d]
1 3 3 6 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 5 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 14ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 6 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 6 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 6 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 6 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 6 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 6 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 6 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 6 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 6 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 6 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 6 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 6 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 6 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 6 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 6 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 6 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 1 dws SO: the, Input: [d]
1 3 3 6 5 7 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 7 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 7 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 7 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 7 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 7 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 7 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 7 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 7 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 7 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 7 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 7 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 7 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 7 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 7 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 1 dws SO: the, Input: [d]
1 3 3 6 5 8 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 8 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 8 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 8 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 8 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 8 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 8 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 8 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 8 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 8 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 8 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 8 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 8 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 8 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 8 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 1 dws SO: the, Input: [d]
1 3 3 6 5 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 7 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 13ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 18ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 9 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 9 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 9 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 9 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 9 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 9 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 9 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 9 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 9 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 9 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 9 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 9 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 9 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 9 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 9 34ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 9 35ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 9 36ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 9 37ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 101 dws SO: the, Input: [d]
1 3 3 6 5 102 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 103 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 104 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 106 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 108 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 109 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1010ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1011ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1012ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1013ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1014ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1015ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1016ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1017ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 1018ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1019ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 1020ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1021ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 1022ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1023ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1024ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1025ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 1026ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1027ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1028ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1029ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 11ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 111 dws SO: the, Input: [d]
1 3 3 6 5 112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 115 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1114ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 1122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 1124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 1126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 1130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 12ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 121 dws SO: the, Input: [d]
1 3 3 6 5 122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 123 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1211ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1212ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1214ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1216ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1217ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 1218ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1219ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 1220ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1221ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 1222ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1223ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1224ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1225ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 1226ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1227ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1228ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1229ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 13ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 5 131 dws SO: the, Input: [d]
1 3 3 6 5 132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 133 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1311ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1312ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 5 1316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 5 1318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 1320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 1322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 1326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 1327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 5 1329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 14ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 5 141 dws SO: the, Input: [d]
1 3 3 6 5 15ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 5 151 dws SO: the, Input: [d]
1 3 3 6 5 152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 5 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 5 154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 5 155 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 5 156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 5 157 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 5 158 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 5 159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 5 1510ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 5 1511ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 5 1512ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 5 1513ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 1514ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1515ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 5 1516ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 5 1517ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 1518ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 5 1519ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1520ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 5 1521ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 5 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 161 dws SO: the, Input: [d]
1 3 3 6 5 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 5 171 dws SO: the, Input: [d]
1 3 3 6 5 172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 5 173 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 5 174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 5 175 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 5 176 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 5 177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 5 178 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 5 179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 5 1710ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1711ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 5 1712ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 5 1713ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 1714ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 5 1715ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 1716ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 5 1717ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 5 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 181 dws SO: the, Input: [d]
1 3 3 6 5 182 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 5 183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 5 184 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 5 185 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 5 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 5 191 dws SO: the, Input: [d]
1 3 3 6 5 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 201 dws SO: the, Input: [d]
1 3 3 6 5 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 5 211 dws SO: the, Input: [d]
1 3 3 6 5 212 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 5 213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 5 214 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 5 215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 5 216 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 5 217 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 218 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 5 219 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 5 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 221 dws SO: the, Input: [d]
1 3 3 6 5 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 5 231 dws SO: the, Input: [d]
1 3 3 6 5 232 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 5 233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 5 234 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 5 235 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 5 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 5 241 dws SO: the, Input: [d]
1 3 3 6 5 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 5 251 dws SO: the, Input: [d]
1 3 3 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 6 6 1 dws SO: the, Input: [d]
1 3 3 6 6 1 1 esm SO: {the,d}, Input: []
1 3 3 6 6 1 2 epm SO: <the,d>, Input: []
1 3 3 6 6 1 3 epm SO: <d,the>, Input: []
1 3 3 6 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 1 dws SO: the, Input: [d]
1 3 3 6 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 1 dws SO: the, Input: [d]
1 3 3 6 6 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 1 dws SO: the, Input: [d]
1 3 3 6 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 1 dws SO: the, Input: [d]
1 3 3 6 6 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 1 dws SO: the, Input: [d]
1 3 3 6 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 1 dws SO: the, Input: [d]
1 3 3 6 6 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 1 dws SO: the, Input: [d]
1 3 3 6 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 1 dws SO: the, Input: [d]
1 3 3 6 6 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 101 dws SO: the, Input: [d]
1 3 3 6 6 102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 1018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 1020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 1022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 1024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 1026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 1029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 111 dws SO: the, Input: [d]
1 3 3 6 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 121 dws SO: the, Input: [d]
1 3 3 6 6 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 6 131 dws SO: the, Input: [d]
1 3 3 6 6 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 6 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 6 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 6 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 14ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 141 dws SO: the, Input: [d]
1 3 3 6 6 15ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 6 151 dws SO: the, Input: [d]
1 3 3 6 6 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 6 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 6 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 6 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 6 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 6 157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 6 158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 6 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 6 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 6 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 6 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 6 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 6 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 6 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 6 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 6 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 161 dws SO: the, Input: [d]
1 3 3 6 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 6 171 dws SO: the, Input: [d]
1 3 3 6 6 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 6 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 6 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 6 175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 6 176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 6 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 6 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 6 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 6 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 6 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 6 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 6 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 6 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 181 dws SO: the, Input: [d]
1 3 3 6 6 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 6 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 6 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 6 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 6 191 dws SO: the, Input: [d]
1 3 3 6 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 201 dws SO: the, Input: [d]
1 3 3 6 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 6 211 dws SO: the, Input: [d]
1 3 3 6 6 212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 6 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 6 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 6 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 6 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 6 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 6 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 221 dws SO: the, Input: [d]
1 3 3 6 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 6 231 dws SO: the, Input: [d]
1 3 3 6 6 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 6 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 6 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 6 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 6 241 dws SO: the, Input: [d]
1 3 3 6 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 6 251 dws SO: the, Input: [d]
1 3 3 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 6 7 1 dws SO: the, Input: [d]
1 3 3 6 7 1 1 esm SO: {the,d}, Input: []
1 3 3 6 7 1 2 epm SO: <the,d>, Input: []
1 3 3 6 7 1 3 epm SO: <d,the>, Input: []
1 3 3 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 1 dws SO: the, Input: [d]
1 3 3 6 7 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 1 dws SO: the, Input: [d]
1 3 3 6 7 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 1 dws SO: the, Input: [d]
1 3 3 6 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 11ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 20ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 21ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 1 dws SO: the, Input: [d]
1 3 3 6 7 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 18ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 5 30ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 5 31ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 5 32ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 5 33ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 5 34ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 5 35ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 5 36ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 5 37ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 1 dws SO: the, Input: [d]
1 3 3 6 7 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 1 dws SO: the, Input: [d]
1 3 3 6 7 7 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 13ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 14ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 15ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 16ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 17ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 18ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 19ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 22ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 23ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 24ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 25ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 26ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 27ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 28ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 29ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 7 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 7 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 7 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 7 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 7 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 7 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 7 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 7 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 7 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 7 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 7 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 7 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 7 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 7 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 7 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 7 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 7 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 7 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 7 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 7 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 7 50ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 7 51ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 7 52ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 7 53ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 7 54ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 7 55ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 7 56ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 7 57ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 1 dws SO: the, Input: [d]
1 3 3 6 7 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 8 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 8 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 8 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 8 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 8 34ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 8 35ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 8 36ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 8 37ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 1 dws SO: the, Input: [d]
1 3 3 6 7 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 11ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 12ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 13ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 101 dws SO: the, Input: [d]
1 3 3 6 7 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 105 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1011ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1012ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1018ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1019ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1020ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1021ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1022ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1023ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1024ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1025ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 111 dws SO: the, Input: [d]
1 3 3 6 7 112 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 113 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 117 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 119 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1110ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1113ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1115ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1116ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1117ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1118ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1119ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1120ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1121ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 1122ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1123ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1124ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1125ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1126ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1127ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 1128ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1129ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 1130ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1131ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1132ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1133ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1134ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1135ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1136ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1137ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 121 dws SO: the, Input: [d]
1 3 3 6 7 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 123 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 129 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1210ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1216ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1217ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1218ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1219ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 131 dws SO: the, Input: [d]
1 3 3 6 7 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 137 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 138 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1310ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1311ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1312ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1313ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1314ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1317ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 141 dws SO: the, Input: [d]
1 3 3 6 7 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 143 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 149 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1410ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1412ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1413ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1414ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1417ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1418ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1419ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1420ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1421ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 151 dws SO: the, Input: [d]
1 3 3 6 7 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 153 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 155 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 156 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 158 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 159 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1510ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1511ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1512ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1514ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1515ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1516ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1518ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1520ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1522ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1523ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1524ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1525ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 1526ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1527ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1528ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1529ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1530ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1531ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 1532ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1533ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 1534ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1535ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1536ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1537ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1538ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1539ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1540ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1541ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 161 dws SO: the, Input: [d]
1 3 3 6 7 162 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 163 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 164 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 165 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 166 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 167 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 168 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 169 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1610ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1612ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1613ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1614ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1616ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1617ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1618ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1619ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1620ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1621ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 1622ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1623ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1624ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1625ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1626ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1627ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 1628ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1629ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 1630ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1631ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1632ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1633ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1634ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1635ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1636ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1637ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 7 171 dws SO: the, Input: [d]
1 3 3 6 7 172 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 173 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 174 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 175 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 176 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 177 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 178 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 179 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1710ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1712ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1713ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1714ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1716ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1718ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1719ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 7 1720ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1721ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 7 1722ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1723ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1724ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1725ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1726ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1727ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 1728ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1729ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 1730ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1731ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1732ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1733ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 1734ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 1735ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 1736ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 7 1737ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 181 dws SO: the, Input: [d]
1 3 3 6 7 182 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 7 183 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 7 184 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 7 185 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 7 186 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 7 187 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 188 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 7 189 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 191 dws SO: the, Input: [d]
1 3 3 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 201 dws SO: the, Input: [d]
1 3 3 6 7 202 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 7 203 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 7 204 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 7 205 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 7 211 dws SO: the, Input: [d]
1 3 3 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 221 dws SO: the, Input: [d]
1 3 3 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 7 231 dws SO: the, Input: [d]
1 3 3 6 7 232 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 7 233 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 7 234 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 7 235 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 7 236 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 7 237 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 7 238 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 7 239 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 7 2310ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 7 2311ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 7 2312ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 7 2313ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 2314ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 2315ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 7 2316ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 7 2317ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 2318ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 7 2319ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 2320ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 7 2321ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 241 dws SO: the, Input: [d]
1 3 3 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 7 251 dws SO: the, Input: [d]
1 3 3 6 7 252 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 7 253 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 7 254 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 7 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 7 256 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 7 257 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 7 258 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 7 259 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 7 2510ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 2511ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 7 2512ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 7 2513ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 2514ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 7 2515ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 2516ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 7 2517ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 261 dws SO: the, Input: [d]
1 3 3 6 7 262 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 7 263 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 7 264 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 7 265 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 7 271 dws SO: the, Input: [d]
1 3 3 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 281 dws SO: the, Input: [d]
1 3 3 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 7 291 dws SO: the, Input: [d]
1 3 3 6 7 292 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 7 293 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 7 294 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 7 295 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 7 296 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 7 297 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 298 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 7 299 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 301 dws SO: the, Input: [d]
1 3 3 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 7 311 dws SO: the, Input: [d]
1 3 3 6 7 312 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 7 313 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 7 314 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 7 315 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 7 321 dws SO: the, Input: [d]
1 3 3 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 7 331 dws SO: the, Input: [d]
1 3 3 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 6 8 1 dws SO: the, Input: [d]
1 3 3 6 8 1 1 esm SO: {the,d}, Input: []
1 3 3 6 8 1 2 epm SO: <the,d>, Input: []
1 3 3 6 8 1 3 epm SO: <d,the>, Input: []
1 3 3 6 8 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 1 dws SO: the, Input: [d]
1 3 3 6 8 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 1 dws SO: the, Input: [d]
1 3 3 6 8 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 1 dws SO: the, Input: [d]
1 3 3 6 8 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 1 dws SO: the, Input: [d]
1 3 3 6 8 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 1 dws SO: the, Input: [d]
1 3 3 6 8 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 1 dws SO: the, Input: [d]
1 3 3 6 8 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 1 dws SO: the, Input: [d]
1 3 3 6 8 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 1 dws SO: the, Input: [d]
1 3 3 6 8 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 101 dws SO: the, Input: [d]
1 3 3 6 8 102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 1018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 1020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 1022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 1024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 1026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 1029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 111 dws SO: the, Input: [d]
1 3 3 6 8 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 121 dws SO: the, Input: [d]
1 3 3 6 8 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 8 131 dws SO: the, Input: [d]
1 3 3 6 8 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 8 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 8 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 8 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 14ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 141 dws SO: the, Input: [d]
1 3 3 6 8 15ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 8 151 dws SO: the, Input: [d]
1 3 3 6 8 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 8 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 8 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 8 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 8 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 8 157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 8 158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 8 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 8 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 8 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 8 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 8 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 8 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 8 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 8 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 8 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 8 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 161 dws SO: the, Input: [d]
1 3 3 6 8 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 8 171 dws SO: the, Input: [d]
1 3 3 6 8 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 8 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 8 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 8 175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 8 176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 8 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 8 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 8 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 8 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 8 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 8 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 8 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 8 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 8 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 181 dws SO: the, Input: [d]
1 3 3 6 8 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 8 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 8 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 8 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 8 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 8 191 dws SO: the, Input: [d]
1 3 3 6 8 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 201 dws SO: the, Input: [d]
1 3 3 6 8 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 8 211 dws SO: the, Input: [d]
1 3 3 6 8 212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 8 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 8 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 8 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 8 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 8 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 8 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 8 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 221 dws SO: the, Input: [d]
1 3 3 6 8 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 8 231 dws SO: the, Input: [d]
1 3 3 6 8 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 8 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 8 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 8 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 8 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 8 241 dws SO: the, Input: [d]
1 3 3 6 8 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 8 251 dws SO: the, Input: [d]
1 3 3 6 9 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 6 9 1 dws SO: the, Input: [d]
1 3 3 6 9 1 1 esm SO: {the,d}, Input: []
1 3 3 6 9 1 2 epm SO: <the,d>, Input: []
1 3 3 6 9 1 3 epm SO: <d,the>, Input: []
1 3 3 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 1 dws SO: the, Input: [d]
1 3 3 6 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 1 dws SO: the, Input: [d]
1 3 3 6 9 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 3 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 3 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 3 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 3 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 3 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 3 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 3 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 3 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 3 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 3 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 3 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 3 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 3 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 3 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 3 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 3 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 1 dws SO: the, Input: [d]
1 3 3 6 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 4 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 4 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 4 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 4 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 1 dws SO: the, Input: [d]
1 3 3 6 9 5 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 13ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 14ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 15ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 18ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 20ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 21ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 23ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 24ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 25ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 26ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 27ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 5 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 5 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 5 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 5 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 5 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 5 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 5 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 5 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 5 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 5 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 5 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 5 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 5 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 5 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 5 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 5 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 5 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 5 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 5 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 5 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 5 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 5 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 5 50ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 5 51ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 5 52ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 5 53ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 1 dws SO: the, Input: [d]
1 3 3 6 9 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 6 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 6 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 6 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 6 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 1 dws SO: the, Input: [d]
1 3 3 6 9 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 11ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 1 dws SO: the, Input: [d]
1 3 3 6 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 8 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 8 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 8 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 8 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 8 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 8 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 8 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 8 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 8 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 8 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 8 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 8 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 8 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 8 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 8 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 8 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 8 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 8 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 1 dws SO: the, Input: [d]
1 3 3 6 9 9 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 9 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 9 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 9 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 9 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 9 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 9 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 9 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 9 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 9 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 9 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 9 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 9 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 9 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 9 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 9 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 9 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 101 dws SO: the, Input: [d]
1 3 3 6 9 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 103 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 107 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1011ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1014ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1016ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1017ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1018ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1019ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 1020ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1021ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1022ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1023ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 1024ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1025ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 1026ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1027ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1028ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1029ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 1030ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1031ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1032ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1033ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 111 dws SO: the, Input: [d]
1 3 3 6 9 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 117 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1111ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1112ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1115ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 121 dws SO: the, Input: [d]
1 3 3 6 9 122 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 123 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 125 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 126 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 127 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 128 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1211ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1212ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1214ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1216ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1217ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1218ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1219ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 1220ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1221ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1222ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1223ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 1224ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1225ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 1226ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1227ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1228ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1229ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 1230ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1231ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1232ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1233ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 131 dws SO: the, Input: [d]
1 3 3 6 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 135 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 139 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1310ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1313ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1320ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1321ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1322ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1323ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 1324ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1325ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1326ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1327ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 1328ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1329ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 1330ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1331ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1332ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1333ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 1334ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1335ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1336ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1337ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 141 dws SO: the, Input: [d]
1 3 3 6 9 142 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 143 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 145 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 146 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 147 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 148 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1410ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1411ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1412ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1414ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1416ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1417ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1418ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1419ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 1420ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1421ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1422ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1423ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 1424ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1425ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 1426ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1427ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1428ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1429ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 1430ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1431ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1432ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1433ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 9 151 dws SO: the, Input: [d]
1 3 3 6 9 152 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 153 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 155 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 156 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 157 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 158 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1511ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1512ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1514ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1516ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1517ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 9 1518ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1519ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 9 1520ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1521ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1522ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1523ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 1524ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1525ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 1526ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1527ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1528ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1529ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 1530ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 1531ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1532ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 9 1533ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 16ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 161 dws SO: the, Input: [d]
1 3 3 6 9 162 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 9 163 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 9 164 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 9 165 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 9 17ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 9 171 dws SO: the, Input: [d]
1 3 3 6 9 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 181 dws SO: the, Input: [d]
1 3 3 6 9 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 9 191 dws SO: the, Input: [d]
1 3 3 6 9 192 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 9 193 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 9 194 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 9 195 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 9 196 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 9 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 9 198 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 9 199 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 9 1910ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 9 1911ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 9 1912ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 9 1913ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 1914ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1915ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 9 1916ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 9 1917ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 1918ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 9 1919ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 1920ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 9 1921ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 9 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 201 dws SO: the, Input: [d]
1 3 3 6 9 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 9 211 dws SO: the, Input: [d]
1 3 3 6 9 212 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 9 213 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 9 214 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 9 215 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 9 216 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 9 217 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 9 218 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 9 219 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 9 2110ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 2111ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 9 2112ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 9 2113ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 2114ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 9 2115ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 2116ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 9 2117ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 9 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 221 dws SO: the, Input: [d]
1 3 3 6 9 222 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 9 223 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 9 224 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 9 225 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 9 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 9 231 dws SO: the, Input: [d]
1 3 3 6 9 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 241 dws SO: the, Input: [d]
1 3 3 6 9 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 9 251 dws SO: the, Input: [d]
1 3 3 6 9 252 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 9 253 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 9 254 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 9 255 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 9 256 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 9 257 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 258 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 9 259 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 9 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 261 dws SO: the, Input: [d]
1 3 3 6 9 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 9 271 dws SO: the, Input: [d]
1 3 3 6 9 272 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 9 273 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 9 274 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 9 275 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 9 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 9 281 dws SO: the, Input: [d]
1 3 3 6 9 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 9 291 dws SO: the, Input: [d]
1 3 3 6 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 6 101 dws SO: the, Input: [d]
1 3 3 6 101 1 esm SO: {the,d}, Input: []
1 3 3 6 101 2 epm SO: <the,d>, Input: []
1 3 3 6 101 3 epm SO: <d,the>, Input: []
1 3 3 6 102 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 102 1 dws SO: the, Input: [d]
1 3 3 6 102 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 102 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 102 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 102 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 102 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 102 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 102 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 102 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 102 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 102 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 102 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 102 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 102 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 102 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 102 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 103 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 103 1 dws SO: the, Input: [d]
1 3 3 6 103 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 13ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 14ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 103 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 103 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 103 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 103 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 103 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 103 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 103 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 103 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 103 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 103 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 103 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 103 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 103 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 103 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 103 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 103 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 103 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 103 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 103 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 103 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 103 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 103 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 103 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 103 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 104 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 104 1 dws SO: the, Input: [d]
1 3 3 6 104 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 104 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 104 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 104 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 104 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 104 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 104 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 104 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 104 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 104 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 104 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 104 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 104 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 104 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 104 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 105 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 105 1 dws SO: the, Input: [d]
1 3 3 6 105 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 11ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 105 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 105 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 105 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 105 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 105 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 105 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 105 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 105 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 105 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 105 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 105 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 105 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 105 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 105 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 105 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 105 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 105 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 105 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 105 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 105 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 105 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 105 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 106 1 dws SO: the, Input: [d]
1 3 3 6 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 5 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 14ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 106 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 106 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 106 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 106 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 106 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 106 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 106 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 106 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 106 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 106 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 106 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 106 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 106 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 106 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 106 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 106 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 107 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 107 1 dws SO: the, Input: [d]
1 3 3 6 107 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 107 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 107 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 107 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 107 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 107 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 107 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 107 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 107 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 107 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 107 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 107 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 107 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 107 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 107 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 108 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 108 1 dws SO: the, Input: [d]
1 3 3 6 108 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 108 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 108 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 108 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 108 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 108 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 108 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 108 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 108 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 108 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 108 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 108 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 108 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 108 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 108 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 109 1 dws SO: the, Input: [d]
1 3 3 6 109 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 7 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 13ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 18ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 109 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 109 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 109 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 109 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 109 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 109 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 109 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 109 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 109 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 109 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 109 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 109 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 109 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 109 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 109 34ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 109 35ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 109 36ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 109 37ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 1010ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 10101 dws SO: the, Input: [d]
1 3 3 6 10102 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10103 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10104 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10106 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10108 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10109 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101010ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101011ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101012ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101013ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101014ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101015ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101016ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101017ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 101018ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101019ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 101020ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101021ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 101022ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 101023ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101024ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101025ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 101026ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101027ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 101028ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101029ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 1011ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 10111 dws SO: the, Input: [d]
1 3 3 6 10112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10115 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101114ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 101119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 101122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 101124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 101126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 101127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 101130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 101132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 1012ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 10121 dws SO: the, Input: [d]
1 3 3 6 10122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10123 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101211ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101212ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101214ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101216ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101217ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 101218ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101219ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 101220ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101221ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 101222ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 101223ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101224ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101225ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 101226ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101227ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 101228ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101229ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 1013ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 10131 dws SO: the, Input: [d]
1 3 3 6 10132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10133 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 10139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101311ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101312ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 101316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 101318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 101320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 101322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 101323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 101326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 101327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 101328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 101329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 1014ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 10141 dws SO: the, Input: [d]
1 3 3 6 1015ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 10151 dws SO: the, Input: [d]
1 3 3 6 10152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 10153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 10154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 10155 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 10156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 10157 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 10158 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 10159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 101510ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 101511ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 101512ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 101513ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 101514ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 101515ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 101516ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 101517ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 101518ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 101519ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 101520ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 101521ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 1016ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 10161 dws SO: the, Input: [d]
1 3 3 6 1017ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 10171 dws SO: the, Input: [d]
1 3 3 6 10172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 10173 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 10174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 10175 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 10176 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 10177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 10178 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 10179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 101710ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 101711ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 101712ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 101713ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 101714ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 101715ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 101716ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 101717ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 1018ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 10181 dws SO: the, Input: [d]
1 3 3 6 10182 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 10183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 10184 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 10185 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 1019ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 10191 dws SO: the, Input: [d]
1 3 3 6 1020ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 10201 dws SO: the, Input: [d]
1 3 3 6 1021ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 10211 dws SO: the, Input: [d]
1 3 3 6 10212 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 10213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 10214 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 10215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 10216 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 10217 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 10218 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 10219 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 1022ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 10221 dws SO: the, Input: [d]
1 3 3 6 1023ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 10231 dws SO: the, Input: [d]
1 3 3 6 10232 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 10233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 10234 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 10235 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 1024ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 10241 dws SO: the, Input: [d]
1 3 3 6 1025ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 10251 dws SO: the, Input: [d]
1 3 3 6 11ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 6 111 dws SO: the, Input: [d]
1 3 3 6 111 1 esm SO: {the,d}, Input: []
1 3 3 6 111 2 epm SO: <the,d>, Input: []
1 3 3 6 111 3 epm SO: <d,the>, Input: []
1 3 3 6 112 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 112 1 dws SO: the, Input: [d]
1 3 3 6 112 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 112 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 112 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 112 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 112 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 112 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 112 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 112 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 112 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 112 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 112 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 112 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 112 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 112 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 112 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 113 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 113 1 dws SO: the, Input: [d]
1 3 3 6 113 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 113 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 113 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 113 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 113 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 113 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 113 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 113 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 113 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 113 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 113 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 113 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 113 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 113 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 113 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 113 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 113 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 113 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 113 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 113 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 113 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 113 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 113 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 113 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 113 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 114 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 114 1 dws SO: the, Input: [d]
1 3 3 6 114 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 114 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 114 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 114 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 114 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 114 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 114 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 114 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 114 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 114 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 114 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 114 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 114 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 114 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 114 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 115 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 115 1 dws SO: the, Input: [d]
1 3 3 6 115 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 115 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 115 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 115 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 115 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 115 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 115 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 115 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 115 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 115 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 115 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 115 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 115 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 115 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 115 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 115 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 115 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 115 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 115 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 115 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 115 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 115 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 115 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 116 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 116 1 dws SO: the, Input: [d]
1 3 3 6 116 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 116 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 116 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 116 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 116 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 116 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 116 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 116 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 116 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 116 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 116 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 116 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 116 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 116 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 116 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 116 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 116 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 117 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 117 1 dws SO: the, Input: [d]
1 3 3 6 117 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 117 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 117 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 117 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 117 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 117 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 117 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 117 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 117 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 117 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 117 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 117 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 117 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 117 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 117 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 118 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 118 1 dws SO: the, Input: [d]
1 3 3 6 118 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 118 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 118 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 118 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 118 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 118 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 118 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 118 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 118 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 118 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 118 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 118 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 118 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 118 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 118 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 119 1 dws SO: the, Input: [d]
1 3 3 6 119 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 119 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 119 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 119 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 119 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 119 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 119 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 119 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 119 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 119 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 119 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 119 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 119 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 119 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 119 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 119 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 119 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 119 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 119 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 1110ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 11101 dws SO: the, Input: [d]
1 3 3 6 11102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 111018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 111020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 111022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 111023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 111024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 111026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 111028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 111029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 1111ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 11111 dws SO: the, Input: [d]
1 3 3 6 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 111119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 111120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 111122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 111124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 111126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 111127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 111128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 111130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 111132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 111133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 1112ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 11121 dws SO: the, Input: [d]
1 3 3 6 11122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 111217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 111218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 111220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 111222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 111223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 111224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 111226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 111228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 111229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 1113ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 6 11131 dws SO: the, Input: [d]
1 3 3 6 11132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 11139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 6 111316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 6 111318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 111320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 111322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 111323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 111324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 111326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 111327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 111328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 6 111329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 6 1114ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 11141 dws SO: the, Input: [d]
1 3 3 6 1115ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 6 11151 dws SO: the, Input: [d]
1 3 3 6 11152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 11153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 11154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 11155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 11156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 11157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 11158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 11159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 111510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 111511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 6 111512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 111513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 111514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 111515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 111516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 111517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 111518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 111519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 111520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 6 111521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 6 1116ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 11161 dws SO: the, Input: [d]
1 3 3 6 1117ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 11171 dws SO: the, Input: [d]
1 3 3 6 11172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 11173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 11174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 11175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 11176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 11177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 11178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 11179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 111710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 111711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 111712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 111713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 111714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 111715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 111716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 111717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 1118ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 11181 dws SO: the, Input: [d]
1 3 3 6 11182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 11183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 11184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 11185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 1119ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 11191 dws SO: the, Input: [d]
1 3 3 6 1120ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 11201 dws SO: the, Input: [d]
1 3 3 6 1121ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 11211 dws SO: the, Input: [d]
1 3 3 6 11212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 11213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 11214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 11215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 11216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 11217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 11218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 11219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 1122ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 11221 dws SO: the, Input: [d]
1 3 3 6 1123ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 11231 dws SO: the, Input: [d]
1 3 3 6 11232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 11233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 11234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 11235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 1124ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 6 11241 dws SO: the, Input: [d]
1 3 3 6 1125ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 6 11251 dws SO: the, Input: [d]
1 3 3 6 12ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 6 121 dws SO: the, Input: [d]
1 3 3 6 121 1 esm SO: {the,d}, Input: []
1 3 3 6 121 2 epm SO: <the,d>, Input: []
1 3 3 6 121 3 epm SO: <d,the>, Input: []
1 3 3 6 13ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 6 131 dws SO: the, Input: [d]
1 3 3 6 131 1 esm SO: {the,d}, Input: []
1 3 3 6 131 2 epm SO: <the,d>, Input: []
1 3 3 6 131 3 epm SO: <d,the>, Input: []
1 3 3 6 132 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 132 1 dws SO: the, Input: [d]
1 3 3 6 132 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 5 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 6 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 7 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 8 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 10ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 11ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 12ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 13ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 132 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 132 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 132 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 132 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 6 132 18ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 132 19ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 132 20ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 132 21ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 132 22ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 132 23ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 132 24ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 132 25ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 133 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 133 1 dws SO: the, Input: [d]
1 3 3 6 133 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 133 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 133 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 133 5 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 133 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 133 7 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 133 8 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 133 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 133 10ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 133 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 133 12ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 133 13ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 6 133 14ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 133 15ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 133 16ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 133 17ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 133 18ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 133 19ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 133 20ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 133 21ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 134 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 134 1 dws SO: the, Input: [d]
1 3 3 6 134 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 134 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 134 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 134 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 134 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 134 7 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 134 8 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 134 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 134 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 134 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 134 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 134 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 6 134 14ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 134 15ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 134 16ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 134 17ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 134 18ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 134 19ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 134 20ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 134 21ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 135 1 dws SO: the, Input: [d]
1 3 3 6 135 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 3 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 5 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 6 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 7 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 9 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 10ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 12ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 13ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 14ism SO: {book,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 15ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 135 16ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 135 17ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 135 18ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 135 19ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 135 20ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 135 21ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 6 135 22ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 135 23ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 135 24ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 135 25ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 135 26ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 135 27ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 135 28ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 135 29ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 136 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 136 1 dws SO: the, Input: [d]
1 3 3 6 136 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 136 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 136 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 136 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 136 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 136 7 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 136 8 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 136 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 136 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 136 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 136 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 136 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 6 136 14ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 136 15ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 136 16ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 136 17ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 136 18ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 136 19ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 136 20ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 136 21ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 137 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 137 1 dws SO: the, Input: [d]
1 3 3 6 137 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 5 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 6 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 7 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 8 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 10ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 11ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 12ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 13ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 137 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 137 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 137 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 137 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 6 137 18ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 137 19ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 137 20ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 137 21ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 137 22ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 137 23ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 137 24ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 137 25ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 138 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 138 1 dws SO: the, Input: [d]
1 3 3 6 138 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 138 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 138 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 138 5 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 138 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 138 7 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 138 8 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 138 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 138 10ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 138 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 138 12ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 138 13ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 6 138 14ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 138 15ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 138 16ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 138 17ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 138 18ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 138 19ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 138 20ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 138 21ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 139 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 6 139 1 dws SO: the, Input: [d]
1 3 3 6 139 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 139 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 139 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 139 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 139 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 139 7 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 139 8 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 139 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 139 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 139 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 6 139 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 139 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 6 139 14ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 139 15ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 139 16ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 139 17ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 139 18ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 139 19ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 139 20ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 6 139 21ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 6 1310ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 13101 dws SO: the, Input: [d]
1 3 3 6 13102 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 6 13103 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 6 13104 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 13105 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 1311ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 13111 dws SO: the, Input: [d]
1 3 3 6 1312ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 13121 dws SO: the, Input: [d]
1 3 3 6 1313ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 13131 dws SO: the, Input: [d]
1 3 3 6 13132 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 13133 ism SO: {{book,n!case},<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 13134 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 13135 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 13136 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 13137 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 13138 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 13139 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 1314ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 13141 dws SO: the, Input: [d]
1 3 3 6 1315ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 13151 dws SO: the, Input: [d]
1 3 3 6 13152 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 6 13153 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 6 13154 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 13155 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 1316ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 6 13161 dws SO: the, Input: [d]
1 3 3 6 1317ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 6 13171 dws SO: the, Input: [d]
1 3 3 6 14ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 141 dws SO: the, Input: [d]
1 3 3 6 141 1 esm SO: {the,d}, Input: []
1 3 3 6 141 2 epm SO: <the,d>, Input: []
1 3 3 6 141 3 epm SO: <d,the>, Input: []
1 3 3 6 142 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 142 1 dws SO: the, Input: [d]
1 3 3 6 142 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 142 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 142 4 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 142 5 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 142 6 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 6 142 7 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 6 142 8 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 6 142 9 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 6 143 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 143 1 dws SO: the, Input: [d]
1 3 3 6 143 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 143 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 143 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 143 5 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 143 6 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 6 143 7 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 6 143 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 6 143 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 6 144 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 144 1 dws SO: the, Input: [d]
1 3 3 6 145 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 145 1 dws SO: the, Input: [d]
1 3 3 6 15ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 6 151 dws SO: the, Input: [d]
1 3 3 6 151 1 esm SO: {the,d}, Input: []
1 3 3 6 151 2 epm SO: <the,d>, Input: []
1 3 3 6 151 3 epm SO: <d,the>, Input: []
1 3 3 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 6 161 dws SO: the, Input: [d]
1 3 3 6 161 1 esm SO: {the,d}, Input: []
1 3 3 6 161 2 epm SO: <the,d>, Input: []
1 3 3 6 161 3 epm SO: <d,the>, Input: []
1 3 3 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 6 171 dws SO: the, Input: [d]
1 3 3 6 171 1 esm SO: {the,d}, Input: []
1 3 3 6 171 2 epm SO: <the,d>, Input: []
1 3 3 6 171 3 epm SO: <d,the>, Input: []
1 3 3 6 172 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 172 1 dws SO: the, Input: [d]
1 3 3 6 172 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 172 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 172 4 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 172 5 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 172 6 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 172 7 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 172 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 6 172 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 6 172 10ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 6 172 11ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 172 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 6 172 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 6 173 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 173 1 dws SO: the, Input: [d]
1 3 3 6 173 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 173 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 173 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 173 5 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 173 6 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 173 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 173 8 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 173 9 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 173 10ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 173 11ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 6 173 12ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 6 173 13ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 6 173 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 6 173 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 173 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 6 173 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 6 174 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 174 1 dws SO: the, Input: [d]
1 3 3 6 174 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 174 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 174 4 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 174 5 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 174 6 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 174 7 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 174 8 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 6 174 9 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 6 174 10ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 6 174 11ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 174 12ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 6 174 13ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 6 175 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 6 175 1 dws SO: the, Input: [d]
1 3 3 6 175 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 175 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 175 4 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 175 5 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 175 6 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 175 7 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 6 175 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 6 175 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 6 175 10ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 6 175 11ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 6 175 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 6 175 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 6 176 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 176 1 dws SO: the, Input: [d]
1 3 3 6 177 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 6 177 1 dws SO: the, Input: [d]
1 3 3 6 177 2 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 6 177 3 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 6 177 4 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 177 5 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 178 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 6 178 1 dws SO: the, Input: [d]
1 3 3 6 179 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 6 179 1 dws SO: the, Input: [d]
1 3 3 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 6 181 dws SO: the, Input: [d]
1 3 3 6 181 1 esm SO: {the,d}, Input: []
1 3 3 6 181 2 epm SO: <the,d>, Input: []
1 3 3 6 181 3 epm SO: <d,the>, Input: []
1 3 3 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 6 191 dws SO: the, Input: [d]
1 3 3 6 191 1 esm SO: {the,d}, Input: []
1 3 3 6 191 2 epm SO: <the,d>, Input: []
1 3 3 6 191 3 epm SO: <d,the>, Input: []
1 3 3 6 192 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 192 1 dws SO: the, Input: [d]
1 3 3 6 192 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 192 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 192 4 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 192 5 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 192 6 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 6 192 7 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 6 192 8 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 6 192 9 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 6 193 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 6 193 1 dws SO: the, Input: [d]
1 3 3 6 193 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 193 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 193 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 193 5 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 6 193 6 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 6 193 7 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 6 193 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 6 193 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 6 194 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 6 194 1 dws SO: the, Input: [d]
1 3 3 6 195 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 6 195 1 dws SO: the, Input: [d]
1 3 3 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 6 201 dws SO: the, Input: [d]
1 3 3 6 201 1 esm SO: {the,d}, Input: []
1 3 3 6 201 2 epm SO: <the,d>, Input: []
1 3 3 6 201 3 epm SO: <d,the>, Input: []
1 3 3 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 6 211 dws SO: the, Input: [d]
1 3 3 6 211 1 esm SO: {the,d}, Input: []
1 3 3 6 211 2 epm SO: <the,d>, Input: []
1 3 3 6 211 3 epm SO: <d,the>, Input: []
1 3 3 7 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 3 7 1 dws SO: the, Input: [d]
1 3 3 7 1 1 esm SO: {the,d}, Input: []
1 3 3 7 1 1 1 uws SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 7 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 7 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 7 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 7 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 7 1 2 epm SO: <the,d>, Input: []
1 3 3 7 1 2 1 uws SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 7 1 3 epm SO: <d,the>, Input: []
1 3 3 7 1 3 1 uws SO: {{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 7 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 2 1 dws SO: the, Input: [d]
1 3 3 7 2 1 1 esm SO: {the,d}, Input: []
1 3 3 7 2 1 2 epm SO: <the,d>, Input: []
1 3 3 7 2 1 3 epm SO: <d,the>, Input: []
1 3 3 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 1 dws SO: the, Input: [d]
1 3 3 7 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 1 dws SO: the, Input: [d]
1 3 3 7 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 3 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 3 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 3 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 3 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 1 dws SO: the, Input: [d]
1 3 3 7 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 4 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 4 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 4 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 4 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 1 dws SO: the, Input: [d]
1 3 3 7 2 5 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 17ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 19ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 21ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 25ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 28ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 30ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 5 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 5 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 5 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 5 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 5 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 5 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 5 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 5 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 5 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 5 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 5 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 5 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 5 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 5 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 5 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 5 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 5 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 5 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 5 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 5 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 5 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 5 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 5 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 5 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 5 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 5 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 5 58ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 5 59ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 5 60ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 5 61ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 1 dws SO: the, Input: [d]
1 3 3 7 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 6 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 6 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 6 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 6 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 1 dws SO: the, Input: [d]
1 3 3 7 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 7 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 7 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 7 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 7 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 1 dws SO: the, Input: [d]
1 3 3 7 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 8 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 8 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 8 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 8 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 1 dws SO: the, Input: [d]
1 3 3 7 2 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 15ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 101 dws SO: the, Input: [d]
1 3 3 7 2 102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 109 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1018ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 1026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 1030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 1034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 1038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 111 dws SO: the, Input: [d]
1 3 3 7 2 112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1115ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1116ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 1122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 1126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 1130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 1134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 121 dws SO: the, Input: [d]
1 3 3 7 2 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 127 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1215ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1216ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 1234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 131 dws SO: the, Input: [d]
1 3 3 7 2 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1311ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1313ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1314ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1317ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1318ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 1325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 1330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 1334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 1338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 1342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 141 dws SO: the, Input: [d]
1 3 3 7 2 142 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 145 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 146 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 147 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 148 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 149 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1410ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1412ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1413ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1414ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1416ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1417ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1418ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1419ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1420ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1421ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 1422ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1423ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1424ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1425ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 1426ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1427ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1428ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1429ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 1430ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1431ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1432ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1433ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 1434ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1435ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1436ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1437ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 151 dws SO: the, Input: [d]
1 3 3 7 2 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 159 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1518ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 1526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 1530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 1534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 1538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 161 dws SO: the, Input: [d]
1 3 3 7 2 162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 167 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1616ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 1622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 1626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 1630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 1634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 2 171 dws SO: the, Input: [d]
1 3 3 7 2 172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 177 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1716ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 2 1720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 2 1722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 1726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 1730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 1734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 1735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 1736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 2 1737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 181 dws SO: the, Input: [d]
1 3 3 7 2 182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 2 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 2 184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 2 185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 2 191 dws SO: the, Input: [d]
1 3 3 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 201 dws SO: the, Input: [d]
1 3 3 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 2 211 dws SO: the, Input: [d]
1 3 3 7 2 212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 215 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 2110ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 2111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 2112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 2113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 2 2114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 2115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 2 2116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 2 2117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 2118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 2119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 2 2120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 2 2121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 2122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 2 2123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 2124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 2 2125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 221 dws SO: the, Input: [d]
1 3 3 7 2 222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 2 223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 2 224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 2 225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 2 231 dws SO: the, Input: [d]
1 3 3 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 241 dws SO: the, Input: [d]
1 3 3 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 2 251 dws SO: the, Input: [d]
1 3 3 7 2 252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 2 253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 2 254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 2 255 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 2 256 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 2 257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 2 258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 2 259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 2 2510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 2511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 2 2512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 2 2513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 2514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 2 2515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 2516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 2 2517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 261 dws SO: the, Input: [d]
1 3 3 7 2 262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 2 263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 2 264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 2 265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 2 271 dws SO: the, Input: [d]
1 3 3 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 281 dws SO: the, Input: [d]
1 3 3 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 2 291 dws SO: the, Input: [d]
1 3 3 7 2 292 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 2 293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 2 294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 2 295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 2 296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 2 297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 2 299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 301 dws SO: the, Input: [d]
1 3 3 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 2 311 dws SO: the, Input: [d]
1 3 3 7 2 312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 2 313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 2 314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 2 315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 2 321 dws SO: the, Input: [d]
1 3 3 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 2 331 dws SO: the, Input: [d]
1 3 3 7 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 3 1 dws SO: the, Input: [d]
1 3 3 7 3 1 1 esm SO: {the,d}, Input: []
1 3 3 7 3 1 2 epm SO: <the,d>, Input: []
1 3 3 7 3 1 3 epm SO: <d,the>, Input: []
1 3 3 7 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 1 dws SO: the, Input: [d]
1 3 3 7 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 2 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 2 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 2 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 2 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 2 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 2 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 2 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 2 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 2 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 2 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 2 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 2 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 2 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 2 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 2 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 2 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 1 dws SO: the, Input: [d]
1 3 3 7 3 3 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 15ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 16ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 3 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 3 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 3 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 3 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 3 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 3 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 3 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 3 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 3 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 3 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 3 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 3 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 3 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 3 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 3 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 3 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 3 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 3 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 3 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 3 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 3 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 3 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 3 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 3 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 3 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 3 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 3 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 3 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 1 dws SO: the, Input: [d]
1 3 3 7 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 4 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 4 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 4 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 4 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 1 dws SO: the, Input: [d]
1 3 3 7 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 5 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 5 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 5 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 5 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 5 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 5 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 5 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 5 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 5 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 5 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 5 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 5 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 5 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 5 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 5 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 5 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 1 dws SO: the, Input: [d]
1 3 3 7 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 14ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 6 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 6 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 6 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 6 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 6 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 6 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 6 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 6 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 1 dws SO: the, Input: [d]
1 3 3 7 3 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 11ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 1 dws SO: the, Input: [d]
1 3 3 7 3 8 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 8 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 8 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 8 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 8 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 8 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 8 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 8 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 8 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 8 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 8 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 8 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 8 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 8 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 8 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 8 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 8 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 8 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 8 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 1 dws SO: the, Input: [d]
1 3 3 7 3 9 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 9 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 9 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 9 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 9 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 9 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 9 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 9 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 9 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 9 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 9 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 9 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 9 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 9 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 9 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 9 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 9 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 101 dws SO: the, Input: [d]
1 3 3 7 3 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 103 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1013ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1014ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 1020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 1022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 1026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 1030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 111 dws SO: the, Input: [d]
1 3 3 7 3 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 115 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 117 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 118 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1111ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1112ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1115ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1116ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1120ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1122ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 1123ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1124ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1125ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1126ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1127ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 1128ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1129ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 1130ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1131ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1132ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1133ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 1134ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1135ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1136ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1137ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 1138ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1139ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1140ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1141ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 121 dws SO: the, Input: [d]
1 3 3 7 3 122 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 123 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 124 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 126 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 127 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 128 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1210ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1211ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1212ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1214ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1215ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1216ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1217ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1218ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1219ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 1220ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1221ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 1222ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1223ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1224ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1225ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 1226ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1227ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1228ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1229ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 1230ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1231ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1232ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1233ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 131 dws SO: the, Input: [d]
1 3 3 7 3 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 135 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1316ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 1324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 1326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 1330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 1334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 141 dws SO: the, Input: [d]
1 3 3 7 3 142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 143 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1413ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1414ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 1420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 1422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 1426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 1430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 15ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 3 151 dws SO: the, Input: [d]
1 3 3 7 3 152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 153 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1514ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 3 1518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 3 1520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 1522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 1526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 1530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 1531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 3 1533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 16ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 3 161 dws SO: the, Input: [d]
1 3 3 7 3 17ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 3 171 dws SO: the, Input: [d]
1 3 3 7 3 172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 179 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 1710ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 1711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 1712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 1713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 3 1714ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1715ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 3 1716ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 3 1717ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 1718ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1719ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 3 1720ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 3 1721ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 1722ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 3 1723ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 1724ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 3 1725ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 181 dws SO: the, Input: [d]
1 3 3 7 3 182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 3 183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 3 184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 3 185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 3 191 dws SO: the, Input: [d]
1 3 3 7 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 201 dws SO: the, Input: [d]
1 3 3 7 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 3 211 dws SO: the, Input: [d]
1 3 3 7 3 212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 3 213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 3 214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 3 215 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 3 216 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 3 217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 3 218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 3 219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 3 2110ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 2111ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 3 2112ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 3 2113ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 2114ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 3 2115ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 2116ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 3 2117ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 221 dws SO: the, Input: [d]
1 3 3 7 3 222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 3 223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 3 224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 3 225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 3 231 dws SO: the, Input: [d]
1 3 3 7 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 241 dws SO: the, Input: [d]
1 3 3 7 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 3 251 dws SO: the, Input: [d]
1 3 3 7 3 252 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 3 253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 3 254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 3 255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 3 256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 3 257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 3 259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 261 dws SO: the, Input: [d]
1 3 3 7 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 3 271 dws SO: the, Input: [d]
1 3 3 7 3 272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 3 273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 3 274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 3 275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 3 281 dws SO: the, Input: [d]
1 3 3 7 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 3 291 dws SO: the, Input: [d]
1 3 3 7 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 4 1 dws SO: the, Input: [d]
1 3 3 7 4 1 1 esm SO: {the,d}, Input: []
1 3 3 7 4 1 2 epm SO: <the,d>, Input: []
1 3 3 7 4 1 3 epm SO: <d,the>, Input: []
1 3 3 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 1 dws SO: the, Input: [d]
1 3 3 7 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 2 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 2 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 2 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 2 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 1 dws SO: the, Input: [d]
1 3 3 7 4 3 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 3 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 3 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 3 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 3 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 3 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 3 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 3 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 3 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 3 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 3 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 3 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 3 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 3 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 3 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 3 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 3 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 3 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 3 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 3 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 3 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 3 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 3 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 3 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 3 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 3 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 3 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 3 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 3 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 1 dws SO: the, Input: [d]
1 3 3 7 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 4 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 4 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 4 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 4 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 1 dws SO: the, Input: [d]
1 3 3 7 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 5 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 5 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 5 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 5 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 5 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 5 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 5 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 5 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 1 dws SO: the, Input: [d]
1 3 3 7 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 6 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 6 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 6 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 6 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 1 dws SO: the, Input: [d]
1 3 3 7 4 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 1 dws SO: the, Input: [d]
1 3 3 7 4 8 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 8 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 8 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 8 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 8 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 8 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 8 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 8 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 8 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 8 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 8 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 8 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 8 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 8 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 8 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 8 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 8 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 8 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 8 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 1 dws SO: the, Input: [d]
1 3 3 7 4 9 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 9 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 9 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 9 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 9 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 9 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 9 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 9 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 9 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 9 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 9 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 9 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 9 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 9 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 9 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 9 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 9 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 101 dws SO: the, Input: [d]
1 3 3 7 4 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1014ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 1020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 1022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 1026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 1030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 111 dws SO: the, Input: [d]
1 3 3 7 4 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1111ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1112ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1115ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 121 dws SO: the, Input: [d]
1 3 3 7 4 122 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 124 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 126 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 127 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 128 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1210ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1211ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1212ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1214ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1215ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1216ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1217ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1218ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1219ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 1220ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1221ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 1222ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1223ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1224ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1225ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 1226ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1227ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1228ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1229ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 1230ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1231ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1232ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1233ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 131 dws SO: the, Input: [d]
1 3 3 7 4 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1316ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 1324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 1326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 1330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 1334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 141 dws SO: the, Input: [d]
1 3 3 7 4 142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1414ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 1420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 1422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 1426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 1430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 4 151 dws SO: the, Input: [d]
1 3 3 7 4 152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1514ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 4 1518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 4 1520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 1522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 1526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 1530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 1531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 4 1533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 16ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 161 dws SO: the, Input: [d]
1 3 3 7 4 17ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 4 171 dws SO: the, Input: [d]
1 3 3 7 4 172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 1710ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 1711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 1712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 1713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 4 1714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 4 1716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 4 1717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 1718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 4 1720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 4 1721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 1722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 4 1723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 1724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 4 1725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 181 dws SO: the, Input: [d]
1 3 3 7 4 182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 4 183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 4 184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 4 185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 4 191 dws SO: the, Input: [d]
1 3 3 7 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 201 dws SO: the, Input: [d]
1 3 3 7 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 4 211 dws SO: the, Input: [d]
1 3 3 7 4 212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 4 213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 4 214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 4 215 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 4 216 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 4 217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 4 218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 4 219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 4 2110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 2111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 4 2112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 4 2113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 2114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 4 2115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 2116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 4 2117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 221 dws SO: the, Input: [d]
1 3 3 7 4 222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 4 223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 4 224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 4 225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 4 231 dws SO: the, Input: [d]
1 3 3 7 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 241 dws SO: the, Input: [d]
1 3 3 7 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 4 251 dws SO: the, Input: [d]
1 3 3 7 4 252 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 4 253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 4 254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 4 255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 4 256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 4 257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 4 259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 261 dws SO: the, Input: [d]
1 3 3 7 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 4 271 dws SO: the, Input: [d]
1 3 3 7 4 272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 4 273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 4 274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 4 275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 4 281 dws SO: the, Input: [d]
1 3 3 7 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 4 291 dws SO: the, Input: [d]
1 3 3 7 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 5 1 dws SO: the, Input: [d]
1 3 3 7 5 1 1 esm SO: {the,d}, Input: []
1 3 3 7 5 1 2 epm SO: <the,d>, Input: []
1 3 3 7 5 1 3 epm SO: <d,the>, Input: []
1 3 3 7 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 1 dws SO: the, Input: [d]
1 3 3 7 5 2 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 11ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 12ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 13ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 17ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 21ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 22ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 23ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 26ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 27ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 28ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 29ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 30ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 31ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 32ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 33ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 2 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 2 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 2 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 2 54ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2 55ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2 56ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2 57ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 2 58ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2 59ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2 60ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2 61ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2 62ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2 63ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2 64ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2 65ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 1 dws SO: the, Input: [d]
1 3 3 7 5 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 15ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 16ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 17ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 18ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 20ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 21ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 23ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 24ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 25ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 26ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 27ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 3 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 3 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 3 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 3 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 3 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 3 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 3 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 3 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 3 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 3 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 3 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 3 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 3 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 3 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 3 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 3 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 3 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 3 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 3 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 3 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 3 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 3 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 3 50ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 3 51ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 3 52ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 3 53ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 1 dws SO: the, Input: [d]
1 3 3 7 5 4 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 14ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 15ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 16ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 18ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 19ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 21ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 22ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 23ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 24ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 25ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 4 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 4 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 4 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 4 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 4 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 4 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 4 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 4 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 4 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 4 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 4 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 4 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 4 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 4 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 4 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 4 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 4 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 4 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 4 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 4 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 4 46ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 4 47ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 4 48ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 4 49ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 1 dws SO: the, Input: [d]
1 3 3 7 5 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 14ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 15ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 16ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 18ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 19ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 21ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 22ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 23ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 24ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 25ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 5 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 5 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 5 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 5 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 5 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 5 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 5 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 5 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 5 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 5 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 5 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 5 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 5 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 5 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 5 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 5 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 5 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 5 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 5 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 5 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 5 46ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 5 47ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 5 48ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 5 49ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 1 dws SO: the, Input: [d]
1 3 3 7 5 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 5 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 7 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 9 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 10ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 11ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 15ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 18ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 19ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 20ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 22ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 23ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 24ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 25ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 26ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 27ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 28ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 29ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 6 30ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 6 31ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 6 32ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 6 33ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 6 34ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 6 35ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 6 36ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 6 37ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 6 38ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 6 39ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 6 40ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 6 41ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 6 42ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 6 43ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 6 44ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 6 45ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 6 46ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 6 47ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 6 48ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 6 49ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 6 50ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 6 51ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 6 52ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 6 53ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 6 54ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 6 55ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 6 56ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 6 57ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 1 dws SO: the, Input: [d]
1 3 3 7 5 7 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 14ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 15ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 16ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 18ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 19ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 21ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 22ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 23ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 24ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 25ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 7 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 7 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 7 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 7 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 7 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 7 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 7 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 7 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 7 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 7 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 7 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 7 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 7 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 7 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 7 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 7 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 7 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 7 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 7 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 7 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 7 46ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 7 47ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 7 48ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 7 49ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 1 dws SO: the, Input: [d]
1 3 3 7 5 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 15ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 16ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 17ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 18ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 20ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 21ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 23ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 24ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 25ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 26ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 27ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 8 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 8 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 8 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 8 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 8 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 8 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 8 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 8 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 8 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 8 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 8 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 8 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 8 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 8 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 8 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 8 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 8 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 8 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 8 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 8 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 8 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 8 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 8 50ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 8 51ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 8 52ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 8 53ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 1 dws SO: the, Input: [d]
1 3 3 7 5 9 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 14ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 15ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 16ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 18ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 19ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 21ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 22ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 23ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 24ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 25ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 9 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 9 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 9 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 9 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 9 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 9 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 9 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 9 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 9 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 9 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 9 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 9 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 9 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 9 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 9 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 9 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 9 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 9 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 9 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 9 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 9 46ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 9 47ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 9 48ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 9 49ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 101 dws SO: the, Input: [d]
1 3 3 7 5 102 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 103 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 104 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 106 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 107 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 108 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 109 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1011ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1012ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1013ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1014ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1015ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1016ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1017ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1018ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1019ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1020ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1021ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1022ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1023ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1024ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1025ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1026ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1027ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 1028ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1029ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1030ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1031ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1032ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1033ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1034ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1035ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1036ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1037ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 1038ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1039ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1040ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1041ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1042ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1043ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1044ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1045ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1046ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1047ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1048ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1049ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 11ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 111 dws SO: the, Input: [d]
1 3 3 7 5 112 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 113 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 114 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 115 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 116 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 117 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 118 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 119 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1110ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1111ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1112ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1113ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1114ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1115ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1116ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1117ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1118ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1119ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1120ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1121ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1122ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1123ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1124ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1125ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1126ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1127ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1128ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1129ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1130ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1131ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1132ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1133ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1134ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1135ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1136ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1137ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1138ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 1139ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1140ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1141ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1142ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1143ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1144ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1145ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1146ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1147ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1148ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1149ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1150ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1151ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 1152ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1153ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1154ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1155ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1156ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1157ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1158ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1159ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1160ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1161ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 1162ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1163ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1164ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1165ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1166ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1167ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1168ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1169ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1170ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1171ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1172ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1173ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 121 dws SO: the, Input: [d]
1 3 3 7 5 122 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 123 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 124 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 125 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 126 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 127 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 128 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 129 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1210ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1211ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1212ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1213ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1214ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1215ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1216ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1217ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1218ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1219ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1220ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1221ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1222ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1223ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1224ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1225ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1226ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1227ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1228ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1229ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1230ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1231ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 1232ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1233ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1234ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1235ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1236ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1237ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1238ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1239ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1240ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1241ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 1242ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1243ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1244ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1245ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1246ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1247ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1248ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1249ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1250ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1251ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1252ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1253ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 131 dws SO: the, Input: [d]
1 3 3 7 5 132 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 133 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 134 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 135 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 136 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 137 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 138 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 139 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1310ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1311ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1312ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1313ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1314ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1315ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1316ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1317ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1318ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1319ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1320ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1321ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1322ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1323ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1324ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1325ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1326ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1327ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 1328ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1329ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1330ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1331ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1332ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1333ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1334ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1335ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1336ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1337ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 1338ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1339ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1340ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1341ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1342ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1343ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1344ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1345ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1346ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1347ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1348ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1349ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 141 dws SO: the, Input: [d]
1 3 3 7 5 142 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 143 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 144 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 145 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 146 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 147 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 148 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 149 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1410ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1411ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1412ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1413ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1414ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1415ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1416ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1417ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1418ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1419ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1420ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1421ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1422ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1423ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1424ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1425ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1426ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1427ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 1428ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1429ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1430ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1431ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1432ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1433ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1434ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1435ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1436ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1437ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 1438ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1439ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1440ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1441ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1442ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1443ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1444ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1445ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1446ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1447ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1448ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1449ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 151 dws SO: the, Input: [d]
1 3 3 7 5 152 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 153 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 154 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 155 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 156 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 157 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 158 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 159 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1510ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1511ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1512ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1513ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1514ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1515ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1516ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1517ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1518ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1519ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1520ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1521ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1522ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1523ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1524ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1525ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1526ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1527ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1528ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1529ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1530ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1531ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1532ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1533ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1534ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1535ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1536ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1537ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1538ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1539ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1540ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1541ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1542ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1543ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 1544ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1545ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1546ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1547ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1548ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1549ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1550ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1551ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1552ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1553ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 1554ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1555ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1556ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1557ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1558ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1559ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1560ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1561ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1562ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1563ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1564ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1565ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 161 dws SO: the, Input: [d]
1 3 3 7 5 162 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 163 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 164 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 165 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 166 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 167 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 168 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 169 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1610ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1611ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1612ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1613ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1614ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1615ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1616ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1617ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1618ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1619ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1620ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1621ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1622ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1623ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1624ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1625ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1626ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1627ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1628ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1629ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1630ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1631ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 1632ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1633ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1634ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1635ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1636ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1637ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1638ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1639ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1640ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1641ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 1642ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1643ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1644ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1645ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1646ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1647ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1648ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1649ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1650ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1651ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1652ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1653ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 171 dws SO: the, Input: [d]
1 3 3 7 5 172 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 173 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 174 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 175 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 176 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 177 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 178 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 179 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1710ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1711ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1712ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1713ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1714ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1715ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1716ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1717ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1718ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1719ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1720ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1721ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1722ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1723ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1724ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1725ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1726ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1727ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 1728ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1729ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1730ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1731ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1732ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1733ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1734ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1735ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1736ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1737ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 1738ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1739ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1740ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1741ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1742ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1743ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1744ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1745ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1746ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1747ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1748ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1749ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 181 dws SO: the, Input: [d]
1 3 3 7 5 182 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 183 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 184 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 185 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 186 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 187 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 188 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 189 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1810ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1811ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1812ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1813ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1814ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1815ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1816ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1817ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1818ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1819ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1820ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1821ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1822ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1823ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1824ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1825ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1826ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1827ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 1828ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1829ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1830ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1831ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1832ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1833ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1834ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1835ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1836ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1837ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 1838ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1839ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1840ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1841ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1842ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1843ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1844ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1845ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1846ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1847ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1848ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1849ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 191 dws SO: the, Input: [d]
1 3 3 7 5 192 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 193 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 194 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 195 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 196 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 197 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 198 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 199 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1910ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1911ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1912ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1913ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1914ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1915ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1916ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1917ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1918ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1919ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1920ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1921ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1922ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1923ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1924ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1925ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1926ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1927ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1928ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1929ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 1930ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1931ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1932ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1933ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1934ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1935ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 1936ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1937ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1938ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1939ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1940ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1941ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1942ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1943ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1944ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1945ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 1946ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1947ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1948ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1949ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 1950ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1951ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1952ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1953ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 1954ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 1955ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 1956ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 1957ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 201 dws SO: the, Input: [d]
1 3 3 7 5 202 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 203 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 204 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 205 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 206 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 207 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 208 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 209 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2010ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2011ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2012ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2013ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2014ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2015ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2016ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2017ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2018ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2019ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2020ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2021ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2022ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2023ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2024ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2025ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2026ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2027ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 2028ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 2029ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2030ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2031ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2032ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2033ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2034ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2035ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2036ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2037ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 2038ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2039ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2040ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2041ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 2042ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2043ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2044ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2045ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2046ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2047ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2048ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2049ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 211 dws SO: the, Input: [d]
1 3 3 7 5 212 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 213 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 214 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 215 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 216 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 217 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 218 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 219 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2110ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2111ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2112ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2113ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2114ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2115ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2116ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2117ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2118ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2119ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2120ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2121ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2122ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2123ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2124ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2125ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2126ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2127ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2128ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2129ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2130ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2131ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 2132ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 2133ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2134ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2135ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2136ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2137ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2138ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2139ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2140ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2141ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 2142ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2143ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2144ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2145ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 2146ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2147ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2148ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2149ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2150ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2151ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2152ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2153ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 221 dws SO: the, Input: [d]
1 3 3 7 5 222 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 223 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 224 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 225 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 226 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 227 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 228 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 229 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2210ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2211ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2212ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2213ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2214ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2215ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2216ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2217ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2218ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2219ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2220ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2221ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2222ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2223ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2224ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2225ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2226ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2227ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 2228ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 2229ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2230ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2231ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2232ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2233ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2234ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2235ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2236ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2237ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 2238ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2239ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2240ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2241ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 2242ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2243ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2244ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2245ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2246ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2247ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2248ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2249ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 5 231 dws SO: the, Input: [d]
1 3 3 7 5 232 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 233 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 234 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 235 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 236 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 237 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 238 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 239 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2310ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2311ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2312ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2313ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2314ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2315ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2316ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2317ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2318ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2319ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2320ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2321ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2322ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2323ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2324ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2325ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 5 2326ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2327ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 5 2328ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 2329ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2330ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2331ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2332ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2333ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2334ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2335ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2336ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2337ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 2338ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2339ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2340ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2341ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 2342ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2343ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2344ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2345ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2346ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 2347ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2348ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 5 2349ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 241 dws SO: the, Input: [d]
1 3 3 7 5 242 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 243 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 244 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 245 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 246 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 247 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 248 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 249 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 2410ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2411ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 5 2412ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 2413ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 2414ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 2415ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 2416ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 5 2417ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 251 dws SO: the, Input: [d]
1 3 3 7 5 252 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 5 253 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 5 254 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 5 255 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 5 261 dws SO: the, Input: [d]
1 3 3 7 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 271 dws SO: the, Input: [d]
1 3 3 7 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 281 dws SO: the, Input: [d]
1 3 3 7 5 282 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 5 283 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 5 284 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 5 285 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 5 286 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 287 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 288 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 5 289 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 291 dws SO: the, Input: [d]
1 3 3 7 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 301 dws SO: the, Input: [d]
1 3 3 7 5 302 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 5 303 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 5 304 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 5 305 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 5 311 dws SO: the, Input: [d]
1 3 3 7 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 321 dws SO: the, Input: [d]
1 3 3 7 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 5 331 dws SO: the, Input: [d]
1 3 3 7 5 332 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 333 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 334 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 335 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 336 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 337 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 338 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 339 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 3310ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 3311ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 3312ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 3313ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 5 3314ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 3315ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 5 3316ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 3317ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 3318ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 3319ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 5 3320ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 3321ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 3322ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 3323ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 3324ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 5 3325ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 341 dws SO: the, Input: [d]
1 3 3 7 5 342 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 5 343 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 5 344 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 5 345 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 5 351 dws SO: the, Input: [d]
1 3 3 7 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 361 dws SO: the, Input: [d]
1 3 3 7 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 5 371 dws SO: the, Input: [d]
1 3 3 7 5 372 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 373 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 374 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 375 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 376 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 377 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 378 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 379 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 5 3710ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 3711ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 5 3712ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 3713ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 3714ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 3715ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 3716ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 5 3717ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 381 dws SO: the, Input: [d]
1 3 3 7 5 382 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 5 383 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 5 384 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 5 385 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 5 391 dws SO: the, Input: [d]
1 3 3 7 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 401 dws SO: the, Input: [d]
1 3 3 7 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 5 411 dws SO: the, Input: [d]
1 3 3 7 5 412 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 5 413 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 5 414 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 5 415 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 5 416 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 417 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 418 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 5 419 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 421 dws SO: the, Input: [d]
1 3 3 7 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 5 431 dws SO: the, Input: [d]
1 3 3 7 5 432 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 5 433 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 5 434 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 5 435 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 5 441 dws SO: the, Input: [d]
1 3 3 7 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 5 451 dws SO: the, Input: [d]
1 3 3 7 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 6 1 dws SO: the, Input: [d]
1 3 3 7 6 1 1 esm SO: {the,d}, Input: []
1 3 3 7 6 1 2 epm SO: <the,d>, Input: []
1 3 3 7 6 1 3 epm SO: <d,the>, Input: []
1 3 3 7 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 1 dws SO: the, Input: [d]
1 3 3 7 6 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 2 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 2 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 2 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 2 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 1 dws SO: the, Input: [d]
1 3 3 7 6 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 3 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 3 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 3 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 3 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 1 dws SO: the, Input: [d]
1 3 3 7 6 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 4 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 4 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 4 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 4 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 1 dws SO: the, Input: [d]
1 3 3 7 6 5 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 17ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 19ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 21ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 25ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 28ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 30ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 5 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 5 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 5 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 5 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 5 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 5 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 5 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 5 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 5 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 5 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 5 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 5 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 5 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 5 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 5 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 5 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 5 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 5 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 5 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 5 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 5 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 5 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 5 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 5 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 5 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 5 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 5 58ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 5 59ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 5 60ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 5 61ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 1 dws SO: the, Input: [d]
1 3 3 7 6 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 6 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 6 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 6 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 6 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 1 dws SO: the, Input: [d]
1 3 3 7 6 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 7 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 7 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 7 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 7 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 1 dws SO: the, Input: [d]
1 3 3 7 6 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 8 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 8 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 8 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 8 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 1 dws SO: the, Input: [d]
1 3 3 7 6 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 15ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 101 dws SO: the, Input: [d]
1 3 3 7 6 102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 109 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1018ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 1026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 1030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 1034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 1038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 111 dws SO: the, Input: [d]
1 3 3 7 6 112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1115ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1116ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 1122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 1126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 1130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 1134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 121 dws SO: the, Input: [d]
1 3 3 7 6 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 127 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1215ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1216ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 1234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 131 dws SO: the, Input: [d]
1 3 3 7 6 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1311ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1313ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1314ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1317ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1318ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 1325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 1330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 1334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 1338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 1342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 141 dws SO: the, Input: [d]
1 3 3 7 6 142 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 145 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 146 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 147 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 148 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 149 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1410ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1412ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1413ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1414ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1416ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1417ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1418ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1419ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1420ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1421ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 1422ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1423ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1424ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1425ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 1426ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1427ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1428ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1429ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 1430ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1431ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1432ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1433ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 1434ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1435ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1436ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1437ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 151 dws SO: the, Input: [d]
1 3 3 7 6 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 159 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1518ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 1526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 1530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 1534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 1538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 16ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 161 dws SO: the, Input: [d]
1 3 3 7 6 162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 167 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1616ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 1622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 1626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 1630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 1634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 17ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 6 171 dws SO: the, Input: [d]
1 3 3 7 6 172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 177 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1716ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 6 1720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 6 1722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 1726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 1730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 1734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 1735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 1736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 6 1737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 18ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 181 dws SO: the, Input: [d]
1 3 3 7 6 182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 6 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 6 184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 6 185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 6 19ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 6 191 dws SO: the, Input: [d]
1 3 3 7 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 201 dws SO: the, Input: [d]
1 3 3 7 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 6 211 dws SO: the, Input: [d]
1 3 3 7 6 212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 215 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 2110ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 2111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 2112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 2113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 6 2114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 2115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 6 2116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 6 2117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 2118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 2119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 6 2120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 6 2121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 2122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 6 2123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 2124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 6 2125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 221 dws SO: the, Input: [d]
1 3 3 7 6 222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 6 223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 6 224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 6 225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 6 231 dws SO: the, Input: [d]
1 3 3 7 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 241 dws SO: the, Input: [d]
1 3 3 7 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 6 251 dws SO: the, Input: [d]
1 3 3 7 6 252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 6 253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 6 254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 6 255 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 6 256 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 6 257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 6 258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 6 259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 6 2510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 2511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 6 2512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 6 2513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 2514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 6 2515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 2516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 6 2517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 261 dws SO: the, Input: [d]
1 3 3 7 6 262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 6 263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 6 264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 6 265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 6 271 dws SO: the, Input: [d]
1 3 3 7 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 281 dws SO: the, Input: [d]
1 3 3 7 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 6 291 dws SO: the, Input: [d]
1 3 3 7 6 292 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 6 293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 6 294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 6 295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 6 296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 6 297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 6 299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 301 dws SO: the, Input: [d]
1 3 3 7 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 6 311 dws SO: the, Input: [d]
1 3 3 7 6 312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 6 313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 6 314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 6 315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 6 321 dws SO: the, Input: [d]
1 3 3 7 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 6 331 dws SO: the, Input: [d]
1 3 3 7 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 7 1 dws SO: the, Input: [d]
1 3 3 7 7 1 1 esm SO: {the,d}, Input: []
1 3 3 7 7 1 2 epm SO: <the,d>, Input: []
1 3 3 7 7 1 3 epm SO: <d,the>, Input: []
1 3 3 7 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 1 dws SO: the, Input: [d]
1 3 3 7 7 2 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 2 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 2 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 2 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 2 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 2 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 2 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 2 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 2 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 2 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 2 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 2 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 2 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 2 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 2 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 2 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 2 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 1 dws SO: the, Input: [d]
1 3 3 7 7 3 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 15ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 16ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 3 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 3 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 3 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 3 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 3 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 3 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 3 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 3 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 3 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 3 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 3 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 3 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 3 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 3 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 3 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 3 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 3 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 3 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 3 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 3 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 3 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 3 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 3 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 3 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 3 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 3 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 3 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 3 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 1 dws SO: the, Input: [d]
1 3 3 7 7 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 4 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 4 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 4 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 4 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 1 dws SO: the, Input: [d]
1 3 3 7 7 5 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 5 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 5 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 5 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 5 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 5 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 5 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 5 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 5 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 5 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 5 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 5 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 5 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 5 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 5 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 5 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 5 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 1 dws SO: the, Input: [d]
1 3 3 7 7 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 14ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 6 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 6 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 6 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 6 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 6 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 6 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 6 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 6 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 6 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 6 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 6 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 6 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 6 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 6 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 6 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 6 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 1 dws SO: the, Input: [d]
1 3 3 7 7 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 11ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 1 dws SO: the, Input: [d]
1 3 3 7 7 8 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 8 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 8 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 8 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 8 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 8 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 8 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 8 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 8 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 8 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 8 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 8 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 8 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 8 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 8 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 8 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 8 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 8 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 8 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 1 dws SO: the, Input: [d]
1 3 3 7 7 9 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 9 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 9 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 9 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 9 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 9 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 9 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 9 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 9 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 9 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 9 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 9 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 9 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 9 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 9 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 9 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 9 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 101 dws SO: the, Input: [d]
1 3 3 7 7 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 103 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1013ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1014ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 1020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 1022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 1026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 1030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 111 dws SO: the, Input: [d]
1 3 3 7 7 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 115 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 117 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 118 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1111ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1112ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1115ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1116ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1120ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1122ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 1123ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1124ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1125ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1126ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1127ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 1128ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1129ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 1130ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1131ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1132ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1133ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 1134ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1135ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1136ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1137ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 1138ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1139ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1140ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1141ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 121 dws SO: the, Input: [d]
1 3 3 7 7 122 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 123 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 124 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 126 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 127 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 128 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1210ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1211ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1212ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1214ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1215ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1216ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1217ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1218ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1219ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 1220ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1221ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 1222ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1223ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1224ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1225ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 1226ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1227ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1228ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1229ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 1230ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1231ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1232ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1233ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 13ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 131 dws SO: the, Input: [d]
1 3 3 7 7 132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 135 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1316ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 1324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 1326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 1330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 1334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 14ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 141 dws SO: the, Input: [d]
1 3 3 7 7 142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 143 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1413ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1414ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 1420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 1422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 1426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 1430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 15ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 7 151 dws SO: the, Input: [d]
1 3 3 7 7 152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 153 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1514ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 7 1518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 7 1520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 1522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 1526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 1530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 1531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 7 1533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 16ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 7 161 dws SO: the, Input: [d]
1 3 3 7 7 17ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 7 171 dws SO: the, Input: [d]
1 3 3 7 7 172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 179 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 1710ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 1711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 1712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 1713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 7 1714ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1715ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 7 1716ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 7 1717ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 1718ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1719ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 7 1720ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 7 1721ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 1722ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 7 1723ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 1724ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 7 1725ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 181 dws SO: the, Input: [d]
1 3 3 7 7 182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 7 183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 7 184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 7 185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 7 191 dws SO: the, Input: [d]
1 3 3 7 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 201 dws SO: the, Input: [d]
1 3 3 7 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 7 211 dws SO: the, Input: [d]
1 3 3 7 7 212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 7 213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 7 214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 7 215 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 7 216 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 7 217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 7 218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 7 219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 7 2110ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 2111ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 7 2112ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 7 2113ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 2114ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 7 2115ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 2116ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 7 2117ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 221 dws SO: the, Input: [d]
1 3 3 7 7 222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 7 223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 7 224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 7 225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 7 231 dws SO: the, Input: [d]
1 3 3 7 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 241 dws SO: the, Input: [d]
1 3 3 7 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 7 251 dws SO: the, Input: [d]
1 3 3 7 7 252 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 7 253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 7 254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 7 255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 7 256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 7 257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 7 259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 261 dws SO: the, Input: [d]
1 3 3 7 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 7 271 dws SO: the, Input: [d]
1 3 3 7 7 272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 7 273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 7 274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 7 275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 7 281 dws SO: the, Input: [d]
1 3 3 7 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 7 291 dws SO: the, Input: [d]
1 3 3 7 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 8 1 dws SO: the, Input: [d]
1 3 3 7 8 1 1 esm SO: {the,d}, Input: []
1 3 3 7 8 1 2 epm SO: <the,d>, Input: []
1 3 3 7 8 1 3 epm SO: <d,the>, Input: []
1 3 3 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 1 dws SO: the, Input: [d]
1 3 3 7 8 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 2 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 2 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 2 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 2 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 1 dws SO: the, Input: [d]
1 3 3 7 8 3 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 3 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 3 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 3 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 3 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 3 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 3 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 3 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 3 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 3 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 3 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 3 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 3 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 3 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 3 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 3 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 3 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 3 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 3 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 3 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 3 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 3 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 3 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 3 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 3 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 3 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 3 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 3 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 3 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 1 dws SO: the, Input: [d]
1 3 3 7 8 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 4 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 4 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 4 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 4 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 1 dws SO: the, Input: [d]
1 3 3 7 8 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 5 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 5 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 5 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 5 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 5 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 5 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 5 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 5 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 5 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 5 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 5 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 5 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 5 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 5 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 5 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 5 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 1 dws SO: the, Input: [d]
1 3 3 7 8 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 6 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 6 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 6 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 6 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 1 dws SO: the, Input: [d]
1 3 3 7 8 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 1 dws SO: the, Input: [d]
1 3 3 7 8 8 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 8 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 8 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 8 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 8 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 8 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 8 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 8 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 8 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 8 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 8 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 8 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 8 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 8 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 8 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 8 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 8 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 8 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 8 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 1 dws SO: the, Input: [d]
1 3 3 7 8 9 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 9 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 9 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 9 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 9 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 9 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 9 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 9 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 9 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 9 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 9 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 9 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 9 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 9 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 9 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 9 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 9 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 101 dws SO: the, Input: [d]
1 3 3 7 8 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1014ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 1020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 1022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 1026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 1030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 111 dws SO: the, Input: [d]
1 3 3 7 8 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1111ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1112ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1115ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 121 dws SO: the, Input: [d]
1 3 3 7 8 122 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 124 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 126 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 127 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 128 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1210ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1211ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1212ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1214ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1215ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1216ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1217ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1218ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1219ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 1220ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1221ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 1222ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1223ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1224ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1225ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 1226ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1227ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1228ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1229ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 1230ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1231ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1232ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1233ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 131 dws SO: the, Input: [d]
1 3 3 7 8 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1316ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 1324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 1326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 1330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 1334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 14ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 141 dws SO: the, Input: [d]
1 3 3 7 8 142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1414ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 1420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 1422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 1426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 1430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 8 151 dws SO: the, Input: [d]
1 3 3 7 8 152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1514ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 8 1518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 8 1520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 1522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 1526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 1530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 1531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 8 1533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 16ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 161 dws SO: the, Input: [d]
1 3 3 7 8 17ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 8 171 dws SO: the, Input: [d]
1 3 3 7 8 172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 1710ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 1711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 1712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 1713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 8 1714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 8 1716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 8 1717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 1718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 8 1720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 8 1721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 1722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 8 1723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 1724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 8 1725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 181 dws SO: the, Input: [d]
1 3 3 7 8 182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 8 183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 8 184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 8 185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 8 191 dws SO: the, Input: [d]
1 3 3 7 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 201 dws SO: the, Input: [d]
1 3 3 7 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 8 211 dws SO: the, Input: [d]
1 3 3 7 8 212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 8 213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 8 214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 8 215 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 8 216 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 8 217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 8 218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 8 219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 8 2110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 2111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 8 2112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 8 2113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 2114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 8 2115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 2116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 8 2117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 221 dws SO: the, Input: [d]
1 3 3 7 8 222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 8 223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 8 224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 8 225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 8 231 dws SO: the, Input: [d]
1 3 3 7 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 241 dws SO: the, Input: [d]
1 3 3 7 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 8 251 dws SO: the, Input: [d]
1 3 3 7 8 252 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 8 253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 8 254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 8 255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 8 256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 8 257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 8 259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 261 dws SO: the, Input: [d]
1 3 3 7 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 8 271 dws SO: the, Input: [d]
1 3 3 7 8 272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 8 273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 8 274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 8 275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 8 281 dws SO: the, Input: [d]
1 3 3 7 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 8 291 dws SO: the, Input: [d]
1 3 3 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 9 1 dws SO: the, Input: [d]
1 3 3 7 9 1 1 esm SO: {the,d}, Input: []
1 3 3 7 9 1 2 epm SO: <the,d>, Input: []
1 3 3 7 9 1 3 epm SO: <d,the>, Input: []
1 3 3 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 1 dws SO: the, Input: [d]
1 3 3 7 9 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 15ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 18ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 19ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 2 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 2 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 2 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 2 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 1 dws SO: the, Input: [d]
1 3 3 7 9 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 14ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 15ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 3 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 3 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 3 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 3 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 1 dws SO: the, Input: [d]
1 3 3 7 9 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 11ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 16ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 17ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 22ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 23ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 4 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 4 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 4 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 4 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 1 dws SO: the, Input: [d]
1 3 3 7 9 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 14ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 15ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 19ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 20ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 21ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 5 38ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 5 39ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 5 40ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 5 41ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 1 dws SO: the, Input: [d]
1 3 3 7 9 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 14ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 15ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 6 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 6 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 6 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 6 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 1 dws SO: the, Input: [d]
1 3 3 7 9 7 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 15ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 17ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 21ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 25ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 26ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 27ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 28ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 29ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 30ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 31ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 32ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 33ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 7 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 7 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 7 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 7 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 7 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 7 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 7 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 7 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 7 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 7 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 7 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 7 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 7 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 7 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 7 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 7 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 7 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 7 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 7 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 7 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 7 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 7 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 7 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 7 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 7 58ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 7 59ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 7 60ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 7 61ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 7 62ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 7 63ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 7 64ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 7 65ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 1 dws SO: the, Input: [d]
1 3 3 7 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 11ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 16ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 17ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 22ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 23ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 8 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 8 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 8 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 8 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 8 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 8 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 8 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 8 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 8 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 8 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 8 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 8 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 8 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 8 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 8 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 8 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 8 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 8 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 8 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 8 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 8 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 8 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 1 dws SO: the, Input: [d]
1 3 3 7 9 9 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 14ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 15ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 19ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 20ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 21ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 9 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 9 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 9 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 9 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 9 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 9 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 9 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 9 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 9 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 9 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 9 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 9 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 9 34ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 9 35ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 9 36ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 9 37ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 9 38ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 9 39ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 9 40ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 9 41ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 101 dws SO: the, Input: [d]
1 3 3 7 9 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 103 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 109 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1010ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1011ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1014ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1015ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1016ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1017ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1018ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1019ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1020ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1021ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 1034ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1035ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1036ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1037ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1038ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1039ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1040ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1041ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 111 dws SO: the, Input: [d]
1 3 3 7 9 112 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 113 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 114 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 115 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 116 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 117 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 118 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 119 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1110ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1111ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1112ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1113ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1114ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1115ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1116ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1117ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1118ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1119ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1120ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1121ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1122ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1123ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1124ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1125ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1126ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1127ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1128ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1129ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1130ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 1131ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1132ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1133ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1134ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1135ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1136ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1137ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1138ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1139ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 1140ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1141ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1142ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1143ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1144ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1145ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 1146ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1147ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1148ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1149ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 1150ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1151ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1152ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1153ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1154ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1155ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1156ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1157ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 121 dws SO: the, Input: [d]
1 3 3 7 9 122 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 123 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 124 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 125 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 126 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 127 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 128 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 129 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1210ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1211ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1212ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1213ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1214ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1216ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1217ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1218ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1219ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1220ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1221ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1222ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1223ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1224ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1225ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1226ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1227ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 1228ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1229ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1230ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1231ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1232ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1233ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 1234ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1235ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1236ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1237ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 1238ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1239ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1240ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1241ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1242ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1243ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1244ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1245ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 13ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 131 dws SO: the, Input: [d]
1 3 3 7 9 132 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 133 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 134 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 135 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 136 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 137 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 138 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 139 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1310ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1311ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1312ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1313ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1314ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1315ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1316ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1317ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1318ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1319ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1320ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1321ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1322ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1323ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 1324ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1325ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1326ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1327ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1328ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1329ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 1330ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1331ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1332ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1333ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 1334ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1335ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1336ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1337ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1338ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1339ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1340ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1341ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 141 dws SO: the, Input: [d]
1 3 3 7 9 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 143 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 149 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1410ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1411ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1412ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1413ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1414ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1415ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1417ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1418ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1419ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1420ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1421ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1438ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1439ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1440ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1441ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 151 dws SO: the, Input: [d]
1 3 3 7 9 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 153 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 155 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 156 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 157 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 158 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 159 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1510ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1511ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1512ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1513ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1514ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1515ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1516ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1517ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1518ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1519ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1520ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1522ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1524ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1525ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1526ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1527ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1528ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1529ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1530ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1531ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 1532ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1533ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1534ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1535ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1536ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1537ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 1538ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1539ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1540ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1541ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 1542ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1543ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1544ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1545ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1546ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1547ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1548ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1549ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 161 dws SO: the, Input: [d]
1 3 3 7 9 162 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 163 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 164 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 165 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 166 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 167 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 168 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 169 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1610ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1611ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1612ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1613ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1614ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1615ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1616ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1617ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1618ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1619ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1620ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1621ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1622ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1623ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 1624ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1625ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1626ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1627ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1628ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1629ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 1630ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1631ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1632ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1633ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 1634ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1635ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1636ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1637ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1638ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1639ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1640ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1641ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 171 dws SO: the, Input: [d]
1 3 3 7 9 172 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 173 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 174 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 175 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 176 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 177 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 178 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 179 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1710ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1711ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1712ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1713ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1714ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1715ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1716ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1717ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1718ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1720ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1721ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1722ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1723ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1724ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1725ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1726ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1727ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 1728ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1729ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1730ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1731ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1732ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1733ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 1734ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1735ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1736ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1737ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 1738ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1739ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1740ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1741ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1742ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1743ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1744ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1745ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 181 dws SO: the, Input: [d]
1 3 3 7 9 182 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 183 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 184 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 185 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 186 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 187 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 188 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 189 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1810ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1811ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1812ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1813ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1814ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1815ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1816ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1817ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1818ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1819ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1820ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1821ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1822ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1823ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 1824ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1825ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1826ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1827ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1828ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1829ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 1830ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1831ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1832ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1833ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 1834ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1835ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1836ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1837ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1838ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1839ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1840ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1841ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 9 191 dws SO: the, Input: [d]
1 3 3 7 9 192 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 193 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 194 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 195 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 196 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 197 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 198 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 199 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1910ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1911ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1912ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1913ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1914ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1915ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1916ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1917ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1918ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1919ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1920ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1921ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 9 1922ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1923ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 9 1924ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1925ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1926ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1927ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1928ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1929ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 1930ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1931ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1932ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1933ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 1934ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1935ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1936ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1937ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 1938ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 1939ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 1940ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 9 1941ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 201 dws SO: the, Input: [d]
1 3 3 7 9 202 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 9 203 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 9 204 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 9 205 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 9 206 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 9 207 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 208 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 9 209 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 211 dws SO: the, Input: [d]
1 3 3 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 221 dws SO: the, Input: [d]
1 3 3 7 9 222 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 9 223 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 9 224 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 9 225 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 9 231 dws SO: the, Input: [d]
1 3 3 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 241 dws SO: the, Input: [d]
1 3 3 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 9 251 dws SO: the, Input: [d]
1 3 3 7 9 252 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 253 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 254 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 255 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 256 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 257 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 258 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 259 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 2510ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 2511ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 2512ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 2513ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 9 2514ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 2515ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 9 2516ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 9 2517ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 2518ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 2519ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 9 2520ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 9 2521ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 2522ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 9 2523ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 2524ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 9 2525ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 261 dws SO: the, Input: [d]
1 3 3 7 9 262 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 9 263 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 9 264 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 9 265 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 9 271 dws SO: the, Input: [d]
1 3 3 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 281 dws SO: the, Input: [d]
1 3 3 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 9 291 dws SO: the, Input: [d]
1 3 3 7 9 292 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 9 293 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 9 294 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 9 295 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 9 296 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 9 297 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 9 298 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 9 299 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 9 2910ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 2911ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 9 2912ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 9 2913ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 2914ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 9 2915ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 2916ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 9 2917ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 301 dws SO: the, Input: [d]
1 3 3 7 9 302 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 9 303 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 9 304 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 9 305 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 9 311 dws SO: the, Input: [d]
1 3 3 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 321 dws SO: the, Input: [d]
1 3 3 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 9 331 dws SO: the, Input: [d]
1 3 3 7 9 332 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 9 333 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 9 334 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 9 335 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 9 336 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 9 337 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 338 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 9 339 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 341 dws SO: the, Input: [d]
1 3 3 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 9 351 dws SO: the, Input: [d]
1 3 3 7 9 352 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 9 353 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 9 354 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 9 355 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 9 361 dws SO: the, Input: [d]
1 3 3 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 9 371 dws SO: the, Input: [d]
1 3 3 7 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 101 dws SO: the, Input: [d]
1 3 3 7 101 1 esm SO: {the,d}, Input: []
1 3 3 7 101 2 epm SO: <the,d>, Input: []
1 3 3 7 101 3 epm SO: <d,the>, Input: []
1 3 3 7 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 102 1 dws SO: the, Input: [d]
1 3 3 7 102 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 102 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 102 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 102 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 102 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 102 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 102 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 102 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 102 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 102 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 102 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 102 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 102 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 102 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 102 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 102 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 102 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 103 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 103 1 dws SO: the, Input: [d]
1 3 3 7 103 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 103 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 103 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 103 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 103 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 103 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 103 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 103 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 103 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 103 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 103 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 103 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 103 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 103 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 103 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 103 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 103 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 103 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 103 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 103 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 103 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 103 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 103 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 103 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 103 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 103 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 103 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 103 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 103 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 104 1 dws SO: the, Input: [d]
1 3 3 7 104 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 104 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 104 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 104 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 104 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 104 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 104 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 104 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 104 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 104 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 104 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 104 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 104 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 104 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 104 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 104 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 104 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 104 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 104 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 105 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 105 1 dws SO: the, Input: [d]
1 3 3 7 105 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 105 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 105 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 105 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 105 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 105 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 105 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 105 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 105 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 105 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 105 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 105 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 105 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 105 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 105 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 105 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 105 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 106 1 dws SO: the, Input: [d]
1 3 3 7 106 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 106 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 106 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 106 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 106 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 106 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 106 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 106 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 106 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 106 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 106 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 106 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 106 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 106 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 106 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 106 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 106 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 107 1 dws SO: the, Input: [d]
1 3 3 7 107 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 107 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 107 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 107 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 107 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 107 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 107 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 107 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 107 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 107 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 107 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 107 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 107 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 107 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 107 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 107 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 107 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 107 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 107 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 107 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 107 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 107 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 107 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 107 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 107 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 108 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 108 1 dws SO: the, Input: [d]
1 3 3 7 108 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 108 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 108 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 108 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 108 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 108 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 108 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 108 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 108 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 108 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 108 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 108 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 108 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 108 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 108 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 108 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 108 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 108 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 108 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 109 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 109 1 dws SO: the, Input: [d]
1 3 3 7 109 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 109 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 109 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 109 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 109 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 109 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 109 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 109 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 109 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 109 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 109 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 109 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 109 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 109 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 109 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 109 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 109 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1010ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 10101 dws SO: the, Input: [d]
1 3 3 7 10102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101014ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 101020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 101022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 101026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 101030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 10111 dws SO: the, Input: [d]
1 3 3 7 10112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101110ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101111ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101112ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101114ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101115ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101122ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 101123ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101124ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101125ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101126ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101127ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 101128ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101129ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 101130ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101131ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101132ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101133ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 101134ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101135ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101136ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101137ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 101138ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101139ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101140ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101141ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 10121 dws SO: the, Input: [d]
1 3 3 7 10122 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10124 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10126 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10127 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10128 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101210ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101211ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101212ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101214ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101215ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101216ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101217ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101218ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101219ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 101220ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101221ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 101222ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101223ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101224ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101225ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 101226ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101227ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101228ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101229ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 101230ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101231ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101232ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101233ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 10131 dws SO: the, Input: [d]
1 3 3 7 10132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101316ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 101324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 101326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 101330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 101334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1014ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 10141 dws SO: the, Input: [d]
1 3 3 7 10142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101414ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 101420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 101422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 101426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 101430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1015ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 10151 dws SO: the, Input: [d]
1 3 3 7 10152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 10159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101514ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 101518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 101520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 101522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 101526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 101530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 101531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 101532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 101533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1016ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 10161 dws SO: the, Input: [d]
1 3 3 7 1017ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 10171 dws SO: the, Input: [d]
1 3 3 7 10172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 10173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 10174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 10175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 10176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 10177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 10178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 10179 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 101710ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 101711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 101712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 101713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 101714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 101715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 101716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 101717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 101718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 101719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 101720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 101721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 101722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 101723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 101724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 101725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 1018ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 10181 dws SO: the, Input: [d]
1 3 3 7 10182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 10183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 10184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 10185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1019ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 10191 dws SO: the, Input: [d]
1 3 3 7 1020ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 10201 dws SO: the, Input: [d]
1 3 3 7 1021ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 10211 dws SO: the, Input: [d]
1 3 3 7 10212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 10213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 10214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 10215 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 10216 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 10217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 10218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 10219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 102110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 102111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 102112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 102113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 102114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 102115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 102116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 102117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 1022ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 10221 dws SO: the, Input: [d]
1 3 3 7 10222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 10223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 10224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 10225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1023ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 10231 dws SO: the, Input: [d]
1 3 3 7 1024ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 10241 dws SO: the, Input: [d]
1 3 3 7 1025ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 10251 dws SO: the, Input: [d]
1 3 3 7 10252 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 10253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 10254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 10255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 10256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 10257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 10258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 10259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 1026ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 10261 dws SO: the, Input: [d]
1 3 3 7 1027ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 10271 dws SO: the, Input: [d]
1 3 3 7 10272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 10273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 10274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 10275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1028ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 10281 dws SO: the, Input: [d]
1 3 3 7 1029ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 10291 dws SO: the, Input: [d]
1 3 3 7 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 111 dws SO: the, Input: [d]
1 3 3 7 111 1 esm SO: {the,d}, Input: []
1 3 3 7 111 2 epm SO: <the,d>, Input: []
1 3 3 7 111 3 epm SO: <d,the>, Input: []
1 3 3 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 112 1 dws SO: the, Input: [d]
1 3 3 7 112 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 112 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 112 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 112 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 112 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 112 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 112 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 112 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 112 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 112 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 112 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 112 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 112 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 112 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 112 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 112 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 112 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 112 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 112 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 112 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 112 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 113 1 dws SO: the, Input: [d]
1 3 3 7 113 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 113 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 113 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 113 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 113 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 113 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 113 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 113 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 113 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 113 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 113 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 113 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 113 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 113 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 113 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 113 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 113 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 113 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 113 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 114 1 dws SO: the, Input: [d]
1 3 3 7 114 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 114 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 114 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 114 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 114 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 114 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 114 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 114 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 114 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 114 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 114 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 114 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 114 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 114 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 114 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 114 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 114 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 114 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 114 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 115 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 115 1 dws SO: the, Input: [d]
1 3 3 7 115 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 15ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 16ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 17ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 18ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 19ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 20ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 21ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 22ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 24ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 25ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 28ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 29ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 30ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 31ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 115 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 115 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 115 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 115 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 115 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 115 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 115 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 115 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 115 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 115 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 115 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 115 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 115 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 115 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 115 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 115 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 115 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 115 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 115 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 115 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 115 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 115 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 115 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 115 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 115 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 115 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 115 58ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 115 59ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 115 60ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 115 61ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 116 1 dws SO: the, Input: [d]
1 3 3 7 116 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 5 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 14ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 15ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 20ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 116 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 116 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 116 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 116 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 116 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 116 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 116 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 116 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 116 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 116 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 116 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 116 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 116 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 116 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 116 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 116 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 116 38ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 116 39ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 116 40ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 116 41ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 117 1 dws SO: the, Input: [d]
1 3 3 7 117 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 12ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 13ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 16ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 17ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 18ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 19ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 117 20ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 117 21ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 117 22ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 117 23ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 117 24ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 117 25ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 117 26ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 117 27ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 117 28ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 117 29ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 117 30ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 117 31ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 117 32ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 117 33ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 117 34ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 117 35ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 117 36ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 117 37ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 118 1 dws SO: the, Input: [d]
1 3 3 7 118 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 3 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 12ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 13ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 16ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 18ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 19ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 118 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 118 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 118 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 118 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 118 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 118 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 118 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 118 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 118 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 118 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 118 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 118 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 118 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 118 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 118 34ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 118 35ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 118 36ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 118 37ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 119 1 dws SO: the, Input: [d]
1 3 3 7 119 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 11ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 15ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 119 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 119 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 119 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 119 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 119 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 119 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 119 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 119 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 119 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 119 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 119 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 119 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 119 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 119 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 119 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 119 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 119 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 119 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 119 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 119 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 119 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 119 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 119 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 119 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 119 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 119 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1110ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 11101 dws SO: the, Input: [d]
1 3 3 7 11102 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11103 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11104 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11105 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11106 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11107 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11108 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11109 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111010ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111011ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111012ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111014ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111015ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111016ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111017ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111018ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111019ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111020ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111021ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111022ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111023ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111024ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111025ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 111026ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111027ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111028ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111029ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 111030ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111031ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111032ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111033ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 111034ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111035ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111036ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111037ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 111038ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111039ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111040ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111041ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1111ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 11111 dws SO: the, Input: [d]
1 3 3 7 11112 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11113 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11114 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11115 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11116 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11118 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11119 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111110ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111112ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111113ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111114ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111115ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111116ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111117ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111118ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111119ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111120ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111121ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 111122ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111123ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111124ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111125ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 111126ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111127ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111128ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111129ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 111130ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111131ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111132ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111133ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 111134ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111135ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111136ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111137ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 11121 dws SO: the, Input: [d]
1 3 3 7 11122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11123 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11127 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111212ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111213ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111215ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111216ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111217ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111218ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111219ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 111222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 111226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 111230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 111234ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111235ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111236ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111237ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 11131 dws SO: the, Input: [d]
1 3 3 7 11132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11137 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111311ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111313ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111314ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111316ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111317ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111318ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 111325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 111330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 111334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 111338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 111342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 11141 dws SO: the, Input: [d]
1 3 3 7 11142 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11143 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11145 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11146 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11147 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11148 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11149 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111410ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111412ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111413ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111414ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111416ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111417ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111418ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111419ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111420ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111421ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 111422ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111423ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111424ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111425ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 111426ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111427ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111428ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111429ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 111430ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111431ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111432ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111433ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 111434ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111435ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111436ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111437ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 11151 dws SO: the, Input: [d]
1 3 3 7 11152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11153 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11155 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11157 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11159 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111510ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111511ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111512ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111514ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111515ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111516ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111518ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111520ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111521ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111522ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111523ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111524ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111525ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 111526ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111527ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111528ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111529ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 111530ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111531ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111532ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111533ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 111534ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111535ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111536ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111537ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 111538ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111539ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111540ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111541ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 11161 dws SO: the, Input: [d]
1 3 3 7 11162 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11163 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11164 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11165 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11166 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11167 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11168 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11169 ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111610ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111612ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111613ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111614ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111616ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111617ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111618ism SO: {book,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111619ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111620ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111621ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 111622ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111623ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111624ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111625ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 111626ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111627ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111628ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111629ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 111630ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111631ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111632ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111633ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 111634ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111635ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111636ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111637ipm SO: <{book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 11171 dws SO: the, Input: [d]
1 3 3 7 11172 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11173 ism SO: {{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11175 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11176 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11177 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11178 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 11179 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111710ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111712ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111713ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111714ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111716ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111717ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111718ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111719ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 111720ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111721ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 111722ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111723ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111724ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111725ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 111726ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111727ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111728ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111729ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 111730ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111731ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111732ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111733ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 111734ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 111735ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 111736ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 111737ipm SO: <{n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1118ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 11181 dws SO: the, Input: [d]
1 3 3 7 11182 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 11183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 11184 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 11185 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1119ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 11191 dws SO: the, Input: [d]
1 3 3 7 1120ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 11201 dws SO: the, Input: [d]
1 3 3 7 1121ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 11211 dws SO: the, Input: [d]
1 3 3 7 11212 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 11213 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 11214 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 11215 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 11216 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 11217 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 11218 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 11219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 112110ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 112111ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 112112ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 112113ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 112114ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 112115ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 112116ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 112117ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 112118ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 112119ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 112120ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 112121ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 112122ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 112123ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 112124ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 112125ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 1122ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 11221 dws SO: the, Input: [d]
1 3 3 7 11222 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 11223 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 11224 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 11225 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1123ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 11231 dws SO: the, Input: [d]
1 3 3 7 1124ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 11241 dws SO: the, Input: [d]
1 3 3 7 1125ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 11251 dws SO: the, Input: [d]
1 3 3 7 11252 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 11253 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 11254 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 11255 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 11256 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 11257 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 11258 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 11259 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 112510ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 112511ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 112512ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 112513ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 112514ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 112515ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 112516ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 112517ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 1126ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 11261 dws SO: the, Input: [d]
1 3 3 7 11262 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 11263 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 11264 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 11265 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1127ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 11271 dws SO: the, Input: [d]
1 3 3 7 1128ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 11281 dws SO: the, Input: [d]
1 3 3 7 1129ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 11291 dws SO: the, Input: [d]
1 3 3 7 11292 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 11293 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 11294 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 11295 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 11296 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 11297 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 11298 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 11299 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 1130ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 11301 dws SO: the, Input: [d]
1 3 3 7 1131ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 11311 dws SO: the, Input: [d]
1 3 3 7 11312 ism SO: {book,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 11313 ism SO: {n!case,<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 11314 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 11315 ipm SO: <<{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1132ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 11321 dws SO: the, Input: [d]
1 3 3 7 1133ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 11331 dws SO: the, Input: [d]
1 3 3 7 12ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 121 dws SO: the, Input: [d]
1 3 3 7 121 1 esm SO: {the,d}, Input: []
1 3 3 7 121 2 epm SO: <the,d>, Input: []
1 3 3 7 121 3 epm SO: <d,the>, Input: []
1 3 3 7 122 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 122 1 dws SO: the, Input: [d]
1 3 3 7 122 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 122 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 122 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 122 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 122 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 122 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 122 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 122 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 122 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 122 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 122 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 122 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 122 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 122 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 122 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 122 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 122 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 123 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 123 1 dws SO: the, Input: [d]
1 3 3 7 123 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 15ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 16ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 123 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 123 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 123 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 123 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 123 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 123 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 123 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 123 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 123 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 123 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 123 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 123 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 123 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 123 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 123 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 123 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 123 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 123 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 123 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 123 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 123 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 123 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 123 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 123 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 123 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 123 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 123 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 123 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 124 1 dws SO: the, Input: [d]
1 3 3 7 124 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 124 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 124 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 124 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 124 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 124 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 124 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 124 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 124 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 124 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 124 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 124 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 124 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 124 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 124 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 124 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 124 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 124 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 124 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 125 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 125 1 dws SO: the, Input: [d]
1 3 3 7 125 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 125 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 125 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 125 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 125 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 125 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 125 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 125 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 125 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 125 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 125 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 125 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 125 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 125 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 125 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 125 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 125 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 126 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 126 1 dws SO: the, Input: [d]
1 3 3 7 126 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 4 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 7 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 10ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 11ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 12ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 14ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 15ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 16ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 17ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 126 18ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 126 19ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 126 20ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 126 21ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 126 22ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 126 23ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 126 24ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 126 25ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 126 26ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 126 27ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 126 28ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 126 29ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 126 30ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 126 31ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 126 32ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 126 33ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 127 1 dws SO: the, Input: [d]
1 3 3 7 127 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 11ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 127 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 127 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 127 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 127 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 127 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 127 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 127 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 127 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 127 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 127 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 127 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 127 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 127 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 127 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 127 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 127 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 127 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 127 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 127 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 127 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 127 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 127 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 127 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 127 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 128 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 128 1 dws SO: the, Input: [d]
1 3 3 7 128 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 5 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 12ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 13ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 16ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 17ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 18ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 19ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 128 20ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 128 21ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 128 22ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 128 23ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 128 24ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 128 25ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 128 26ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 128 27ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 128 28ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 128 29ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 128 30ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 128 31ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 128 32ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 128 33ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 128 34ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 128 35ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 128 36ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 128 37ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 129 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 129 1 dws SO: the, Input: [d]
1 3 3 7 129 2 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 3 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 4 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 7 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 8 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 10ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 11ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 12ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 13ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 14ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 15ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 16ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 17ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 129 18ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 129 19ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 129 20ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 129 21ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 129 22ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 129 23ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 129 24ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 129 25ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 129 26ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 129 27ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 129 28ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 129 29ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 129 30ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 129 31ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 129 32ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 129 33ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1210ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 12101 dws SO: the, Input: [d]
1 3 3 7 12102 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12103 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12104 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12107 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12108 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121010ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121011ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121012ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121013ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121014ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121015ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121016ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121017ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121018ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121019ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 121020ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121021ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 121022ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121023ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121024ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121025ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 121026ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121027ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121028ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121029ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 121030ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121031ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121032ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121033ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 12111 dws SO: the, Input: [d]
1 3 3 7 12112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12115 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12117 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12118 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121110ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121111ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121112ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121114ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121115ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121116ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121120ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121122ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 121123ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121124ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121125ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121126ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121127ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 121128ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121129ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 121130ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121131ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121132ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121133ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 121134ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121135ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121136ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121137ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 121138ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121139ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121140ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121141ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1212ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 12121 dws SO: the, Input: [d]
1 3 3 7 12122 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12123 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12124 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12126 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12127 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12128 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121210ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121211ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121212ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121214ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121215ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121216ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121217ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121218ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121219ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 121220ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121221ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 121222ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121223ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121224ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121225ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 121226ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121227ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121228ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121229ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 121230ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121231ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121232ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121233ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 12131 dws SO: the, Input: [d]
1 3 3 7 12132 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12133 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12134 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12135 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12136 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12138 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12139 ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121310ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121312ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121313ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121314ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121316ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121317ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121318ism SO: {book,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121319ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121320ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121321ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121322ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121323ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 121324ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121325ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 121326ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121327ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121328ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121329ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 121330ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121331ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121332ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121333ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 121334ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121335ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121336ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121337ipm SO: <{{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1214ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 12141 dws SO: the, Input: [d]
1 3 3 7 12142 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12143 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12144 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12146 ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12147 ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12148 ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121410ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121411ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121412ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121413ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121414ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121415ism SO: {{book,n!case},{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121416ism SO: {book,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121417ism SO: {n!case,{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121418ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121419ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 121420ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121421ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 121422ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121423ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121424ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121425ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 121426ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121427ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121428ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121429ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 121430ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121431ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121432ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121433ipm SO: <{book,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1215ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 12151 dws SO: the, Input: [d]
1 3 3 7 12152 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12153 ism SO: {{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12154 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12156 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12157 ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12158 ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 12159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121510ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121511ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121512ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121514ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121515ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121516ism SO: {book,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121517ism SO: {n!case,{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 121518ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121519ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 121520ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121521ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 121522ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121523ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121524ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121525ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 121526ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121527ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121528ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121529ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 121530ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 121531ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 121532ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 121533ipm SO: <{n!case,{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1216ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 12161 dws SO: the, Input: [d]
1 3 3 7 1217ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 12171 dws SO: the, Input: [d]
1 3 3 7 12172 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 12173 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 12174 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 12175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 12176 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 12177 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 12178 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 12179 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 121710ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 121711ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 121712ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 121713ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 121714ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 121715ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 121716ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 121717ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 121718ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 121719ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 121720ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 121721ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 121722ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 121723ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 121724ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 121725ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 1218ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 12181 dws SO: the, Input: [d]
1 3 3 7 12182 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 12183 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 12184 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 12185 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1219ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 12191 dws SO: the, Input: [d]
1 3 3 7 1220ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 12201 dws SO: the, Input: [d]
1 3 3 7 1221ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 12211 dws SO: the, Input: [d]
1 3 3 7 12212 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 12213 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 12214 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 12215 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 12216 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 12217 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 12218 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 12219 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 122110ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 122111ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 122112ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 122113ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 122114ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 122115ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 122116ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 122117ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 1222ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 12221 dws SO: the, Input: [d]
1 3 3 7 12222 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 12223 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 12224 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 12225 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1223ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 12231 dws SO: the, Input: [d]
1 3 3 7 1224ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 12241 dws SO: the, Input: [d]
1 3 3 7 1225ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 12251 dws SO: the, Input: [d]
1 3 3 7 12252 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 12253 ism SO: {{book,n!case},<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 12254 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 12255 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 12256 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 12257 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 12258 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 12259 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 1226ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 12261 dws SO: the, Input: [d]
1 3 3 7 1227ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 12271 dws SO: the, Input: [d]
1 3 3 7 12272 ism SO: {book,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 12273 ism SO: {n!case,<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 12274 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 12275 ipm SO: <<{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1228ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 12281 dws SO: the, Input: [d]
1 3 3 7 1229ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 12291 dws SO: the, Input: [d]
1 3 3 7 13ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 7 131 dws SO: the, Input: [d]
1 3 3 7 131 1 esm SO: {the,d}, Input: []
1 3 3 7 131 2 epm SO: <the,d>, Input: []
1 3 3 7 131 3 epm SO: <d,the>, Input: []
1 3 3 7 132 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 132 1 dws SO: the, Input: [d]
1 3 3 7 132 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 132 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 132 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 132 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 132 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 132 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 132 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 132 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 132 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 132 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 132 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 132 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 132 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 132 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 132 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 132 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 132 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 133 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 133 1 dws SO: the, Input: [d]
1 3 3 7 133 2 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 3 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 4 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 5 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 7 ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 8 ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 9 ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 10ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 11ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 12ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 13ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 14ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 15ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 16ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 17ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 18ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 19ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 20ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 22ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 23ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 24ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 26ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 27ism SO: {{book,n!case},{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 28ism SO: {book,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 29ism SO: {n!case,{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 133 30ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 133 31ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 133 32ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 133 33ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 133 34ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 133 35ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 133 36ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 133 37ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 133 38ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 133 39ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 133 40ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 133 41ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 133 42ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 133 43ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 133 44ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 133 45ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 133 46ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 133 47ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 133 48ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 133 49ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 133 50ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 133 51ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 133 52ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 133 53ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 133 54ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 133 55ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 133 56ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 133 57ipm SO: <{{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 134 1 dws SO: the, Input: [d]
1 3 3 7 134 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 134 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 134 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 134 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 134 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 134 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 134 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 134 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 134 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 134 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 134 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 134 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 134 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 134 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 134 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 134 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 134 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 134 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 134 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 135 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 135 1 dws SO: the, Input: [d]
1 3 3 7 135 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 135 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 135 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 135 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 135 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 135 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 135 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 135 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 135 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 135 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 135 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 135 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 135 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 135 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 135 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 135 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 135 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 136 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 136 1 dws SO: the, Input: [d]
1 3 3 7 136 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 10ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 11ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 14ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 15ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 16ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 17ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 136 18ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 136 19ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 136 20ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 136 21ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 136 22ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 136 23ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 136 24ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 136 25ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 136 26ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 136 27ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 136 28ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 136 29ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 136 30ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 136 31ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 136 32ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 136 33ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 137 1 dws SO: the, Input: [d]
1 3 3 7 137 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 11ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 137 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 137 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 137 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 137 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 137 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 137 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 137 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 137 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 137 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 137 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 137 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 137 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 137 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 137 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 137 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 137 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 137 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 137 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 137 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 137 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 137 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 137 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 137 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 137 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 138 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 138 1 dws SO: the, Input: [d]
1 3 3 7 138 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 5 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 7 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 12ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 13ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 16ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 18ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 19ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 138 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 138 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 138 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 138 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 138 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 138 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 138 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 138 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 138 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 138 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 138 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 138 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 138 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 138 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 138 34ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 138 35ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 138 36ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 138 37ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 139 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 139 1 dws SO: the, Input: [d]
1 3 3 7 139 2 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 3 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 7 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 10ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 11ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 12ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 14ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 15ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 16ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 17ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 139 18ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 139 19ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 139 20ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 139 21ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 139 22ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 139 23ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 139 24ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 139 25ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 139 26ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 139 27ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 139 28ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 139 29ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 139 30ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 139 31ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 139 32ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 139 33ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1310ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 13101 dws SO: the, Input: [d]
1 3 3 7 13102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13103 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13105 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13107 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131010ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131011ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131014ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131015ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131016ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131017ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131018ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131019ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 131020ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131021ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 131022ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131023ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131024ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131025ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 131026ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131027ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131028ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131029ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 131030ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131031ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131032ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131033ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 13111 dws SO: the, Input: [d]
1 3 3 7 13112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13117 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13119 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131110ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131111ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131112ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131114ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131115ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131122ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 131123ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131124ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131125ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131126ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131127ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 131128ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131129ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 131130ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131131ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131132ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131133ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 131134ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131135ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131136ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131137ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 131138ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131139ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131140ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131141ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1312ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 13121 dws SO: the, Input: [d]
1 3 3 7 13122 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13123 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13124 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13125 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13126 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13127 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13128 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131210ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131211ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131212ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131214ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131215ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131216ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131217ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131218ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131219ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 131220ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131221ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 131222ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131223ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131224ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131225ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 131226ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131227ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131228ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131229ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 131230ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131231ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131232ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131233ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 13131 dws SO: the, Input: [d]
1 3 3 7 13132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13133 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13134 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13135 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13136 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13137 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13138 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13139 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131310ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131312ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131313ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131314ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131316ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131317ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131318ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131319ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131320ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131321ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131322ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131323ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 131324ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131325ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 131326ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131327ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131328ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131329ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 131330ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131331ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131332ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131333ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 131334ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131335ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131336ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131337ipm SO: <{{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1314ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 13141 dws SO: the, Input: [d]
1 3 3 7 13142 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13143 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13144 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13145 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13146 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13147 ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13148 ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131410ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131411ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131412ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131414ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131415ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131416ism SO: {book,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131417ism SO: {n!case,{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131418ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131419ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 131420ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131421ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 131422ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131423ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131424ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131425ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 131426ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131427ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131428ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131429ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 131430ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131431ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131432ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131433ipm SO: <{book,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1315ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 7 13151 dws SO: the, Input: [d]
1 3 3 7 13152 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13153 ism SO: {{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13154 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13155 ism SO: {{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13156 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13157 ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13158 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 13159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131510ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131511ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131512ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131514ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131515ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131516ism SO: {book,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131517ism SO: {n!case,{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 7 131518ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131519ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 7 131520ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131521ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 131522ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131523ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131524ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131525ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 131526ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131527ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131528ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131529ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 131530ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 131531ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 131532ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 7 131533ipm SO: <{n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 7 1316ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 13161 dws SO: the, Input: [d]
1 3 3 7 1317ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 7 13171 dws SO: the, Input: [d]
1 3 3 7 13172 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 13173 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 13174 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 13175 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 13176 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 13177 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 13178 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 13179 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 131710ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 131711ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 131712ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 131713ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 7 131714ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 131715ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 131716ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 131717ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 131718ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 131719ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 131720ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 131721ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 131722ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 131723ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 131724ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 7 131725ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 7 1318ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 13181 dws SO: the, Input: [d]
1 3 3 7 13182 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 13183 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 13184 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 13185 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1319ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 13191 dws SO: the, Input: [d]
1 3 3 7 1320ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 13201 dws SO: the, Input: [d]
1 3 3 7 1321ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 13211 dws SO: the, Input: [d]
1 3 3 7 13212 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 13213 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 13214 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 13215 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 13216 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 13217 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 13218 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 13219 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 132110ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 132111ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 132112ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 132113ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 132114ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 132115ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 132116ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 132117ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 1322ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 13221 dws SO: the, Input: [d]
1 3 3 7 13222 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 13223 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 13224 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 13225 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1323ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 13231 dws SO: the, Input: [d]
1 3 3 7 1324ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 13241 dws SO: the, Input: [d]
1 3 3 7 1325ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 13251 dws SO: the, Input: [d]
1 3 3 7 13252 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 13253 ism SO: {{book,n!case},<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 13254 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 13255 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 13256 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 13257 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 13258 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 13259 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 1326ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 13261 dws SO: the, Input: [d]
1 3 3 7 1327ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 13271 dws SO: the, Input: [d]
1 3 3 7 13272 ism SO: {book,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 13273 ism SO: {n!case,<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 13274 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 13275 ipm SO: <<{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1328ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 7 13281 dws SO: the, Input: [d]
1 3 3 7 1329ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 7 13291 dws SO: the, Input: [d]
1 3 3 7 14ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 141 dws SO: the, Input: [d]
1 3 3 7 141 1 esm SO: {the,d}, Input: []
1 3 3 7 141 2 epm SO: <the,d>, Input: []
1 3 3 7 141 3 epm SO: <d,the>, Input: []
1 3 3 7 142 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 142 1 dws SO: the, Input: [d]
1 3 3 7 142 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 142 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 142 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 142 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 142 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 7 142 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 7 142 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 7 142 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 7 143 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 143 1 dws SO: the, Input: [d]
1 3 3 7 143 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 143 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 143 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 143 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 143 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 7 143 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 7 143 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 7 143 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 7 144 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 144 1 dws SO: the, Input: [d]
1 3 3 7 145 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 145 1 dws SO: the, Input: [d]
1 3 3 7 15ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 7 151 dws SO: the, Input: [d]
1 3 3 7 151 1 esm SO: {the,d}, Input: []
1 3 3 7 151 2 epm SO: <the,d>, Input: []
1 3 3 7 151 3 epm SO: <d,the>, Input: []
1 3 3 7 16ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 7 161 dws SO: the, Input: [d]
1 3 3 7 161 1 esm SO: {the,d}, Input: []
1 3 3 7 161 2 epm SO: <the,d>, Input: []
1 3 3 7 161 3 epm SO: <d,the>, Input: []
1 3 3 7 17ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 7 171 dws SO: the, Input: [d]
1 3 3 7 171 1 esm SO: {the,d}, Input: []
1 3 3 7 171 2 epm SO: <the,d>, Input: []
1 3 3 7 171 3 epm SO: <d,the>, Input: []
1 3 3 7 172 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 172 1 dws SO: the, Input: [d]
1 3 3 7 172 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 5 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 6 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 7 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 8 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 10ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 11ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 12ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 13ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 172 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 172 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 172 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 172 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 7 172 18ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 172 19ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 172 20ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 172 21ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 172 22ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 172 23ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 172 24ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 172 25ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 173 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 173 1 dws SO: the, Input: [d]
1 3 3 7 173 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 173 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 173 4 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 173 5 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 173 6 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 173 7 ism SO: {{n!case,{book,n!case}},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 173 8 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 173 9 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 173 10ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 173 11ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 173 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 173 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 7 173 14ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 173 15ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 173 16ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 173 17ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 173 18ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 173 19ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 173 20ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 173 21ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 174 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 174 1 dws SO: the, Input: [d]
1 3 3 7 174 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 174 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 174 4 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 174 5 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 174 6 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 174 7 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 174 8 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 174 9 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 174 10ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 174 11ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 174 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 174 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 7 174 14ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 174 15ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 174 16ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 174 17ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 174 18ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 174 19ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 174 20ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 174 21ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 175 1 dws SO: the, Input: [d]
1 3 3 7 175 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 3 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 5 ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 6 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 7 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 9 ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 10ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 12ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 13ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 14ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 15ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 175 16ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 175 17ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 175 18ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 175 19ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 175 20ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 175 21ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 7 175 22ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 175 23ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 175 24ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 175 25ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 175 26ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 175 27ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 175 28ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 175 29ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 176 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 176 1 dws SO: the, Input: [d]
1 3 3 7 176 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 176 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 176 4 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 176 5 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 176 6 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 176 7 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 176 8 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 176 9 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 176 10ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 176 11ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 176 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 176 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 7 176 14ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 176 15ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 176 16ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 176 17ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 176 18ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 176 19ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 176 20ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 176 21ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 177 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 177 1 dws SO: the, Input: [d]
1 3 3 7 177 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 5 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 6 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 7 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 8 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 10ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 11ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 12ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 13ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 177 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 177 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 177 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 177 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 7 177 18ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 177 19ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 177 20ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 177 21ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 177 22ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 177 23ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 177 24ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 177 25ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 178 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 178 1 dws SO: the, Input: [d]
1 3 3 7 178 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 178 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 178 4 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 178 5 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 178 6 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 178 7 ism SO: {{n!case,{book,n!case}},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 178 8 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 178 9 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 178 10ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 178 11ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 178 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 178 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 7 178 14ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 178 15ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 178 16ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 178 17ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 178 18ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 178 19ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 178 20ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 178 21ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 179 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 7 179 1 dws SO: the, Input: [d]
1 3 3 7 179 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 179 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 179 4 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 179 5 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 179 6 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 179 7 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 179 8 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 179 9 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 179 10ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 179 11ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 7 179 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 179 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 7 179 14ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 179 15ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 179 16ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 179 17ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 179 18ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 179 19ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 179 20ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 7 179 21ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 7 1710ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 17101 dws SO: the, Input: [d]
1 3 3 7 17102 ism SO: {book,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 7 17103 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 7 17104 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 17105 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1711ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 17111 dws SO: the, Input: [d]
1 3 3 7 1712ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 17121 dws SO: the, Input: [d]
1 3 3 7 1713ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 17131 dws SO: the, Input: [d]
1 3 3 7 17132 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 17133 ism SO: {{book,n!case},<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 17134 ism SO: {book,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 17135 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 17136 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 17137 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 17138 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 17139 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 1714ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 17141 dws SO: the, Input: [d]
1 3 3 7 1715ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 17151 dws SO: the, Input: [d]
1 3 3 7 17152 ism SO: {book,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 7 17153 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 7 17154 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 17155 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 1716ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 7 17161 dws SO: the, Input: [d]
1 3 3 7 1717ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 7 17171 dws SO: the, Input: [d]
1 3 3 7 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 181 dws SO: the, Input: [d]
1 3 3 7 181 1 esm SO: {the,d}, Input: []
1 3 3 7 181 2 epm SO: <the,d>, Input: []
1 3 3 7 181 3 epm SO: <d,the>, Input: []
1 3 3 7 182 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 182 1 dws SO: the, Input: [d]
1 3 3 7 182 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 182 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 182 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 182 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 182 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 7 182 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 7 182 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 7 182 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 7 183 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 183 1 dws SO: the, Input: [d]
1 3 3 7 183 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 183 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 183 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 183 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 183 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 7 183 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 7 183 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 7 183 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 7 184 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 184 1 dws SO: the, Input: [d]
1 3 3 7 185 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 185 1 dws SO: the, Input: [d]
1 3 3 7 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 7 191 dws SO: the, Input: [d]
1 3 3 7 191 1 esm SO: {the,d}, Input: []
1 3 3 7 191 2 epm SO: <the,d>, Input: []
1 3 3 7 191 3 epm SO: <d,the>, Input: []
1 3 3 7 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 7 201 dws SO: the, Input: [d]
1 3 3 7 201 1 esm SO: {the,d}, Input: []
1 3 3 7 201 2 epm SO: <the,d>, Input: []
1 3 3 7 201 3 epm SO: <d,the>, Input: []
1 3 3 7 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 7 211 dws SO: the, Input: [d]
1 3 3 7 211 1 esm SO: {the,d}, Input: []
1 3 3 7 211 2 epm SO: <the,d>, Input: []
1 3 3 7 211 3 epm SO: <d,the>, Input: []
1 3 3 7 212 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 212 1 dws SO: the, Input: [d]
1 3 3 7 212 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 212 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 212 4 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 212 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 212 6 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 212 7 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 212 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 7 212 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 7 212 10ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 7 212 11ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 212 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 7 212 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 7 213 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 213 1 dws SO: the, Input: [d]
1 3 3 7 213 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 213 3 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 213 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 213 5 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 213 6 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 213 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 213 8 ism SO: {book,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 213 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 213 10ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 213 11ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 7 213 12ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 7 213 13ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 7 213 14ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 7 213 15ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 213 16ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 7 213 17ipm SO: <{{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 7 214 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 214 1 dws SO: the, Input: [d]
1 3 3 7 214 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 214 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 214 4 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 214 5 ism SO: {{book,n!case},{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 214 6 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 214 7 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 214 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 7 214 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 7 214 10ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 7 214 11ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 214 12ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 7 214 13ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 7 215 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 7 215 1 dws SO: the, Input: [d]
1 3 3 7 215 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 215 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 215 4 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 215 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 215 6 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 215 7 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 7 215 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 7 215 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 7 215 10ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 7 215 11ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 7 215 12ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 7 215 13ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 7 216 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 216 1 dws SO: the, Input: [d]
1 3 3 7 217 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 7 217 1 dws SO: the, Input: [d]
1 3 3 7 217 2 ism SO: {book,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 7 217 3 ism SO: {n!case,<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 7 217 4 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 217 5 ipm SO: <<<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 218 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 7 218 1 dws SO: the, Input: [d]
1 3 3 7 219 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 7 219 1 dws SO: the, Input: [d]
1 3 3 7 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 7 221 dws SO: the, Input: [d]
1 3 3 7 221 1 esm SO: {the,d}, Input: []
1 3 3 7 221 2 epm SO: <the,d>, Input: []
1 3 3 7 221 3 epm SO: <d,the>, Input: []
1 3 3 7 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 7 231 dws SO: the, Input: [d]
1 3 3 7 231 1 esm SO: {the,d}, Input: []
1 3 3 7 231 2 epm SO: <the,d>, Input: []
1 3 3 7 231 3 epm SO: <d,the>, Input: []
1 3 3 7 232 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 232 1 dws SO: the, Input: [d]
1 3 3 7 232 2 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 232 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 232 4 ism SO: {book,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 232 5 ism SO: {n!case,{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 232 6 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 7 232 7 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 7 232 8 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 7 232 9 ipm SO: <{book,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 7 233 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 7 233 1 dws SO: the, Input: [d]
1 3 3 7 233 2 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 233 3 ism SO: {<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 233 4 ism SO: {book,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 233 5 ism SO: {n!case,{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 7 233 6 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 7 233 7 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 7 233 8 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 7 233 9 ipm SO: <{n!case,<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 7 234 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 7 234 1 dws SO: the, Input: [d]
1 3 3 7 235 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 7 235 1 dws SO: the, Input: [d]
1 3 3 7 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 7 241 dws SO: the, Input: [d]
1 3 3 7 241 1 esm SO: {the,d}, Input: []
1 3 3 7 241 2 epm SO: <the,d>, Input: []
1 3 3 7 241 3 epm SO: <d,the>, Input: []
1 3 3 7 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 7 251 dws SO: the, Input: [d]
1 3 3 7 251 1 esm SO: {the,d}, Input: []
1 3 3 7 251 2 epm SO: <the,d>, Input: []
1 3 3 7 251 3 epm SO: <d,the>, Input: []
1 3 3 8 ism SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 3 8 1 dws SO: the, Input: [d]
1 3 3 8 1 1 esm SO: {the,d}, Input: []
1 3 3 8 1 1 1 uws SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 8 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 8 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 8 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 8 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 8 1 2 epm SO: <the,d>, Input: []
1 3 3 8 1 2 1 uws SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 8 1 3 epm SO: <d,the>, Input: []
1 3 3 8 1 3 1 uws SO: {book,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 8 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 8 2 1 dws SO: the, Input: [d]
1 3 3 8 2 1 1 esm SO: {the,d}, Input: []
1 3 3 8 2 1 2 epm SO: <the,d>, Input: []
1 3 3 8 2 1 3 epm SO: <d,the>, Input: []
1 3 3 8 2 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 1 dws SO: the, Input: [d]
1 3 3 8 2 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 2 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 2 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 2 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 2 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 2 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 2 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 2 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 2 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 2 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 2 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 2 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 2 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 2 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 2 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 3 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 1 dws SO: the, Input: [d]
1 3 3 8 2 3 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 13ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 14ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 3 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 3 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 3 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 3 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 3 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 3 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 3 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 3 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 3 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 3 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 3 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 3 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 3 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 3 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 3 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 3 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 3 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 3 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 3 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 3 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 3 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 3 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 3 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 3 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 1 dws SO: the, Input: [d]
1 3 3 8 2 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 4 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 4 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 4 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 4 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 4 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 4 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 4 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 4 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 4 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 4 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 4 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 4 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 4 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 4 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 1 dws SO: the, Input: [d]
1 3 3 8 2 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 11ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 1 dws SO: the, Input: [d]
1 3 3 8 2 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 5 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 14ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 1 dws SO: the, Input: [d]
1 3 3 8 2 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 7 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 7 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 7 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 7 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 7 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 7 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 7 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 7 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 7 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 7 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 7 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 7 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 7 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 7 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 1 dws SO: the, Input: [d]
1 3 3 8 2 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 12ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 1 dws SO: the, Input: [d]
1 3 3 8 2 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 7 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 13ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 18ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 9 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 9 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 9 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 9 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 9 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 9 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 9 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 9 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 9 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 9 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 9 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 9 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 9 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 9 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 9 34ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 9 35ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 9 36ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 9 37ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 101 dws SO: the, Input: [d]
1 3 3 8 2 102 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 103 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 104 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 106 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 108 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 109 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1010ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1011ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1012ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1013ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1014ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1015ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1016ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 1017ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 1018ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1019ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 1020ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1021ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 1022ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1023ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1024ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 1025ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 1026ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 1027ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1028ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1029ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 111 dws SO: the, Input: [d]
1 3 3 8 2 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 115 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1114ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 12ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 121 dws SO: the, Input: [d]
1 3 3 8 2 122 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 123 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 124 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 126 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 129 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1211ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1212ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1214ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1216ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1217ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 1218ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1219ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 1220ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1221ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 1222ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1223ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1224ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 1225ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 1226ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 1227ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1228ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1229ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 13ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 2 131 dws SO: the, Input: [d]
1 3 3 8 2 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 133 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1311ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1312ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 2 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 2 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 2 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 14ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 2 141 dws SO: the, Input: [d]
1 3 3 8 2 15ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 2 151 dws SO: the, Input: [d]
1 3 3 8 2 152 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 2 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 2 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 2 155 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 2 156 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 2 157 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 2 158 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 2 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 2 1510ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 2 1511ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 2 1512ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 2 1513ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 1514ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1515ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 2 1516ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 2 1517ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 1518ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 2 1519ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1520ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 2 1521ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 2 16ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 2 161 dws SO: the, Input: [d]
1 3 3 8 2 17ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 2 171 dws SO: the, Input: [d]
1 3 3 8 2 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 2 173 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 2 174 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 2 175 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 2 176 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 2 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 2 178 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 2 179 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 2 1710ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1711ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 2 1712ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 2 1713ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 1714ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 2 1715ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 1716ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 2 1717ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 2 18ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 181 dws SO: the, Input: [d]
1 3 3 8 2 182 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 2 183 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 2 184 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 2 185 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 2 19ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 2 191 dws SO: the, Input: [d]
1 3 3 8 2 20ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 201 dws SO: the, Input: [d]
1 3 3 8 2 21ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 2 211 dws SO: the, Input: [d]
1 3 3 8 2 212 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 2 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 2 214 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 2 215 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 2 216 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 2 217 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 218 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 2 219 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 2 22ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 221 dws SO: the, Input: [d]
1 3 3 8 2 23ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 2 231 dws SO: the, Input: [d]
1 3 3 8 2 232 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 2 233 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 2 234 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 2 235 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 2 24ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 2 241 dws SO: the, Input: [d]
1 3 3 8 2 25ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 2 251 dws SO: the, Input: [d]
1 3 3 8 3 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 8 3 1 dws SO: the, Input: [d]
1 3 3 8 3 1 1 esm SO: {the,d}, Input: []
1 3 3 8 3 1 2 epm SO: <the,d>, Input: []
1 3 3 8 3 1 3 epm SO: <d,the>, Input: []
1 3 3 8 3 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 1 dws SO: the, Input: [d]
1 3 3 8 3 2 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 11ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 12ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 13ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 17ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 21ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 24ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 25ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 26ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 28ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 29ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 30ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 31ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 2 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 2 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 2 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 2 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 2 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 2 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 2 54ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2 55ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2 56ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2 57ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 2 58ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2 59ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2 60ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2 61ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 1 dws SO: the, Input: [d]
1 3 3 8 3 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 16ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 3 26ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 3 27ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 3 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 3 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 3 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 3 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 3 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 3 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 3 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 3 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 3 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 3 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 3 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 3 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 3 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 3 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 3 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 3 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 3 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 3 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 3 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 3 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 3 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 3 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 1 dws SO: the, Input: [d]
1 3 3 8 3 4 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 14ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 19ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 21ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 22ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 23ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 4 24ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 4 25ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 4 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 4 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 4 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 4 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 4 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 4 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 4 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 4 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 4 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 4 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 4 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 4 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 4 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 4 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 4 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 4 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 4 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 4 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 4 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 4 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 1 dws SO: the, Input: [d]
1 3 3 8 3 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 14ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 19ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 22ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 23ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 5 24ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 5 25ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 5 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 5 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 5 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 5 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 5 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 5 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 5 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 5 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 5 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 5 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 5 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 5 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 5 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 5 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 5 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 5 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 5 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 5 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 5 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 5 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 1 dws SO: the, Input: [d]
1 3 3 8 3 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 5 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 7 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 9 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 10ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 11ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 15ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 17ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 18ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 20ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 21ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 22ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 24ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 26ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 27ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 6 28ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 6 29ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 6 30ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 6 31ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 6 32ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 6 33ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 6 34ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 6 35ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 6 36ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 6 37ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 6 38ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 6 39ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 6 40ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 6 41ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 6 42ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 6 43ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 6 44ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 6 45ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 6 46ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 6 47ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 6 48ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 6 49ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 6 50ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 6 51ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 6 52ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 6 53ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 1 dws SO: the, Input: [d]
1 3 3 8 3 7 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 14ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 19ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 22ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 23ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 7 24ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 7 25ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 7 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 7 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 7 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 7 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 7 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 7 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 7 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 7 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 7 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 7 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 7 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 7 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 7 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 7 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 7 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 7 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 7 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 7 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 7 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 7 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 1 dws SO: the, Input: [d]
1 3 3 8 3 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 16ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 8 26ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 8 27ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 8 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 8 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 8 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 8 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 8 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 8 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 8 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 8 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 8 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 8 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 8 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 8 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 8 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 8 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 8 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 8 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 8 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 8 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 8 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 8 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 8 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 8 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 1 dws SO: the, Input: [d]
1 3 3 8 3 9 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 14ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 19ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 21ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 22ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 23ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 9 24ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 9 25ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 9 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 9 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 9 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 9 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 9 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 9 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 9 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 9 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 9 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 9 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 9 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 9 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 9 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 9 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 9 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 9 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 9 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 9 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 9 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 9 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 101 dws SO: the, Input: [d]
1 3 3 8 3 102 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 103 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 104 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 106 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 107 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 108 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 109 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1011ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1012ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1013ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1014ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1017ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1018ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1019ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1020ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1021ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1022ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1023ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1024ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1025ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 1026ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1027ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1028ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1029ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1030ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1031ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1032ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1033ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1034ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1035ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 1036ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1037ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1038ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1039ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1040ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1041ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1042ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1043ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1044ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1045ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 11ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 111 dws SO: the, Input: [d]
1 3 3 8 3 112 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 113 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 114 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 115 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 116 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 117 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 118 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 119 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1110ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1111ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1112ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1113ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1114ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1115ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1116ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1117ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1118ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1119ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1120ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1121ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1122ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1123ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1124ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1125ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1126ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1127ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1128ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1129ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1130ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1131ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1132ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1133ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1134ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 1135ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1136ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1137ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1138ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1139ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1140ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1141ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1142ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1143ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1144ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1145ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 1146ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1147ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1148ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1149ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1150ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1151ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1152ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1153ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1154ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1155ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 1156ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1157ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1158ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1159ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1160ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1161ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1162ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1163ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1164ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1165ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 121 dws SO: the, Input: [d]
1 3 3 8 3 122 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 123 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 124 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 125 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 126 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 127 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 128 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 129 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1210ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1211ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1212ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1213ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1214ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1216ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1217ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1218ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1219ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1220ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1221ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1222ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1223ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1224ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1225ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 1226ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1227ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1228ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1229ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1230ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1231ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1232ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1233ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1234ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1235ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 1236ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1237ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1238ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1239ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1240ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1241ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1242ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1243ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1244ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1245ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 131 dws SO: the, Input: [d]
1 3 3 8 3 132 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 133 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 134 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 135 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 136 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 137 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 138 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 139 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1310ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1311ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1312ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1313ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1314ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1315ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1316ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1317ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1318ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1319ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1320ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1321ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1322ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1323ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1324ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1325ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1326ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1327ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1328ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1329ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1330ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1331ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1332ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1333ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1334ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1335ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1336ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1337ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1338ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1339ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1340ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1341ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 1342ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1343ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1344ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1345ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1346ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1347ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1348ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1349ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1350ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1351ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 1352ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1353ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1354ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1355ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1356ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1357ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1358ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1359ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1360ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1361ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 141 dws SO: the, Input: [d]
1 3 3 8 3 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 143 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 145 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 146 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 148 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1410ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1411ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1413ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1415ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1416ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1417ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1419ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1421ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1422ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1423ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1424ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1425ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1426ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1427ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1428ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1429ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 1430ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1431ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1432ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1433ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1434ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1435ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1436ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1437ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1438ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1439ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 1440ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1441ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1442ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1443ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1444ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1445ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1446ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1447ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1448ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1449ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 151 dws SO: the, Input: [d]
1 3 3 8 3 152 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 153 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 154 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 155 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 156 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 157 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 158 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 159 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1510ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1511ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1512ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1513ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1514ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1515ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1516ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1517ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1518ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1519ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1520ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1521ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1522ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1523ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1524ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1525ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 1526ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1527ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1528ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1529ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1530ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1531ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1532ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1533ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1534ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1535ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 1536ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1537ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1538ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1539ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1540ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1541ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1542ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1543ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1544ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1545ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 161 dws SO: the, Input: [d]
1 3 3 8 3 162 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 163 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 164 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 166 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 167 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 168 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 169 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1611ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1612ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1613ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1614ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1615ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1617ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1618ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1619ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1620ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1621ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1622ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1623ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1624ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1625ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 1626ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1627ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1628ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1629ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1630ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1631ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1632ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1633ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1634ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1635ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 1636ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1637ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1638ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1639ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1640ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1641ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1642ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1643ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1644ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1645ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 17ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 171 dws SO: the, Input: [d]
1 3 3 8 3 172 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 173 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 174 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 175 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 176 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 177 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 178 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 179 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1710ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1711ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1712ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1713ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1714ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1715ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1716ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1717ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1718ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1719ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1720ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1721ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1722ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1723ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1724ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1725ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1726ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1727ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1728ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1729ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1730ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1731ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1732ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1733ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 1734ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1735ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1736ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1737ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1738ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1739ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1740ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1741ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1742ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1743ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 1744ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1745ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1746ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1747ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1748ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1749ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1750ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1751ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1752ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1753ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 181 dws SO: the, Input: [d]
1 3 3 8 3 182 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 183 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 184 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 185 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 186 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 187 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 188 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 189 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1810ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1811ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1812ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1813ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1814ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1815ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1816ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1817ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1818ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1819ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1820ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1821ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1822ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1823ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1824ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1825ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 1826ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1827ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1828ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1829ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1830ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1831ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1832ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1833ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1834ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1835ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 1836ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1837ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1838ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1839ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1840ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1841ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1842ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1843ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1844ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1845ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 19ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 191 dws SO: the, Input: [d]
1 3 3 8 3 192 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 193 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 194 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 195 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 196 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 197 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 198 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 199 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1910ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1911ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1912ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1913ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1914ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1915ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1916ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1917ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1918ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1919ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1920ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1921ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1922ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1923ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1924ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1925ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 1926ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1927ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1928ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1929ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 1930ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1931ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1932ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1933ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1934ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1935ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1936ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1937ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1938ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1939ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 1940ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1941ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 1942ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1943ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1944ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1945ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 1946ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 1947ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 1948ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 1949ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 20ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 201 dws SO: the, Input: [d]
1 3 3 8 3 202 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 203 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 204 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 205 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 206 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 207 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 208 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 209 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2010ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2011ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2012ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2013ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2014ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2016ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2017ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2018ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2019ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2020ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2021ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2022ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2023ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2024ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2025ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 2026ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 2027ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2028ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2029ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2030ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 2031ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2032ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2033ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2034ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2035ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 2036ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2037ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 2038ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2039ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2040ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2041ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 2042ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2043ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2044ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2045ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 21ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 3 211 dws SO: the, Input: [d]
1 3 3 8 3 212 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 213 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 214 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 215 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 216 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 217 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 218 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 219 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2110ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2111ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2112ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2113ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2114ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2115ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2116ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2117ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2118ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2119ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2120ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2121ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2122ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2123ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 3 2124ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2125ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 3 2126ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 2127ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2128ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2129ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2130ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 2131ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2132ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2133ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2134ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2135ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 2136ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2137ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 2138ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2139ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2140ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2141ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 2142ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 2143ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2144ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 3 2145ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 22ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 221 dws SO: the, Input: [d]
1 3 3 8 3 222 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 223 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 224 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 225 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 226 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 227 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 228 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 229 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 2210ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2211ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 3 2212ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 2213ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 2214ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 2215ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 2216ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 3 2217ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 23ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 231 dws SO: the, Input: [d]
1 3 3 8 3 232 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 3 233 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 3 234 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 3 235 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 3 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 3 241 dws SO: the, Input: [d]
1 3 3 8 3 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 251 dws SO: the, Input: [d]
1 3 3 8 3 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 261 dws SO: the, Input: [d]
1 3 3 8 3 262 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 3 263 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 3 264 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 3 265 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 3 266 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 267 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 268 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 3 269 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 271 dws SO: the, Input: [d]
1 3 3 8 3 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 281 dws SO: the, Input: [d]
1 3 3 8 3 282 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 3 283 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 3 284 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 3 285 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 3 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 3 291 dws SO: the, Input: [d]
1 3 3 8 3 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 301 dws SO: the, Input: [d]
1 3 3 8 3 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 3 311 dws SO: the, Input: [d]
1 3 3 8 3 312 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 3 313 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 3 314 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 3 315 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 3 316 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 3 317 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 3 318 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 3 319 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 3 3110ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 3 3111ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 3 3112ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 3 3113ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 3114ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 3115ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 3 3116ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 3117ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 3118ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 3119ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 3120ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 3 3121ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 3 321 dws SO: the, Input: [d]
1 3 3 8 3 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 3 331 dws SO: the, Input: [d]
1 3 3 8 3 332 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 333 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 334 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 335 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 336 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 337 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 338 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 339 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 3 3310ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 3311ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 3 3312ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 3313ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 3314ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 3315ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 3316ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 3 3317ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 341 dws SO: the, Input: [d]
1 3 3 8 3 342 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 3 343 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 3 344 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 3 345 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 3 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 3 351 dws SO: the, Input: [d]
1 3 3 8 3 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 361 dws SO: the, Input: [d]
1 3 3 8 3 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 3 371 dws SO: the, Input: [d]
1 3 3 8 3 372 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 3 373 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 3 374 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 3 375 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 3 376 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 377 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 378 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 3 379 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 3 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 381 dws SO: the, Input: [d]
1 3 3 8 3 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 3 391 dws SO: the, Input: [d]
1 3 3 8 3 392 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 3 393 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 3 394 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 3 395 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 3 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 3 401 dws SO: the, Input: [d]
1 3 3 8 3 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 3 411 dws SO: the, Input: [d]
1 3 3 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 8 4 1 dws SO: the, Input: [d]
1 3 3 8 4 1 1 esm SO: {the,d}, Input: []
1 3 3 8 4 1 2 epm SO: <the,d>, Input: []
1 3 3 8 4 1 3 epm SO: <d,the>, Input: []
1 3 3 8 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 1 dws SO: the, Input: [d]
1 3 3 8 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 5 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 1 dws SO: the, Input: [d]
1 3 3 8 4 3 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 3 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 3 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 3 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 3 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 3 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 3 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 3 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 3 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 3 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 3 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 3 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 3 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 3 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 3 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 3 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 3 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 1 dws SO: the, Input: [d]
1 3 3 8 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 11ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 14ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 16ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 17ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 4 18ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 4 19ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 4 20ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 4 21ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 4 22ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 4 23ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 4 24ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 4 25ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 4 26ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 4 27ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 4 28ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 4 29ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 4 30ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 4 31ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 4 32ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 4 33ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 1 dws SO: the, Input: [d]
1 3 3 8 4 5 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 13ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 14ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 15ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 16ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 17ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 18ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 20ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 21ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 23ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 24ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 25ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 26ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 27ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 5 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 5 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 5 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 5 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 5 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 5 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 5 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 5 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 5 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 5 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 5 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 5 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 5 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 5 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 5 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 5 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 5 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 5 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 5 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 5 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 5 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 5 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 5 50ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 5 51ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 5 52ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 5 53ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 1 dws SO: the, Input: [d]
1 3 3 8 4 6 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 6 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 6 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 6 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 6 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 6 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 6 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 6 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 6 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 6 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 6 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 6 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 6 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 6 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 6 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 6 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 6 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 1 dws SO: the, Input: [d]
1 3 3 8 4 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 11ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 16ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 1 dws SO: the, Input: [d]
1 3 3 8 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 5 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 8 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 8 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 1 dws SO: the, Input: [d]
1 3 3 8 4 9 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 9 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 9 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 9 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 9 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 9 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 9 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 9 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 9 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 9 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 9 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 9 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 9 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 9 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 9 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 9 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 9 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 101 dws SO: the, Input: [d]
1 3 3 8 4 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 103 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 105 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 107 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 108 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1011ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1014ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1016ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1017ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1018ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1019ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 1020ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1021ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1022ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1023ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 1024ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1025ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 1026ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1027ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1028ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1029ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 1030ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1031ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1032ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1033ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 111 dws SO: the, Input: [d]
1 3 3 8 4 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 117 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1111ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1112ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1115ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 12ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 121 dws SO: the, Input: [d]
1 3 3 8 4 122 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 123 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 125 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 126 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 127 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 128 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1211ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1212ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1214ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1216ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1217ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1218ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1219ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 1220ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1221ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1222ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1223ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 1224ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1225ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 1226ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1227ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1228ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1229ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 1230ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1231ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1232ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1233ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 13ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 131 dws SO: the, Input: [d]
1 3 3 8 4 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 133 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 135 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 137 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 139 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1310ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1313ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1318ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1320ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1321ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1322ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1323ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 1324ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1325ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1326ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1327ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 1328ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1329ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 1330ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1331ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1332ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1333ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 1334ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1335ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1336ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1337ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 141 dws SO: the, Input: [d]
1 3 3 8 4 142 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 143 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 145 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 146 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 147 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 148 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1411ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1412ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1414ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1415ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1416ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1417ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1418ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1419ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 1420ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1421ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1422ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1423ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 1424ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1425ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 1426ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1427ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1428ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1429ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 1430ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1431ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1432ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1433ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 15ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 4 151 dws SO: the, Input: [d]
1 3 3 8 4 152 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 153 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 155 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 156 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 157 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 158 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1511ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1512ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1514ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1516ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1517ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 4 1518ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1519ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 4 1520ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1521ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1522ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1523ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 1524ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1525ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 1526ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1527ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1528ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1529ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 1530ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 1531ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1532ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 4 1533ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 16ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 161 dws SO: the, Input: [d]
1 3 3 8 4 162 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 4 163 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 4 164 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 4 165 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 4 17ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 4 171 dws SO: the, Input: [d]
1 3 3 8 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 181 dws SO: the, Input: [d]
1 3 3 8 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 4 191 dws SO: the, Input: [d]
1 3 3 8 4 192 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 4 193 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 4 194 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 4 195 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 4 196 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 4 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 4 198 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 4 199 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 4 1910ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 4 1911ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 4 1912ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 4 1913ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 1914ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1915ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 4 1916ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 4 1917ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 1918ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 4 1919ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 1920ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 4 1921ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 4 201 dws SO: the, Input: [d]
1 3 3 8 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 4 211 dws SO: the, Input: [d]
1 3 3 8 4 212 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 4 213 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 4 214 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 4 215 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 4 216 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 4 217 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 4 218 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 4 219 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 4 2110ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 2111ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 4 2112ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 4 2113ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 2114ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 4 2115ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 2116ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 4 2117ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 221 dws SO: the, Input: [d]
1 3 3 8 4 222 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 4 223 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 4 224 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 4 225 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 4 231 dws SO: the, Input: [d]
1 3 3 8 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 241 dws SO: the, Input: [d]
1 3 3 8 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 4 251 dws SO: the, Input: [d]
1 3 3 8 4 252 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 4 253 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 4 254 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 4 255 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 4 256 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 4 257 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 258 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 4 259 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 261 dws SO: the, Input: [d]
1 3 3 8 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 4 271 dws SO: the, Input: [d]
1 3 3 8 4 272 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 4 273 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 4 274 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 4 275 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 4 281 dws SO: the, Input: [d]
1 3 3 8 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 4 291 dws SO: the, Input: [d]
1 3 3 8 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 8 5 1 dws SO: the, Input: [d]
1 3 3 8 5 1 1 esm SO: {the,d}, Input: []
1 3 3 8 5 1 2 epm SO: <the,d>, Input: []
1 3 3 8 5 1 3 epm SO: <d,the>, Input: []
1 3 3 8 5 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 1 dws SO: the, Input: [d]
1 3 3 8 5 2 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 2 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 2 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 2 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 2 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 2 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 2 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 2 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 2 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 2 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 2 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 2 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 2 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 2 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 2 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 3 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 1 dws SO: the, Input: [d]
1 3 3 8 5 3 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 13ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 14ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 3 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 3 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 3 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 3 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 3 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 3 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 3 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 3 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 3 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 3 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 3 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 3 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 3 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 3 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 3 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 3 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 3 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 3 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 3 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 3 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 3 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 3 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 3 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 3 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 1 dws SO: the, Input: [d]
1 3 3 8 5 4 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 4 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 4 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 4 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 4 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 4 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 4 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 4 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 4 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 4 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 4 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 4 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 4 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 4 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 4 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 1 dws SO: the, Input: [d]
1 3 3 8 5 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 11ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 1 dws SO: the, Input: [d]
1 3 3 8 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 5 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 14ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 6 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 6 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 6 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 6 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 6 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 6 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 6 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 6 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 6 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 6 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 6 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 6 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 6 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 6 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 6 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 6 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 1 dws SO: the, Input: [d]
1 3 3 8 5 7 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 7 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 7 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 7 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 7 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 7 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 7 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 7 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 7 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 7 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 7 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 7 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 7 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 7 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 7 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 1 dws SO: the, Input: [d]
1 3 3 8 5 8 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 12ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 8 16ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 8 17ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 8 18ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 8 19ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 8 20ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 8 21ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 8 22ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 8 23ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 8 24ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 8 25ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 8 26ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 8 27ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 8 28ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 8 29ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 9 ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 1 dws SO: the, Input: [d]
1 3 3 8 5 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 7 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 13ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 18ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 9 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 9 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 9 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 9 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 9 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 9 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 9 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 9 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 9 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 9 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 9 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 9 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 9 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 9 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 9 34ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 9 35ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 9 36ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 9 37ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 101 dws SO: the, Input: [d]
1 3 3 8 5 102 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 103 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 104 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 106 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 108 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 109 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1010ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1011ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1012ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1013ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1014ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1015ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1016ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 1017ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 1018ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1019ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 1020ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1021ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 1022ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1023ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1024ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 1025ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 1026ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 1027ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1028ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1029ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 11ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 111 dws SO: the, Input: [d]
1 3 3 8 5 112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 115 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1114ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 1121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 1122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 1124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 1126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 1129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 1130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 1131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 12ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 121 dws SO: the, Input: [d]
1 3 3 8 5 122 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 123 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 124 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 126 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 129 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1210ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1211ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1212ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1214ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1215ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1216ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1217ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 1218ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1219ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 1220ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1221ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 1222ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1223ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1224ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 1225ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 1226ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 1227ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1228ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1229ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 13ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 5 131 dws SO: the, Input: [d]
1 3 3 8 5 132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 133 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1311ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1312ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1314ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 5 1316ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 1317ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 5 1318ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1319ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 1320ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1321ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 1322ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1323ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1324ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 1325ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 1326ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 1327ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1328ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 5 1329ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 14ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 5 141 dws SO: the, Input: [d]
1 3 3 8 5 15ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 5 151 dws SO: the, Input: [d]
1 3 3 8 5 152 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 5 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 5 154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 5 155 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 5 156 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 5 157 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 5 158 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 5 159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 5 1510ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 5 1511ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 5 1512ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 5 1513ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 1514ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1515ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 5 1516ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 5 1517ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 1518ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 5 1519ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1520ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 5 1521ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 5 16ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 5 161 dws SO: the, Input: [d]
1 3 3 8 5 17ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 5 171 dws SO: the, Input: [d]
1 3 3 8 5 172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 5 173 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 5 174 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 5 175 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 5 176 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 5 177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 5 178 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 5 179 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 5 1710ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1711ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 5 1712ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 5 1713ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 1714ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 5 1715ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 1716ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 5 1717ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 5 18ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 181 dws SO: the, Input: [d]
1 3 3 8 5 182 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 5 183 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 5 184 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 5 185 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 5 19ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 5 191 dws SO: the, Input: [d]
1 3 3 8 5 20ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 201 dws SO: the, Input: [d]
1 3 3 8 5 21ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 5 211 dws SO: the, Input: [d]
1 3 3 8 5 212 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 5 213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 5 214 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 5 215 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 5 216 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 5 217 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 218 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 5 219 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 5 22ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 221 dws SO: the, Input: [d]
1 3 3 8 5 23ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 5 231 dws SO: the, Input: [d]
1 3 3 8 5 232 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 5 233 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 5 234 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 5 235 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 5 24ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 5 241 dws SO: the, Input: [d]
1 3 3 8 5 25ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 5 251 dws SO: the, Input: [d]
1 3 3 8 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 8 6 1 dws SO: the, Input: [d]
1 3 3 8 6 1 1 esm SO: {the,d}, Input: []
1 3 3 8 6 1 2 epm SO: <the,d>, Input: []
1 3 3 8 6 1 3 epm SO: <d,the>, Input: []
1 3 3 8 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 1 dws SO: the, Input: [d]
1 3 3 8 6 2 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 2 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 2 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 2 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 2 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 2 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 2 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 2 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 2 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 2 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 2 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 2 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 2 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 2 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 2 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 3 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 1 dws SO: the, Input: [d]
1 3 3 8 6 3 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 13ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 14ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 3 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 3 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 3 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 3 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 3 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 3 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 3 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 3 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 3 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 3 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 3 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 3 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 3 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 3 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 3 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 3 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 3 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 3 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 3 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 3 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 3 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 3 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 3 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 3 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 1 dws SO: the, Input: [d]
1 3 3 8 6 4 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 4 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 4 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 4 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 4 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 4 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 4 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 4 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 4 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 4 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 4 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 4 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 4 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 4 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 4 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 1 dws SO: the, Input: [d]
1 3 3 8 6 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 11ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 1 dws SO: the, Input: [d]
1 3 3 8 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 5 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 14ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 6 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 6 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 6 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 6 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 6 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 6 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 6 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 6 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 6 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 6 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 6 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 6 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 6 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 6 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 6 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 6 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 1 dws SO: the, Input: [d]
1 3 3 8 6 7 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 7 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 7 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 7 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 7 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 7 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 7 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 7 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 7 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 7 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 7 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 7 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 7 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 7 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 7 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 1 dws SO: the, Input: [d]
1 3 3 8 6 8 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 8 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 8 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 8 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 8 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 8 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 8 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 8 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 8 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 8 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 8 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 8 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 8 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 8 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 8 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 1 dws SO: the, Input: [d]
1 3 3 8 6 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 7 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 101 dws SO: the, Input: [d]
1 3 3 8 6 102 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 103 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 104 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 106 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 108 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 109 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1010ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1012ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1013ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1014ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1015ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1016ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1017ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 1018ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1019ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 1020ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1021ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 1022ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1023ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1024ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1025ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 1026ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1027ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1028ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1029ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 11ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 111 dws SO: the, Input: [d]
1 3 3 8 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 115 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1114ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 1122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 1124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 1126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 1130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 12ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 121 dws SO: the, Input: [d]
1 3 3 8 6 122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 123 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1212ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1214ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1216ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1217ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 1218ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1219ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 1220ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1221ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 1222ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1223ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1224ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1225ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 1226ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1227ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1228ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1229ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 13ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 6 131 dws SO: the, Input: [d]
1 3 3 8 6 132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 133 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1312ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 6 1316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 6 1318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 1320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 1322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 1326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 1327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 6 1329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 14ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 141 dws SO: the, Input: [d]
1 3 3 8 6 15ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 6 151 dws SO: the, Input: [d]
1 3 3 8 6 152 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 6 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 6 154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 6 155 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 6 156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 6 157 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 6 158 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 6 159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 6 1510ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 6 1511ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 6 1512ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 6 1513ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 1514ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1515ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 6 1516ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 6 1517ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 1518ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 6 1519ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1520ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 6 1521ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 6 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 6 161 dws SO: the, Input: [d]
1 3 3 8 6 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 6 171 dws SO: the, Input: [d]
1 3 3 8 6 172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 6 173 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 6 174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 6 175 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 6 176 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 6 177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 6 178 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 6 179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 6 1710ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1711ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 6 1712ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 6 1713ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 1714ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 6 1715ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 1716ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 6 1717ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 6 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 181 dws SO: the, Input: [d]
1 3 3 8 6 182 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 6 183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 6 184 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 6 185 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 6 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 6 191 dws SO: the, Input: [d]
1 3 3 8 6 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 201 dws SO: the, Input: [d]
1 3 3 8 6 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 6 211 dws SO: the, Input: [d]
1 3 3 8 6 212 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 6 213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 6 214 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 6 215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 6 216 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 6 217 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 218 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 6 219 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 6 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 221 dws SO: the, Input: [d]
1 3 3 8 6 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 6 231 dws SO: the, Input: [d]
1 3 3 8 6 232 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 6 233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 6 234 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 6 235 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 6 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 6 241 dws SO: the, Input: [d]
1 3 3 8 6 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 6 251 dws SO: the, Input: [d]
1 3 3 8 7 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 8 7 1 dws SO: the, Input: [d]
1 3 3 8 7 1 1 esm SO: {the,d}, Input: []
1 3 3 8 7 1 2 epm SO: <the,d>, Input: []
1 3 3 8 7 1 3 epm SO: <d,the>, Input: []
1 3 3 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 1 dws SO: the, Input: [d]
1 3 3 8 7 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 7 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 14ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 1 dws SO: the, Input: [d]
1 3 3 8 7 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 3 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 1 dws SO: the, Input: [d]
1 3 3 8 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 5 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 11ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 12ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 20ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 21ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 1 dws SO: the, Input: [d]
1 3 3 8 7 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 3 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 18ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 5 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 5 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 5 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 5 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 5 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 5 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 5 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 5 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 5 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 5 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 5 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 5 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 5 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 5 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 5 34ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 5 35ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 5 36ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 5 37ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 1 dws SO: the, Input: [d]
1 3 3 8 7 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 3 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 1 dws SO: the, Input: [d]
1 3 3 8 7 7 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 13ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 14ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 15ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 16ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 17ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 18ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 19ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 20ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 22ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 23ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 24ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 25ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 26ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 27ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 28ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 29ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 7 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 7 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 7 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 7 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 7 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 7 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 7 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 7 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 7 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 7 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 7 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 7 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 7 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 7 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 7 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 7 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 7 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 7 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 7 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 7 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 7 50ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 7 51ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 7 52ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 7 53ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 7 54ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 7 55ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 7 56ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 7 57ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 1 dws SO: the, Input: [d]
1 3 3 8 7 8 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 3 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 13ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 18ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 8 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 8 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 8 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 8 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 8 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 8 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 8 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 8 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 8 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 8 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 8 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 8 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 8 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 8 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 8 34ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 8 35ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 8 36ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 8 37ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 1 dws SO: the, Input: [d]
1 3 3 8 7 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 11ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 12ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 13ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 17ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 18ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 101 dws SO: the, Input: [d]
1 3 3 8 7 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 105 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1011ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1012ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1018ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1019ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1020ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1021ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1022ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1023ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1024ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1025ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 11ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 111 dws SO: the, Input: [d]
1 3 3 8 7 112 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 113 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 117 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 119 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1110ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1113ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1115ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1116ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1117ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1118ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1119ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1120ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1121ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 1122ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1123ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1124ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1125ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1126ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1127ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 1128ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1129ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 1130ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1131ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1132ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1133ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1134ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1135ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1136ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1137ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 121 dws SO: the, Input: [d]
1 3 3 8 7 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 123 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 129 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1210ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1216ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1217ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1218ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1219ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 131 dws SO: the, Input: [d]
1 3 3 8 7 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 137 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 138 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1310ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1311ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1312ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1313ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1314ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1317ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 141 dws SO: the, Input: [d]
1 3 3 8 7 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 143 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 149 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1410ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1412ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1413ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1414ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1417ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1418ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1419ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1420ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1421ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 151 dws SO: the, Input: [d]
1 3 3 8 7 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 153 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 155 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 156 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 158 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 159 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1510ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1511ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1512ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1514ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1515ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1516ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1518ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1520ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1522ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1523ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1524ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1525ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 1526ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1527ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1528ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1529ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1530ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1531ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 1532ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1533ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 1534ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1535ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1536ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1537ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1538ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1539ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1540ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1541ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 161 dws SO: the, Input: [d]
1 3 3 8 7 162 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 163 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 164 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 165 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 166 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 167 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 168 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 169 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1610ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1612ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1613ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1614ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1616ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1617ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1618ism SO: {book,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1619ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1620ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1621ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 1622ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1623ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1624ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1625ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1626ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1627ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 1628ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1629ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 1630ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1631ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1632ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1633ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1634ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1635ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1636ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1637ipm SO: <{book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 7 171 dws SO: the, Input: [d]
1 3 3 8 7 172 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 173 ism SO: {{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 174 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 175 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 176 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 177 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 178 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 179 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1710ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1712ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1713ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1714ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1716ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1718ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1719ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 7 1720ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1721ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 7 1722ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1723ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1724ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1725ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1726ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1727ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 1728ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1729ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 1730ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1731ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1732ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1733ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 1734ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 1735ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 1736ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 7 1737ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 181 dws SO: the, Input: [d]
1 3 3 8 7 182 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 7 183 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 7 184 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 7 185 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 7 186 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 7 187 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 188 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 7 189 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 191 dws SO: the, Input: [d]
1 3 3 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 201 dws SO: the, Input: [d]
1 3 3 8 7 202 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 7 203 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 7 204 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 7 205 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 7 211 dws SO: the, Input: [d]
1 3 3 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 221 dws SO: the, Input: [d]
1 3 3 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 7 231 dws SO: the, Input: [d]
1 3 3 8 7 232 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 7 233 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 7 234 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 7 235 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 7 236 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 7 237 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 7 238 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 7 239 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 7 2310ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 7 2311ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 7 2312ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 7 2313ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 2314ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 2315ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 7 2316ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 7 2317ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 2318ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 7 2319ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 2320ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 7 2321ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 7 241 dws SO: the, Input: [d]
1 3 3 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 7 251 dws SO: the, Input: [d]
1 3 3 8 7 252 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 7 253 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 7 254 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 7 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 7 256 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 7 257 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 7 258 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 7 259 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 7 2510ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 2511ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 7 2512ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 7 2513ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 2514ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 7 2515ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 2516ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 7 2517ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 261 dws SO: the, Input: [d]
1 3 3 8 7 262 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 7 263 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 7 264 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 7 265 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 7 271 dws SO: the, Input: [d]
1 3 3 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 281 dws SO: the, Input: [d]
1 3 3 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 7 291 dws SO: the, Input: [d]
1 3 3 8 7 292 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 7 293 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 7 294 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 7 295 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 7 296 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 7 297 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 298 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 7 299 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 301 dws SO: the, Input: [d]
1 3 3 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 7 311 dws SO: the, Input: [d]
1 3 3 8 7 312 ism SO: {book,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 7 313 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 7 314 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 7 315 ipm SO: <<{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 7 321 dws SO: the, Input: [d]
1 3 3 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 7 331 dws SO: the, Input: [d]
1 3 3 8 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 8 8 1 dws SO: the, Input: [d]
1 3 3 8 8 1 1 esm SO: {the,d}, Input: []
1 3 3 8 8 1 2 epm SO: <the,d>, Input: []
1 3 3 8 8 1 3 epm SO: <d,the>, Input: []
1 3 3 8 8 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 1 dws SO: the, Input: [d]
1 3 3 8 8 2 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 2 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 2 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 2 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 2 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 2 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 2 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 2 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 2 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 2 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 2 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 2 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 2 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 2 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 2 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 3 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 1 dws SO: the, Input: [d]
1 3 3 8 8 3 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 13ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 14ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 3 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 3 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 3 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 3 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 3 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 3 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 3 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 3 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 3 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 3 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 3 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 3 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 3 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 3 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 3 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 3 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 3 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 3 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 3 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 3 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 3 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 3 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 3 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 3 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 1 dws SO: the, Input: [d]
1 3 3 8 8 4 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 4 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 4 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 4 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 4 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 4 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 4 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 4 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 4 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 4 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 4 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 4 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 4 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 4 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 4 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 1 dws SO: the, Input: [d]
1 3 3 8 8 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 11ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 1 dws SO: the, Input: [d]
1 3 3 8 8 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 5 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 14ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 6 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 6 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 6 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 6 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 6 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 6 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 6 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 6 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 6 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 6 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 6 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 6 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 6 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 6 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 6 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 6 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 1 dws SO: the, Input: [d]
1 3 3 8 8 7 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 7 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 7 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 7 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 7 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 7 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 7 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 7 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 7 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 7 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 7 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 7 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 7 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 7 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 7 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 1 dws SO: the, Input: [d]
1 3 3 8 8 8 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 8 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 8 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 8 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 8 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 8 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 8 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 8 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 8 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 8 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 8 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 8 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 8 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 8 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 8 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 1 dws SO: the, Input: [d]
1 3 3 8 8 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 7 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 101 dws SO: the, Input: [d]
1 3 3 8 8 102 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 103 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 104 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 106 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 108 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 109 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1010ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1012ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1013ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1014ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1015ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1016ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1017ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 1018ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1019ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 1020ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1021ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 1022ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1023ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1024ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1025ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 1026ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1027ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1028ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1029ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 11ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 111 dws SO: the, Input: [d]
1 3 3 8 8 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 115 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1114ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 1122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 1124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 1126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 1130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 12ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 121 dws SO: the, Input: [d]
1 3 3 8 8 122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 123 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1212ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1214ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1216ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1217ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 1218ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1219ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 1220ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1221ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 1222ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1223ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1224ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1225ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 1226ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1227ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1228ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1229ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 13ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 8 131 dws SO: the, Input: [d]
1 3 3 8 8 132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 133 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1312ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 8 1316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 8 1318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 1320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 1322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 1326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 1327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 8 1329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 14ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 141 dws SO: the, Input: [d]
1 3 3 8 8 15ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 8 151 dws SO: the, Input: [d]
1 3 3 8 8 152 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 8 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 8 154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 8 155 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 8 156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 8 157 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 8 158 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 8 159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 8 1510ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 8 1511ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 8 1512ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 8 1513ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 1514ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1515ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 8 1516ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 8 1517ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 1518ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 8 1519ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1520ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 8 1521ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 8 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 8 161 dws SO: the, Input: [d]
1 3 3 8 8 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 8 171 dws SO: the, Input: [d]
1 3 3 8 8 172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 8 173 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 8 174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 8 175 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 8 176 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 8 177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 8 178 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 8 179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 8 1710ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1711ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 8 1712ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 8 1713ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 1714ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 8 1715ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 1716ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 8 1717ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 8 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 181 dws SO: the, Input: [d]
1 3 3 8 8 182 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 8 183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 8 184 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 8 185 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 8 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 8 191 dws SO: the, Input: [d]
1 3 3 8 8 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 201 dws SO: the, Input: [d]
1 3 3 8 8 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 8 211 dws SO: the, Input: [d]
1 3 3 8 8 212 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 8 213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 8 214 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 8 215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 8 216 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 8 217 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 218 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 8 219 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 8 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 221 dws SO: the, Input: [d]
1 3 3 8 8 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 8 231 dws SO: the, Input: [d]
1 3 3 8 8 232 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 8 233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 8 234 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 8 235 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 8 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 8 241 dws SO: the, Input: [d]
1 3 3 8 8 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 8 251 dws SO: the, Input: [d]
1 3 3 8 9 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 8 9 1 dws SO: the, Input: [d]
1 3 3 8 9 1 1 esm SO: {the,d}, Input: []
1 3 3 8 9 1 2 epm SO: <the,d>, Input: []
1 3 3 8 9 1 3 epm SO: <d,the>, Input: []
1 3 3 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 1 dws SO: the, Input: [d]
1 3 3 8 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 5 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 1 dws SO: the, Input: [d]
1 3 3 8 9 3 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 3 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 3 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 3 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 3 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 3 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 3 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 3 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 3 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 3 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 3 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 3 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 3 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 3 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 3 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 3 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 3 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 1 dws SO: the, Input: [d]
1 3 3 8 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 11ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 14ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 16ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 4 18ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 4 19ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 4 20ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 4 21ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 4 22ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 4 23ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 4 24ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 4 25ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 4 26ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 4 27ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 4 28ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 4 29ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 4 30ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 4 31ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 4 32ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 4 33ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 1 dws SO: the, Input: [d]
1 3 3 8 9 5 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 13ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 14ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 15ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 16ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 17ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 18ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 20ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 21ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 23ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 24ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 25ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 26ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 27ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 5 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 5 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 5 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 5 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 5 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 5 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 5 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 5 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 5 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 5 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 5 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 5 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 5 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 5 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 5 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 5 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 5 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 5 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 5 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 5 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 5 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 5 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 5 50ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 5 51ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 5 52ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 5 53ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 1 dws SO: the, Input: [d]
1 3 3 8 9 6 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 6 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 6 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 6 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 6 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 6 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 6 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 6 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 6 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 6 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 6 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 6 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 6 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 6 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 6 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 6 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 6 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 1 dws SO: the, Input: [d]
1 3 3 8 9 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 11ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 16ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 1 dws SO: the, Input: [d]
1 3 3 8 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 5 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 13ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 18ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 8 20ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 8 21ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 8 22ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 8 23ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 8 24ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 8 25ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 8 26ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 8 27ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 8 28ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 8 29ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 8 30ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 8 31ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 8 32ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 8 33ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 8 34ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 8 35ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 8 36ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 8 37ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 1 dws SO: the, Input: [d]
1 3 3 8 9 9 2 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 3 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 5 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 6 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 8 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 10ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 11ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 12ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 14ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 15ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 16ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 17ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 9 18ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 9 19ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 9 20ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 9 21ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 9 22ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 9 23ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 9 24ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 9 25ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 9 26ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 9 27ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 9 28ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 9 29ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 9 30ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 9 31ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 9 32ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 9 33ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 101 dws SO: the, Input: [d]
1 3 3 8 9 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 103 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 105 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 107 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 108 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1011ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1014ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1016ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1017ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1018ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1019ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 1020ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1021ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1022ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1023ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 1024ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1025ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 1026ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1027ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1028ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1029ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 1030ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1031ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1032ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1033ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 111 dws SO: the, Input: [d]
1 3 3 8 9 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 117 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1111ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1112ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1115ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 12ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 121 dws SO: the, Input: [d]
1 3 3 8 9 122 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 123 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 125 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 126 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 127 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 128 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1211ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1212ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1214ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1216ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1217ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1218ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1219ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 1220ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1221ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1222ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1223ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 1224ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1225ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 1226ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1227ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1228ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1229ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 1230ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1231ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1232ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1233ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 131 dws SO: the, Input: [d]
1 3 3 8 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 135 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 139 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1310ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1313ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1320ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1321ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1322ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1323ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 1324ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1325ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1326ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1327ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 1328ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1329ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 1330ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1331ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1332ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1333ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 1334ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1335ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1336ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1337ipm SO: <{{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 14ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 141 dws SO: the, Input: [d]
1 3 3 8 9 142 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 143 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 145 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 146 ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 147 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 148 ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1410ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1411ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1412ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1414ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1416ism SO: {book,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1417ism SO: {n!case,{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1418ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1419ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 1420ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1421ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1422ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1423ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 1424ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1425ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 1426ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1427ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1428ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1429ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 1430ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1431ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1432ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1433ipm SO: <{book,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 15ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 9 151 dws SO: the, Input: [d]
1 3 3 8 9 152 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 153 ism SO: {{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 155 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 156 ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 157 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 158 ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1511ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1512ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1514ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1516ism SO: {book,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1517ism SO: {n!case,{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 9 1518ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1519ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 9 1520ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1521ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1522ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1523ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 1524ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1525ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 1526ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1527ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1528ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1529ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 1530ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 1531ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1532ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 9 1533ipm SO: <{n!case,{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 16ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 161 dws SO: the, Input: [d]
1 3 3 8 9 162 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 9 163 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 9 164 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 9 165 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 9 17ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 9 171 dws SO: the, Input: [d]
1 3 3 8 9 18ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 181 dws SO: the, Input: [d]
1 3 3 8 9 19ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 9 191 dws SO: the, Input: [d]
1 3 3 8 9 192 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 9 193 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 9 194 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 9 195 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 9 196 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 9 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 9 198 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 9 199 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 9 1910ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 9 1911ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 9 1912ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 9 1913ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 1914ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1915ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 9 1916ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 9 1917ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 1918ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 9 1919ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 1920ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 9 1921ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 9 20ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 9 201 dws SO: the, Input: [d]
1 3 3 8 9 21ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 9 211 dws SO: the, Input: [d]
1 3 3 8 9 212 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 9 213 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 9 214 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 9 215 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 9 216 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 9 217 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 9 218 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 9 219 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 9 2110ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 2111ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 9 2112ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 9 2113ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 2114ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 9 2115ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 2116ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 9 2117ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 9 22ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 221 dws SO: the, Input: [d]
1 3 3 8 9 222 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 9 223 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 9 224 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 9 225 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 9 23ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 9 231 dws SO: the, Input: [d]
1 3 3 8 9 24ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 241 dws SO: the, Input: [d]
1 3 3 8 9 25ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 9 251 dws SO: the, Input: [d]
1 3 3 8 9 252 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 9 253 ism SO: {{book,n!case},<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 9 254 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 9 255 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 9 256 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 9 257 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 258 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 9 259 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 9 26ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 261 dws SO: the, Input: [d]
1 3 3 8 9 27ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 9 271 dws SO: the, Input: [d]
1 3 3 8 9 272 ism SO: {book,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 9 273 ism SO: {n!case,<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 9 274 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 9 275 ipm SO: <<{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 9 28ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 9 281 dws SO: the, Input: [d]
1 3 3 8 9 29ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 9 291 dws SO: the, Input: [d]
1 3 3 8 10ism SO: {book,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 8 101 dws SO: the, Input: [d]
1 3 3 8 101 1 esm SO: {the,d}, Input: []
1 3 3 8 101 2 epm SO: <the,d>, Input: []
1 3 3 8 101 3 epm SO: <d,the>, Input: []
1 3 3 8 102 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 102 1 dws SO: the, Input: [d]
1 3 3 8 102 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 102 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 102 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 102 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 102 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 102 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 102 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 102 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 102 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 102 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 102 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 102 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 102 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 102 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 102 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 103 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 103 1 dws SO: the, Input: [d]
1 3 3 8 103 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 13ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 14ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 103 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 103 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 103 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 103 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 103 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 103 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 103 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 103 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 103 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 103 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 103 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 103 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 103 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 103 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 103 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 103 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 103 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 103 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 103 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 103 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 103 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 103 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 103 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 103 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 104 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 104 1 dws SO: the, Input: [d]
1 3 3 8 104 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 104 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 104 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 104 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 104 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 104 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 104 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 104 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 104 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 104 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 104 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 104 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 104 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 104 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 104 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 105 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 105 1 dws SO: the, Input: [d]
1 3 3 8 105 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 11ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 105 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 105 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 105 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 105 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 105 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 105 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 105 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 105 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 105 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 105 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 105 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 105 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 105 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 105 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 105 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 105 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 105 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 105 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 105 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 105 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 105 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 105 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 106 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 106 1 dws SO: the, Input: [d]
1 3 3 8 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 3 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 4 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 5 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 6 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 8 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 10ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 11ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 12ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 14ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 15ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 16ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 17ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 106 18ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 106 19ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 106 20ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 106 21ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 106 22ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 106 23ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 106 24ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 106 25ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 106 26ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 106 27ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 106 28ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 106 29ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 106 30ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 106 31ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 106 32ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 106 33ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 107 ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 107 1 dws SO: the, Input: [d]
1 3 3 8 107 2 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 4 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 6 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 8 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 9 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 10ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 11ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 12ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 13ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 14ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 15ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 107 16ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 107 17ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 107 18ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 107 19ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 107 20ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 107 21ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 107 22ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 107 23ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 107 24ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 107 25ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 107 26ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 107 27ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 107 28ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 107 29ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 108 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 108 1 dws SO: the, Input: [d]
1 3 3 8 108 2 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 3 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 4 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 6 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 8 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 9 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 10ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 12ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 13ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 14ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 15ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 108 16ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 108 17ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 108 18ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 108 19ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 108 20ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 108 21ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 108 22ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 108 23ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 108 24ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 108 25ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 108 26ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 108 27ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 108 28ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 108 29ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 109 1 dws SO: the, Input: [d]
1 3 3 8 109 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 7 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 13ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 18ism SO: {book,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 109 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 109 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 109 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 109 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 109 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 109 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 109 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 109 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 109 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 109 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 109 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 109 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 109 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 109 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 109 34ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 109 35ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 109 36ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 109 37ipm SO: <{{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 1010ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 10101 dws SO: the, Input: [d]
1 3 3 8 10102 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10103 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10104 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10106 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10108 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10109 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101010ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101011ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101012ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101013ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101014ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101015ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101016ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 101017ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 101018ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101019ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 101020ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101021ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 101022ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 101023ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101024ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 101025ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 101026ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 101027ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 101028ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101029ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 1011ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 10111 dws SO: the, Input: [d]
1 3 3 8 10112 ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10113 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10114 ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10115 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10116 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10118 ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101110ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101111ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101112ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101114ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101115ism SO: {{book,n!case},{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101116ism SO: {book,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101117ism SO: {n!case,{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101118ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 101119ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101120ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 101121ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 101122ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101123ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 101124ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101125ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 101126ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 101127ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101128ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 101129ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 101130ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 101131ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 101132ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101133ipm SO: <{{book,n!case},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 1012ism SO: {book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 10121 dws SO: the, Input: [d]
1 3 3 8 10122 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10123 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10124 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10126 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10128 ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10129 ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101210ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101211ism SO: {{n!case,{book,n!case}},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101212ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101213ism SO: {{book,n!case},{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101214ism SO: {book,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101215ism SO: {n!case,{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101216ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101217ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 101218ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101219ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 101220ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101221ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 101222ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 101223ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101224ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 101225ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 101226ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 101227ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 101228ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101229ipm SO: <{book,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 1013ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 10131 dws SO: the, Input: [d]
1 3 3 8 10132 ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10133 ism SO: {{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10134 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10136 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10138 ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 10139 ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101310ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101311ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101312ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101313ism SO: {{book,n!case},{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101314ism SO: {book,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101315ism SO: {n!case,{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 101316ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 101317ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 101318ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101319ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 101320ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101321ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 101322ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 101323ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101324ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 101325ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 101326ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 101327ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 101328ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 101329ipm SO: <{n!case,{book,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 1014ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 10141 dws SO: the, Input: [d]
1 3 3 8 1015ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 10151 dws SO: the, Input: [d]
1 3 3 8 10152 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 10153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 10154 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 10155 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 10156 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 10157 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 10158 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 10159 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 101510ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 101511ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 101512ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 101513ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 101514ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 101515ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 101516ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 101517ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 101518ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 101519ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 101520ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 101521ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 1016ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 10161 dws SO: the, Input: [d]
1 3 3 8 1017ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 10171 dws SO: the, Input: [d]
1 3 3 8 10172 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 10173 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 10174 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 10175 ism SO: {{n!case,{book,n!case}},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 10176 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 10177 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 10178 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 10179 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 101710ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 101711ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 101712ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 101713ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 101714ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 101715ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 101716ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 101717ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 1018ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 10181 dws SO: the, Input: [d]
1 3 3 8 10182 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 10183 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 10184 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 10185 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 1019ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 10191 dws SO: the, Input: [d]
1 3 3 8 1020ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 10201 dws SO: the, Input: [d]
1 3 3 8 1021ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 10211 dws SO: the, Input: [d]
1 3 3 8 10212 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 10213 ism SO: {{book,n!case},<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 10214 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 10215 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 10216 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 10217 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 10218 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 10219 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 1022ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 10221 dws SO: the, Input: [d]
1 3 3 8 1023ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 10231 dws SO: the, Input: [d]
1 3 3 8 10232 ism SO: {book,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 10233 ism SO: {n!case,<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 10234 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 10235 ipm SO: <<{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 1024ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 10241 dws SO: the, Input: [d]
1 3 3 8 1025ipm SO: <{book,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 10251 dws SO: the, Input: [d]
1 3 3 8 11ism SO: {n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 8 111 dws SO: the, Input: [d]
1 3 3 8 111 1 esm SO: {the,d}, Input: []
1 3 3 8 111 2 epm SO: <the,d>, Input: []
1 3 3 8 111 3 epm SO: <d,the>, Input: []
1 3 3 8 112 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 112 1 dws SO: the, Input: [d]
1 3 3 8 112 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 112 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 112 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 112 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 112 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 112 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 112 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 112 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 112 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 112 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 112 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 112 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 112 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 112 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 112 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 113 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 113 1 dws SO: the, Input: [d]
1 3 3 8 113 2 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 3 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 5 ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 6 ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 7 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 8 ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 9 ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 10ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 11ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 12ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 13ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 14ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 15ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 16ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 18ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 19ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 20ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 21ism SO: {{n!case,{book,n!case}},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 22ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 23ism SO: {{book,n!case},{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 24ism SO: {book,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 25ism SO: {n!case,{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 113 26ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 113 27ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 113 28ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 113 29ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 113 30ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 113 31ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 113 32ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 113 33ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 113 34ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 113 35ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 113 36ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 113 37ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 113 38ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 113 39ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 113 40ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 113 41ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 113 42ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 113 43ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 113 44ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 113 45ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 113 46ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 113 47ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 113 48ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 113 49ipm SO: <{{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 114 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 114 1 dws SO: the, Input: [d]
1 3 3 8 114 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 114 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 114 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 114 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 114 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 114 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 114 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 114 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 114 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 114 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 114 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 114 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 114 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 114 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 114 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 115 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 115 1 dws SO: the, Input: [d]
1 3 3 8 115 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 11ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 13ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 115 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 115 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 115 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 115 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 115 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 115 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 115 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 115 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 115 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 115 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 115 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 115 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 115 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 115 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 115 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 115 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 115 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 115 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 115 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 115 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 115 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 115 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 116 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 116 1 dws SO: the, Input: [d]
1 3 3 8 116 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 3 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 5 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 7 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 8 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 10ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 11ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 12ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 14ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 15ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 16ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 17ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 116 18ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 116 19ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 116 20ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 116 21ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 116 22ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 116 23ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 116 24ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 116 25ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 116 26ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 116 27ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 116 28ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 116 29ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 116 30ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 116 31ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 116 32ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 116 33ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 117 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 117 1 dws SO: the, Input: [d]
1 3 3 8 117 2 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 4 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 6 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 8 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 9 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 10ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 12ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 13ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 14ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 15ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 117 16ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 117 17ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 117 18ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 117 19ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 117 20ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 117 21ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 117 22ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 117 23ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 117 24ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 117 25ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 117 26ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 117 27ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 117 28ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 117 29ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 118 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 118 1 dws SO: the, Input: [d]
1 3 3 8 118 2 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 3 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 4 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 5 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 6 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 8 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 9 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 10ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 12ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 13ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 14ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 15ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 118 16ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 118 17ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 118 18ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 118 19ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 118 20ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 118 21ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 118 22ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 118 23ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 118 24ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 118 25ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 118 26ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 118 27ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 118 28ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 118 29ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 119 1 dws SO: the, Input: [d]
1 3 3 8 119 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 7 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 9 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 119 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 119 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 119 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 119 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 119 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 119 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 119 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 119 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 119 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 119 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 119 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 119 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 119 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 119 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 119 34ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 119 35ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 119 36ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 119 37ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 1110ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 11101 dws SO: the, Input: [d]
1 3 3 8 11102 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11103 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11104 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11105 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11106 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11108 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11109 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111010ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111012ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111013ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111014ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111015ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111016ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111017ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 111018ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111019ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 111020ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111021ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 111022ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 111023ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111024ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111025ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 111026ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111027ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 111028ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111029ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 1111ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 11111 dws SO: the, Input: [d]
1 3 3 8 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11113 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11114 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11115 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11116 ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11117 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11118 ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111110ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111111ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111112ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111114ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111116ism SO: {book,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111117ism SO: {n!case,{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111118ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 111119ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111120ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111121ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 111122ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111123ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 111124ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111125ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 111126ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 111127ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111128ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111129ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 111130ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111131ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 111132ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111133ipm SO: <{{book,n!case},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 1112ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 11121 dws SO: the, Input: [d]
1 3 3 8 11122 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11123 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11124 ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11125 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11126 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11128 ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11129 ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111210ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111211ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111212ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111213ism SO: {{book,n!case},{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111214ism SO: {book,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111215ism SO: {n!case,{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111216ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111217ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 111218ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111219ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 111220ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111221ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 111222ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 111223ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111224ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111225ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 111226ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111227ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 111228ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111229ipm SO: <{book,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 1113ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 8 11131 dws SO: the, Input: [d]
1 3 3 8 11132 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11133 ism SO: {{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11134 ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11135 ism SO: {{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11136 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11138 ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 11139 ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111310ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111312ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111313ism SO: {{book,n!case},{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111314ism SO: {book,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111315ism SO: {n!case,{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 8 111316ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111317ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 8 111318ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111319ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 111320ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111321ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 111322ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 111323ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111324ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111325ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 111326ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 111327ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 111328ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 8 111329ipm SO: <{n!case,{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 8 1114ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 11141 dws SO: the, Input: [d]
1 3 3 8 1115ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 8 11151 dws SO: the, Input: [d]
1 3 3 8 11152 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 11153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 11154 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 11155 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 11156 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 11157 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 11158 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 11159 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 111510ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 111511ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 8 111512ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 111513ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 111514ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 111515ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 111516ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 111517ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 111518ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 111519ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 111520ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 8 111521ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 8 1116ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 11161 dws SO: the, Input: [d]
1 3 3 8 1117ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 11171 dws SO: the, Input: [d]
1 3 3 8 11172 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 11173 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 11174 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 11175 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 11176 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 11177 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 11178 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 11179 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 111710ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 111711ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 111712ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 111713ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 111714ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 111715ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 111716ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 111717ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 1118ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 11181 dws SO: the, Input: [d]
1 3 3 8 11182 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 11183 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 11184 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 11185 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 1119ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 11191 dws SO: the, Input: [d]
1 3 3 8 1120ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 11201 dws SO: the, Input: [d]
1 3 3 8 1121ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 11211 dws SO: the, Input: [d]
1 3 3 8 11212 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 11213 ism SO: {{book,n!case},<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 11214 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 11215 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 11216 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 11217 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 11218 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 11219 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 1122ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 11221 dws SO: the, Input: [d]
1 3 3 8 1123ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 11231 dws SO: the, Input: [d]
1 3 3 8 11232 ism SO: {book,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 11233 ism SO: {n!case,<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 11234 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 11235 ipm SO: <<{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 1124ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 8 11241 dws SO: the, Input: [d]
1 3 3 8 1125ipm SO: <{n!case,{book,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 8 11251 dws SO: the, Input: [d]
1 3 3 8 12ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 8 121 dws SO: the, Input: [d]
1 3 3 8 121 1 esm SO: {the,d}, Input: []
1 3 3 8 121 2 epm SO: <the,d>, Input: []
1 3 3 8 121 3 epm SO: <d,the>, Input: []
1 3 3 8 13ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 8 131 dws SO: the, Input: [d]
1 3 3 8 131 1 esm SO: {the,d}, Input: []
1 3 3 8 131 2 epm SO: <the,d>, Input: []
1 3 3 8 131 3 epm SO: <d,the>, Input: []
1 3 3 8 132 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 132 1 dws SO: the, Input: [d]
1 3 3 8 132 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 5 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 6 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 7 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 8 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 10ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 11ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 12ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 13ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 132 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 132 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 132 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 132 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 8 132 18ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 132 19ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 132 20ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 132 21ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 132 22ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 132 23ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 132 24ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 132 25ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 133 ism SO: {book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 133 1 dws SO: the, Input: [d]
1 3 3 8 133 2 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 133 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 133 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 133 5 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 133 6 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 133 7 ism SO: {{n!case,{book,n!case}},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 133 8 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 133 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 133 10ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 133 11ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 133 12ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 133 13ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 8 133 14ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 133 15ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 133 16ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 133 17ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 133 18ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 133 19ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 133 20ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 133 21ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 134 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 134 1 dws SO: the, Input: [d]
1 3 3 8 134 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 134 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 134 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 134 5 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 134 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 134 7 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 134 8 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 134 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 134 10ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 134 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 134 12ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 134 13ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 8 134 14ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 134 15ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 134 16ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 134 17ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 134 18ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 134 19ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 134 20ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 134 21ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 135 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 135 1 dws SO: the, Input: [d]
1 3 3 8 135 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 3 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 5 ism SO: {book,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 6 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 7 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 9 ism SO: {book,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 10ism SO: {n!case,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 12ism SO: {n!case,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 13ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 14ism SO: {book,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 15ism SO: {n!case,{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 135 16ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 135 17ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 135 18ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 135 19ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 135 20ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 135 21ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 8 135 22ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 135 23ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 135 24ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 135 25ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 135 26ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 135 27ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 135 28ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 135 29ipm SO: <{{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 136 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 136 1 dws SO: the, Input: [d]
1 3 3 8 136 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 136 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 136 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 136 5 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 136 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 136 7 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 136 8 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 136 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 136 10ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 136 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 136 12ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 136 13ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 8 136 14ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 136 15ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 136 16ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 136 17ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 136 18ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 136 19ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 136 20ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 136 21ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 137 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 137 1 dws SO: the, Input: [d]
1 3 3 8 137 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 5 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 6 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 7 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 8 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 10ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 11ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 12ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 13ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 137 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 137 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 137 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 137 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 8 137 18ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 137 19ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 137 20ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 137 21ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 137 22ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 137 23ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 137 24ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 137 25ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 138 ism SO: {book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 138 1 dws SO: the, Input: [d]
1 3 3 8 138 2 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 138 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 138 4 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 138 5 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 138 6 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 138 7 ism SO: {{n!case,{book,n!case}},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 138 8 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 138 9 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 138 10ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 138 11ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 138 12ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 138 13ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 8 138 14ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 138 15ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 138 16ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 138 17ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 138 18ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 138 19ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 138 20ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 138 21ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 139 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 8 139 1 dws SO: the, Input: [d]
1 3 3 8 139 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 139 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 139 4 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 139 5 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 139 6 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 139 7 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 139 8 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 139 9 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 139 10ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 139 11ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 8 139 12ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 139 13ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 8 139 14ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 139 15ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 139 16ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 139 17ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 139 18ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 139 19ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 139 20ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 8 139 21ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 8 1310ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 13101 dws SO: the, Input: [d]
1 3 3 8 13102 ism SO: {book,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 8 13103 ism SO: {n!case,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 8 13104 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 13105 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 1311ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 13111 dws SO: the, Input: [d]
1 3 3 8 1312ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 13121 dws SO: the, Input: [d]
1 3 3 8 1313ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 13131 dws SO: the, Input: [d]
1 3 3 8 13132 ism SO: {n!case,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 13133 ism SO: {{book,n!case},<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 13134 ism SO: {book,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 13135 ism SO: {n!case,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 13136 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 13137 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 13138 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 13139 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 1314ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 13141 dws SO: the, Input: [d]
1 3 3 8 1315ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 13151 dws SO: the, Input: [d]
1 3 3 8 13152 ism SO: {book,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 8 13153 ism SO: {n!case,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 8 13154 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 13155 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 1316ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 8 13161 dws SO: the, Input: [d]
1 3 3 8 1317ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 8 13171 dws SO: the, Input: [d]
1 3 3 8 14ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 141 dws SO: the, Input: [d]
1 3 3 8 141 1 esm SO: {the,d}, Input: []
1 3 3 8 141 2 epm SO: <the,d>, Input: []
1 3 3 8 141 3 epm SO: <d,the>, Input: []
1 3 3 8 142 ism SO: {book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 142 1 dws SO: the, Input: [d]
1 3 3 8 142 2 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 142 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 142 4 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 142 5 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 142 6 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 8 142 7 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 8 142 8 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 8 142 9 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 8 143 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 143 1 dws SO: the, Input: [d]
1 3 3 8 143 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 143 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 143 4 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 143 5 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 143 6 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 8 143 7 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 8 143 8 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 8 143 9 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 8 144 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 144 1 dws SO: the, Input: [d]
1 3 3 8 145 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 145 1 dws SO: the, Input: [d]
1 3 3 8 15ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 8 151 dws SO: the, Input: [d]
1 3 3 8 151 1 esm SO: {the,d}, Input: []
1 3 3 8 151 2 epm SO: <the,d>, Input: []
1 3 3 8 151 3 epm SO: <d,the>, Input: []
1 3 3 8 16ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 8 161 dws SO: the, Input: [d]
1 3 3 8 161 1 esm SO: {the,d}, Input: []
1 3 3 8 161 2 epm SO: <the,d>, Input: []
1 3 3 8 161 3 epm SO: <d,the>, Input: []
1 3 3 8 17ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 8 171 dws SO: the, Input: [d]
1 3 3 8 171 1 esm SO: {the,d}, Input: []
1 3 3 8 171 2 epm SO: <the,d>, Input: []
1 3 3 8 171 3 epm SO: <d,the>, Input: []
1 3 3 8 172 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 172 1 dws SO: the, Input: [d]
1 3 3 8 172 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 172 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 172 4 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 172 5 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 172 6 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 172 7 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 172 8 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 8 172 9 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 8 172 10ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 8 172 11ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 172 12ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 8 172 13ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 8 173 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 173 1 dws SO: the, Input: [d]
1 3 3 8 173 2 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 173 3 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 173 4 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 173 5 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 173 6 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 173 7 ism SO: {{book,n!case},{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 173 8 ism SO: {book,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 173 9 ism SO: {n!case,{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 173 10ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 173 11ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 8 173 12ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 8 173 13ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 8 173 14ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 8 173 15ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 173 16ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 8 173 17ipm SO: <{{book,n!case},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 8 174 ism SO: {book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 174 1 dws SO: the, Input: [d]
1 3 3 8 174 2 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 174 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 174 4 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 174 5 ism SO: {{book,n!case},{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 174 6 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 174 7 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 174 8 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 8 174 9 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 8 174 10ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 8 174 11ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 174 12ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 8 174 13ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 8 175 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 8 175 1 dws SO: the, Input: [d]
1 3 3 8 175 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 175 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 175 4 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 175 5 ism SO: {{book,n!case},{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 175 6 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 175 7 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 8 175 8 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 8 175 9 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 8 175 10ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 8 175 11ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 8 175 12ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 8 175 13ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 8 176 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 176 1 dws SO: the, Input: [d]
1 3 3 8 177 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 8 177 1 dws SO: the, Input: [d]
1 3 3 8 177 2 ism SO: {book,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 8 177 3 ism SO: {n!case,<<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 8 177 4 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 177 5 ipm SO: <<<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 178 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 8 178 1 dws SO: the, Input: [d]
1 3 3 8 179 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 8 179 1 dws SO: the, Input: [d]
1 3 3 8 18ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 8 181 dws SO: the, Input: [d]
1 3 3 8 181 1 esm SO: {the,d}, Input: []
1 3 3 8 181 2 epm SO: <the,d>, Input: []
1 3 3 8 181 3 epm SO: <d,the>, Input: []
1 3 3 8 19ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 8 191 dws SO: the, Input: [d]
1 3 3 8 191 1 esm SO: {the,d}, Input: []
1 3 3 8 191 2 epm SO: <the,d>, Input: []
1 3 3 8 191 3 epm SO: <d,the>, Input: []
1 3 3 8 192 ism SO: {book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 192 1 dws SO: the, Input: [d]
1 3 3 8 192 2 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 192 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 192 4 ism SO: {book,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 192 5 ism SO: {n!case,{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 192 6 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 8 192 7 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 8 192 8 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 8 192 9 ipm SO: <{book,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 8 193 ism SO: {n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 8 193 1 dws SO: the, Input: [d]
1 3 3 8 193 2 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 193 3 ism SO: {<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 193 4 ism SO: {book,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 193 5 ism SO: {n!case,{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 8 193 6 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 8 193 7 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 8 193 8 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 8 193 9 ipm SO: <{n!case,<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 8 194 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 8 194 1 dws SO: the, Input: [d]
1 3 3 8 195 ipm SO: <<{book,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 8 195 1 dws SO: the, Input: [d]
1 3 3 8 20ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 8 201 dws SO: the, Input: [d]
1 3 3 8 201 1 esm SO: {the,d}, Input: []
1 3 3 8 201 2 epm SO: <the,d>, Input: []
1 3 3 8 201 3 epm SO: <d,the>, Input: []
1 3 3 8 21ipm SO: <{book,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 8 211 dws SO: the, Input: [d]
1 3 3 8 211 1 esm SO: {the,d}, Input: []
1 3 3 8 211 2 epm SO: <the,d>, Input: []
1 3 3 8 211 3 epm SO: <d,the>, Input: []
1 3 3 9 ism SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 3 9 1 dws SO: the, Input: [d]
1 3 3 9 1 1 esm SO: {the,d}, Input: []
1 3 3 9 1 1 1 uws SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 3 9 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 9 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 9 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 9 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 9 1 2 epm SO: <the,d>, Input: []
1 3 3 9 1 2 1 uws SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 3 9 1 3 epm SO: <d,the>, Input: []
1 3 3 9 1 3 1 uws SO: {n!case,{{book,n!case},{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 3 9 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 9 2 1 dws SO: the, Input: [d]
1 3 3 9 2 1 1 esm SO: {the,d}, Input: []
1 3 3 9 2 1 2 epm SO: <the,d>, Input: []
1 3 3 9 2 1 3 epm SO: <d,the>, Input: []
1 3 3 9 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 1 dws SO: the, Input: [d]
1 3 3 9 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 1 dws SO: the, Input: [d]
1 3 3 9 2 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 1 dws SO: the, Input: [d]
1 3 3 9 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 1 dws SO: the, Input: [d]
1 3 3 9 2 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 1 dws SO: the, Input: [d]
1 3 3 9 2 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 1 dws SO: the, Input: [d]
1 3 3 9 2 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 1 dws SO: the, Input: [d]
1 3 3 9 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 1 dws SO: the, Input: [d]
1 3 3 9 2 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 101 dws SO: the, Input: [d]
1 3 3 9 2 102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 1018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 1020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 1022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 1024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 1026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 1029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 111 dws SO: the, Input: [d]
1 3 3 9 2 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 121 dws SO: the, Input: [d]
1 3 3 9 2 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 2 131 dws SO: the, Input: [d]
1 3 3 9 2 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 2 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 2 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 2 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 14ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 141 dws SO: the, Input: [d]
1 3 3 9 2 15ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 2 151 dws SO: the, Input: [d]
1 3 3 9 2 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 2 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 2 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 2 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 2 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 2 157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 2 158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 2 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 2 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 2 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 2 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 2 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 2 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 2 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 2 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 2 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 161 dws SO: the, Input: [d]
1 3 3 9 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 2 171 dws SO: the, Input: [d]
1 3 3 9 2 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 2 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 2 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 2 175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 2 176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 2 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 2 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 2 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 2 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 2 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 2 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 2 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 2 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 181 dws SO: the, Input: [d]
1 3 3 9 2 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 2 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 2 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 2 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 2 191 dws SO: the, Input: [d]
1 3 3 9 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 201 dws SO: the, Input: [d]
1 3 3 9 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 2 211 dws SO: the, Input: [d]
1 3 3 9 2 212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 2 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 2 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 2 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 2 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 2 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 2 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 221 dws SO: the, Input: [d]
1 3 3 9 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 2 231 dws SO: the, Input: [d]
1 3 3 9 2 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 2 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 2 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 2 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 2 241 dws SO: the, Input: [d]
1 3 3 9 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 2 251 dws SO: the, Input: [d]
1 3 3 9 3 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 9 3 1 dws SO: the, Input: [d]
1 3 3 9 3 1 1 esm SO: {the,d}, Input: []
1 3 3 9 3 1 2 epm SO: <the,d>, Input: []
1 3 3 9 3 1 3 epm SO: <d,the>, Input: []
1 3 3 9 3 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 1 dws SO: the, Input: [d]
1 3 3 9 3 2 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 11ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 12ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 13ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 14ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 15ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 17ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 21ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 23ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 24ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 25ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 26ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 28ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 29ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 30ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 31ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 2 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 2 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 2 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 2 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 2 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 2 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 2 54ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2 55ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2 56ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2 57ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 2 58ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2 59ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2 60ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2 61ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 1 dws SO: the, Input: [d]
1 3 3 9 3 3 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 16ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 24ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 3 26ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 3 27ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 3 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 3 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 3 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 3 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 3 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 3 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 3 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 3 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 3 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 3 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 3 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 3 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 3 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 3 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 3 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 3 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 3 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 3 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 3 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 3 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 3 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 3 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 1 dws SO: the, Input: [d]
1 3 3 9 3 4 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 14ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 19ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 21ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 22ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 23ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 4 24ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 4 25ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 4 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 4 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 4 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 4 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 4 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 4 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 4 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 4 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 4 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 4 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 4 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 4 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 4 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 4 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 4 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 4 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 4 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 4 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 4 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 4 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 1 dws SO: the, Input: [d]
1 3 3 9 3 5 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 14ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 19ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 22ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 23ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 5 24ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 5 25ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 5 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 5 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 5 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 5 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 5 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 5 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 5 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 5 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 5 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 5 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 5 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 5 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 5 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 5 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 5 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 5 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 5 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 5 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 5 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 5 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 1 dws SO: the, Input: [d]
1 3 3 9 3 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 5 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 7 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 8 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 9 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 10ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 11ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 15ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 18ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 20ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 21ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 22ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 24ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 26ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 27ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 6 28ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 6 29ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 6 30ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 6 31ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 6 32ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 6 33ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 6 34ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 6 35ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 6 36ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 6 37ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 6 38ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 6 39ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 6 40ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 6 41ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 6 42ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 6 43ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 6 44ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 6 45ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 6 46ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 6 47ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 6 48ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 6 49ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 6 50ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 6 51ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 6 52ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 6 53ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 1 dws SO: the, Input: [d]
1 3 3 9 3 7 2 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 5 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 6 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 7 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 9 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 10ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 11ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 12ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 14ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 16ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 17ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 18ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 19ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 20ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 21ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 22ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 23ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 7 24ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 7 25ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 7 26ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 7 27ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 7 28ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 7 29ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 7 30ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 7 31ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 7 32ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 7 33ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 7 34ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 7 35ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 7 36ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 7 37ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 7 38ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 7 39ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 7 40ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 7 41ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 7 42ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 7 43ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 7 44ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 7 45ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 1 dws SO: the, Input: [d]
1 3 3 9 3 8 2 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 3 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 4 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 5 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 6 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 7 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 8 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 9 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 11ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 12ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 13ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 14ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 16ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 18ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 19ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 20ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 22ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 23ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 24ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 25ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 8 26ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 8 27ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 8 28ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 8 29ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 8 30ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 8 31ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 8 32ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 8 33ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 8 34ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 8 35ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 8 36ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 8 37ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 8 38ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 8 39ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 8 40ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 8 41ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 8 42ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 8 43ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 8 44ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 8 45ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 8 46ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 8 47ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 8 48ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 8 49ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 1 dws SO: the, Input: [d]
1 3 3 9 3 9 2 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 3 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 5 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 6 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 7 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 8 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 9 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 10ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 11ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 12ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 14ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 16ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 17ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 18ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 19ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 20ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 21ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 22ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 23ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 9 24ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 9 25ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 9 26ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 9 27ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 9 28ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 9 29ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 9 30ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 9 31ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 9 32ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 9 33ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 9 34ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 9 35ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 9 36ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 9 37ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 9 38ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 9 39ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 9 40ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 9 41ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 9 42ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 9 43ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 9 44ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 9 45ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 101 dws SO: the, Input: [d]
1 3 3 9 3 102 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 103 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 104 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 105 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 106 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 107 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 108 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 109 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1010ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1011ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1012ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1013ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1014ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1016ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1017ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1018ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1019ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1020ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1021ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1022ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1023ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1024ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1025ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 1026ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1027ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1028ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1029ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1030ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1031ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1032ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1033ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1034ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1035ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 1036ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1037ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1038ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1039ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1040ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1041ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1042ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1043ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1044ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1045ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 11ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 111 dws SO: the, Input: [d]
1 3 3 9 3 112 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 113 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 114 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 115 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 116 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 117 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 118 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 119 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1110ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1111ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1112ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1113ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1114ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1115ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1116ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1117ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1118ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1119ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1120ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1121ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1122ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1123ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1124ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1125ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1126ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1127ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1128ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1129ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1130ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1131ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1132ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1133ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1134ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 1135ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1136ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1137ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1138ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1139ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1140ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1141ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1142ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1143ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1144ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1145ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 1146ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1147ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1148ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1149ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1150ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1151ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1152ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1153ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1154ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1155ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 1156ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1157ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1158ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1159ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1160ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1161ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1162ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1163ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1164ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1165ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 121 dws SO: the, Input: [d]
1 3 3 9 3 122 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 123 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 124 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 125 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 126 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 127 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 128 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 129 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1210ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1211ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1212ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1213ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1214ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1215ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1216ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1217ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1218ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1219ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1220ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1221ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1222ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1223ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1224ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1225ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 1226ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1227ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1228ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1229ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1230ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1231ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1232ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1233ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1234ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1235ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 1236ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1237ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1238ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1239ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1240ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1241ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1242ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1243ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1244ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1245ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 131 dws SO: the, Input: [d]
1 3 3 9 3 132 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 133 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 134 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 135 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 136 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 137 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 138 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 139 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1310ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1311ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1312ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1313ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1314ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1315ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1316ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1317ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1318ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1319ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1320ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1321ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1322ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1323ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1324ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1325ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1326ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1327ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1328ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1329ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1330ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1331ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1332ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1333ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1334ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1335ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1336ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1337ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1338ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1339ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1340ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1341ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 1342ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1343ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1344ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1345ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1346ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1347ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1348ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1349ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1350ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1351ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 1352ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1353ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1354ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1355ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1356ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1357ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1358ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1359ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1360ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1361ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 141 dws SO: the, Input: [d]
1 3 3 9 3 142 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 143 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 144 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 145 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 146 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 147 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 148 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 149 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1410ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1411ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1412ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1413ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1414ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1415ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1416ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1417ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1418ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1419ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1420ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1421ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1422ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1423ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1424ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1425ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1426ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1427ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1428ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1429ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 1430ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1431ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1432ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1433ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1434ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1435ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1436ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1437ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1438ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1439ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 1440ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1441ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1442ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1443ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1444ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1445ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1446ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1447ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1448ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1449ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 151 dws SO: the, Input: [d]
1 3 3 9 3 152 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 153 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 154 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 155 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 156 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 157 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 158 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 159 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1510ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1511ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1512ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1513ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1514ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1515ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1516ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1517ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1518ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1519ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1520ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1521ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1522ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1523ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1524ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1525ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 1526ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1527ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1528ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1529ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1530ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1531ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1532ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1533ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1534ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1535ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 1536ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1537ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1538ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1539ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1540ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1541ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1542ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1543ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1544ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1545ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 161 dws SO: the, Input: [d]
1 3 3 9 3 162 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 163 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 164 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 165 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 166 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 167 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 168 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 169 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1610ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1611ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1612ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1613ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1614ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1615ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1616ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1617ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1618ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1619ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1620ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1621ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1622ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1623ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1624ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1625ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 1626ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1627ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1628ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1629ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1630ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1631ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1632ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1633ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1634ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1635ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 1636ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1637ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1638ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1639ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1640ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1641ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1642ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1643ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1644ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1645ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 17ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 171 dws SO: the, Input: [d]
1 3 3 9 3 172 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 173 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 174 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 175 ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 176 ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 177 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 178 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 179 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1710ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1711ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1712ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1713ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1714ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1715ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1716ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1717ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1718ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1719ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1720ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1721ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1722ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1723ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1724ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1725ism SO: {{book,n!case},{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1726ism SO: {book,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1727ism SO: {n!case,{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1728ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1729ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1730ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1731ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1732ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1733ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 1734ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1735ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1736ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1737ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1738ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1739ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1740ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1741ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1742ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1743ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 1744ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1745ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1746ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1747ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1748ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1749ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1750ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1751ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1752ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1753ipm SO: <{{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 181 dws SO: the, Input: [d]
1 3 3 9 3 182 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 183 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 184 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 185 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 186 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 187 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 188 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 189 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1810ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1811ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1812ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1813ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1814ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1815ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1816ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1817ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1818ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1819ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1820ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1821ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1822ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1823ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1824ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1825ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 1826ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1827ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1828ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1829ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1830ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1831ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1832ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1833ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1834ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1835ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 1836ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1837ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1838ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1839ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1840ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1841ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1842ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1843ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1844ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1845ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 19ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 191 dws SO: the, Input: [d]
1 3 3 9 3 192 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 193 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 194 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 195 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 196 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 197 ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 198 ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 199 ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1910ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1911ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1912ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1913ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1914ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1915ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1916ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1917ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1918ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1919ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1920ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1921ism SO: {{n!case,{book,n!case}},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1922ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1923ism SO: {{book,n!case},{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1924ism SO: {book,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1925ism SO: {n!case,{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 1926ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1927ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1928ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1929ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 1930ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1931ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1932ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1933ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1934ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1935ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1936ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1937ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1938ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1939ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 1940ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1941ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 1942ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1943ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1944ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1945ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 1946ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 1947ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 1948ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 1949ipm SO: <{{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 20ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 201 dws SO: the, Input: [d]
1 3 3 9 3 202 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 203 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 204 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 205 ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 206 ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 207 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 208 ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 209 ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2010ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2011ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2012ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2013ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2014ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2015ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2016ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2017ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2018ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2019ism SO: {{n!case,{book,n!case}},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2020ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2021ism SO: {{book,n!case},{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2022ism SO: {book,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2023ism SO: {n!case,{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2024ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2025ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 2026ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 2027ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2028ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2029ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2030ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 2031ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2032ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2033ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2034ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2035ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 2036ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2037ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 2038ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2039ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2040ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2041ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 2042ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2043ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2044ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2045ipm SO: <{book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 21ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 3 211 dws SO: the, Input: [d]
1 3 3 9 3 212 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 213 ism SO: {{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 214 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 215 ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 216 ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 217 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 218 ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 219 ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2110ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2111ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2112ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2113ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2114ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2115ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2116ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2117ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2118ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2119ism SO: {{n!case,{book,n!case}},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2120ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2121ism SO: {{book,n!case},{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2122ism SO: {book,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2123ism SO: {n!case,{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 3 2124ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2125ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 3 2126ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 2127ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2128ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2129ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2130ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 2131ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2132ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2133ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2134ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2135ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 2136ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2137ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 2138ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2139ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2140ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2141ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 2142ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 2143ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2144ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 3 2145ipm SO: <{n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 22ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 221 dws SO: the, Input: [d]
1 3 3 9 3 222 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 223 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 224 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 225 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 226 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 227 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 228 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 229 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 2210ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2211ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 3 2212ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 2213ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 2214ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 2215ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 2216ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 3 2217ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 23ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 231 dws SO: the, Input: [d]
1 3 3 9 3 232 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 3 233 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 3 234 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 3 235 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 3 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 3 241 dws SO: the, Input: [d]
1 3 3 9 3 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 251 dws SO: the, Input: [d]
1 3 3 9 3 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 261 dws SO: the, Input: [d]
1 3 3 9 3 262 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 3 263 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 3 264 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 3 265 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 3 266 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 267 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 268 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 3 269 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 271 dws SO: the, Input: [d]
1 3 3 9 3 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 281 dws SO: the, Input: [d]
1 3 3 9 3 282 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 3 283 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 3 284 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 3 285 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 3 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 3 291 dws SO: the, Input: [d]
1 3 3 9 3 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 301 dws SO: the, Input: [d]
1 3 3 9 3 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 3 311 dws SO: the, Input: [d]
1 3 3 9 3 312 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 3 313 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 3 314 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 3 315 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 3 316 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 3 317 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 3 318 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 3 319 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 3 3110ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 3 3111ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 3 3112ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 3113ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 3114ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 3115ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 3 3116ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 3117ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 3118ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 3119ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 3120ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 3 3121ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 321 dws SO: the, Input: [d]
1 3 3 9 3 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 3 331 dws SO: the, Input: [d]
1 3 3 9 3 332 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 333 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 334 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 335 ism SO: {{n!case,{book,n!case}},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 336 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 337 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 338 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 339 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 3 3310ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 3311ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 3 3312ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 3313ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 3314ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 3315ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 3316ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 3 3317ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 341 dws SO: the, Input: [d]
1 3 3 9 3 342 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 3 343 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 3 344 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 3 345 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 3 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 3 351 dws SO: the, Input: [d]
1 3 3 9 3 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 361 dws SO: the, Input: [d]
1 3 3 9 3 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 3 371 dws SO: the, Input: [d]
1 3 3 9 3 372 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 3 373 ism SO: {{book,n!case},<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 3 374 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 3 375 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 3 376 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 377 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 378 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 3 379 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 3 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 381 dws SO: the, Input: [d]
1 3 3 9 3 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 3 391 dws SO: the, Input: [d]
1 3 3 9 3 392 ism SO: {book,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 3 393 ism SO: {n!case,<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 3 394 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 3 395 ipm SO: <<{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 3 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 3 401 dws SO: the, Input: [d]
1 3 3 9 3 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 3 411 dws SO: the, Input: [d]
1 3 3 9 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 9 4 1 dws SO: the, Input: [d]
1 3 3 9 4 1 1 esm SO: {the,d}, Input: []
1 3 3 9 4 1 2 epm SO: <the,d>, Input: []
1 3 3 9 4 1 3 epm SO: <d,the>, Input: []
1 3 3 9 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 1 dws SO: the, Input: [d]
1 3 3 9 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 1 dws SO: the, Input: [d]
1 3 3 9 4 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 3 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 3 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 3 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 3 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 3 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 3 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 3 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 3 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 3 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 3 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 3 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 3 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 3 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 3 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 3 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 3 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 1 dws SO: the, Input: [d]
1 3 3 9 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 4 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 4 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 4 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 4 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 1 dws SO: the, Input: [d]
1 3 3 9 4 5 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 13ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 14ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 15ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 18ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 20ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 21ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 23ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 24ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 25ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 26ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 27ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 5 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 5 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 5 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 5 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 5 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 5 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 5 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 5 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 5 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 5 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 5 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 5 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 5 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 5 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 5 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 5 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 5 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 5 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 5 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 5 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 5 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 5 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 5 50ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 5 51ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 5 52ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 5 53ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 1 dws SO: the, Input: [d]
1 3 3 9 4 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 6 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 6 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 6 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 6 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 1 dws SO: the, Input: [d]
1 3 3 9 4 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 11ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 1 dws SO: the, Input: [d]
1 3 3 9 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 8 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 8 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 1 dws SO: the, Input: [d]
1 3 3 9 4 9 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 9 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 9 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 9 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 9 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 9 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 9 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 9 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 9 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 9 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 9 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 9 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 9 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 9 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 9 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 9 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 9 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 101 dws SO: the, Input: [d]
1 3 3 9 4 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 103 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 107 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1011ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1014ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1016ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1017ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1018ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1019ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 1020ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1021ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1022ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1023ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 1024ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1025ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 1026ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1027ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1028ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1029ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 1030ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1031ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1032ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1033ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 111 dws SO: the, Input: [d]
1 3 3 9 4 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 117 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1111ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1112ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1115ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 121 dws SO: the, Input: [d]
1 3 3 9 4 122 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 123 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 125 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 126 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 127 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 128 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1211ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1212ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1214ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1216ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1217ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1218ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1219ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 1220ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1221ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1222ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1223ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 1224ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1225ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 1226ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1227ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1228ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1229ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 1230ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1231ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1232ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1233ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 13ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 131 dws SO: the, Input: [d]
1 3 3 9 4 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 133 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 135 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 137 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 139 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1310ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1313ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1318ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1320ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1321ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1322ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1323ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 1324ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1325ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1326ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1327ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 1328ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1329ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 1330ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1331ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1332ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1333ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 1334ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1335ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1336ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1337ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 141 dws SO: the, Input: [d]
1 3 3 9 4 142 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 143 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 144 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 145 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 146 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 147 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 148 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1410ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1411ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1412ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1414ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1415ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1416ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1417ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1418ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1419ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 1420ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1421ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1422ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1423ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 1424ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1425ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 1426ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1427ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1428ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1429ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 1430ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1431ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1432ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1433ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 15ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 4 151 dws SO: the, Input: [d]
1 3 3 9 4 152 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 153 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 155 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 156 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 157 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 158 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1511ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1512ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1514ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1516ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1517ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 4 1518ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1519ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 4 1520ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1521ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1522ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1523ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 1524ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1525ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 1526ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1527ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1528ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1529ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 1530ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 1531ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1532ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 4 1533ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 16ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 161 dws SO: the, Input: [d]
1 3 3 9 4 162 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 4 163 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 4 164 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 4 165 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 4 17ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 4 171 dws SO: the, Input: [d]
1 3 3 9 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 181 dws SO: the, Input: [d]
1 3 3 9 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 4 191 dws SO: the, Input: [d]
1 3 3 9 4 192 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 4 193 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 4 194 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 4 195 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 4 196 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 4 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 4 198 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 4 199 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 4 1910ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 4 1911ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 4 1912ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 4 1913ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 1914ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1915ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 4 1916ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 4 1917ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 1918ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 4 1919ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 1920ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 4 1921ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 201 dws SO: the, Input: [d]
1 3 3 9 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 4 211 dws SO: the, Input: [d]
1 3 3 9 4 212 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 4 213 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 4 214 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 4 215 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 4 216 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 4 217 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 4 218 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 4 219 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 4 2110ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 2111ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 4 2112ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 4 2113ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 2114ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 4 2115ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 2116ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 4 2117ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 221 dws SO: the, Input: [d]
1 3 3 9 4 222 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 4 223 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 4 224 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 4 225 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 4 231 dws SO: the, Input: [d]
1 3 3 9 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 241 dws SO: the, Input: [d]
1 3 3 9 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 4 251 dws SO: the, Input: [d]
1 3 3 9 4 252 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 4 253 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 4 254 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 4 255 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 4 256 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 4 257 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 258 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 4 259 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 261 dws SO: the, Input: [d]
1 3 3 9 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 4 271 dws SO: the, Input: [d]
1 3 3 9 4 272 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 4 273 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 4 274 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 4 275 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 4 281 dws SO: the, Input: [d]
1 3 3 9 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 4 291 dws SO: the, Input: [d]
1 3 3 9 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 9 5 1 dws SO: the, Input: [d]
1 3 3 9 5 1 1 esm SO: {the,d}, Input: []
1 3 3 9 5 1 2 epm SO: <the,d>, Input: []
1 3 3 9 5 1 3 epm SO: <d,the>, Input: []
1 3 3 9 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 1 dws SO: the, Input: [d]
1 3 3 9 5 2 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 2 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 2 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 2 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 2 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 2 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 2 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 2 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 2 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 2 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 2 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 2 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 2 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 2 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 2 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 1 dws SO: the, Input: [d]
1 3 3 9 5 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 13ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 14ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 1 dws SO: the, Input: [d]
1 3 3 9 5 4 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 4 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 4 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 4 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 4 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 4 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 4 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 4 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 4 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 4 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 4 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 4 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 4 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 4 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 4 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 1 dws SO: the, Input: [d]
1 3 3 9 5 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 11ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 1 dws SO: the, Input: [d]
1 3 3 9 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 5 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 14ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 6 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 6 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 6 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 6 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 6 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 6 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 6 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 6 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 6 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 6 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 6 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 6 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 6 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 6 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 6 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 6 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 1 dws SO: the, Input: [d]
1 3 3 9 5 7 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 7 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 7 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 7 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 7 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 7 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 7 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 7 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 7 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 7 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 7 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 7 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 7 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 7 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 7 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 1 dws SO: the, Input: [d]
1 3 3 9 5 8 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 8 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 8 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 8 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 8 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 8 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 8 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 8 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 8 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 8 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 8 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 8 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 8 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 8 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 8 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 1 dws SO: the, Input: [d]
1 3 3 9 5 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 7 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 13ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 18ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 9 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 9 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 9 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 9 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 9 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 9 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 9 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 9 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 9 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 9 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 9 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 9 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 9 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 9 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 9 34ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 9 35ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 9 36ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 9 37ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 101 dws SO: the, Input: [d]
1 3 3 9 5 102 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 103 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 104 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 106 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 108 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 109 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1010ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1011ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1012ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1013ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1014ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1015ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1016ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1017ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 1018ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1019ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 1020ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1021ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 1022ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1023ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1024ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1025ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 1026ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1027ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1028ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1029ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 11ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 111 dws SO: the, Input: [d]
1 3 3 9 5 112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 115 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1114ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 1122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 1124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 1126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 1130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 12ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 121 dws SO: the, Input: [d]
1 3 3 9 5 122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 123 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1211ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1212ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1214ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1216ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1217ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 1218ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1219ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 1220ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1221ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 1222ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1223ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1224ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1225ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 1226ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1227ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1228ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1229ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 13ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 5 131 dws SO: the, Input: [d]
1 3 3 9 5 132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 133 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1311ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1312ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 5 1316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 5 1318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 1320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 1322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 1326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 1327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 5 1329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 14ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 5 141 dws SO: the, Input: [d]
1 3 3 9 5 15ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 5 151 dws SO: the, Input: [d]
1 3 3 9 5 152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 5 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 5 154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 5 155 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 5 156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 5 157 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 5 158 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 5 159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 5 1510ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 5 1511ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 5 1512ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 5 1513ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 1514ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1515ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 5 1516ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 5 1517ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 1518ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 5 1519ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1520ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 5 1521ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 5 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 161 dws SO: the, Input: [d]
1 3 3 9 5 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 5 171 dws SO: the, Input: [d]
1 3 3 9 5 172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 5 173 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 5 174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 5 175 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 5 176 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 5 177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 5 178 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 5 179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 5 1710ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1711ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 5 1712ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 5 1713ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 1714ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 5 1715ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 1716ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 5 1717ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 5 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 181 dws SO: the, Input: [d]
1 3 3 9 5 182 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 5 183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 5 184 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 5 185 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 5 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 5 191 dws SO: the, Input: [d]
1 3 3 9 5 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 201 dws SO: the, Input: [d]
1 3 3 9 5 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 5 211 dws SO: the, Input: [d]
1 3 3 9 5 212 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 5 213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 5 214 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 5 215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 5 216 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 5 217 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 218 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 5 219 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 5 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 221 dws SO: the, Input: [d]
1 3 3 9 5 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 5 231 dws SO: the, Input: [d]
1 3 3 9 5 232 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 5 233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 5 234 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 5 235 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 5 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 5 241 dws SO: the, Input: [d]
1 3 3 9 5 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 5 251 dws SO: the, Input: [d]
1 3 3 9 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 9 6 1 dws SO: the, Input: [d]
1 3 3 9 6 1 1 esm SO: {the,d}, Input: []
1 3 3 9 6 1 2 epm SO: <the,d>, Input: []
1 3 3 9 6 1 3 epm SO: <d,the>, Input: []
1 3 3 9 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 1 dws SO: the, Input: [d]
1 3 3 9 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 1 dws SO: the, Input: [d]
1 3 3 9 6 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 1 dws SO: the, Input: [d]
1 3 3 9 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 1 dws SO: the, Input: [d]
1 3 3 9 6 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 1 dws SO: the, Input: [d]
1 3 3 9 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 1 dws SO: the, Input: [d]
1 3 3 9 6 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 1 dws SO: the, Input: [d]
1 3 3 9 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 1 dws SO: the, Input: [d]
1 3 3 9 6 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 101 dws SO: the, Input: [d]
1 3 3 9 6 102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 1018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 1020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 1022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 1024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 1026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 1029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 111 dws SO: the, Input: [d]
1 3 3 9 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 121 dws SO: the, Input: [d]
1 3 3 9 6 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 6 131 dws SO: the, Input: [d]
1 3 3 9 6 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 6 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 6 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 6 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 14ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 141 dws SO: the, Input: [d]
1 3 3 9 6 15ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 6 151 dws SO: the, Input: [d]
1 3 3 9 6 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 6 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 6 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 6 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 6 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 6 157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 6 158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 6 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 6 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 6 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 6 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 6 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 6 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 6 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 6 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 6 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 161 dws SO: the, Input: [d]
1 3 3 9 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 6 171 dws SO: the, Input: [d]
1 3 3 9 6 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 6 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 6 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 6 175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 6 176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 6 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 6 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 6 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 6 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 6 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 6 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 6 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 6 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 181 dws SO: the, Input: [d]
1 3 3 9 6 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 6 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 6 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 6 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 6 191 dws SO: the, Input: [d]
1 3 3 9 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 201 dws SO: the, Input: [d]
1 3 3 9 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 6 211 dws SO: the, Input: [d]
1 3 3 9 6 212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 6 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 6 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 6 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 6 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 6 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 6 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 221 dws SO: the, Input: [d]
1 3 3 9 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 6 231 dws SO: the, Input: [d]
1 3 3 9 6 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 6 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 6 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 6 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 6 241 dws SO: the, Input: [d]
1 3 3 9 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 6 251 dws SO: the, Input: [d]
1 3 3 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 9 7 1 dws SO: the, Input: [d]
1 3 3 9 7 1 1 esm SO: {the,d}, Input: []
1 3 3 9 7 1 2 epm SO: <the,d>, Input: []
1 3 3 9 7 1 3 epm SO: <d,the>, Input: []
1 3 3 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 1 dws SO: the, Input: [d]
1 3 3 9 7 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 1 dws SO: the, Input: [d]
1 3 3 9 7 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 1 dws SO: the, Input: [d]
1 3 3 9 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 11ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 13ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 20ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 21ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 1 dws SO: the, Input: [d]
1 3 3 9 7 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 18ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 5 30ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 5 31ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 5 32ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 5 33ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 5 34ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 5 35ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 5 36ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 5 37ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 1 dws SO: the, Input: [d]
1 3 3 9 7 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 1 dws SO: the, Input: [d]
1 3 3 9 7 7 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 13ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 14ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 15ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 16ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 17ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 18ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 19ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 21ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 22ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 23ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 24ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 25ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 26ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 27ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 28ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 29ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 7 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 7 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 7 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 7 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 7 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 7 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 7 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 7 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 7 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 7 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 7 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 7 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 7 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 7 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 7 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 7 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 7 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 7 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 7 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 7 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 7 50ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 7 51ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 7 52ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 7 53ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 7 54ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 7 55ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 7 56ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 7 57ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 1 dws SO: the, Input: [d]
1 3 3 9 7 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 8 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 8 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 8 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 8 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 8 34ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 8 35ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 8 36ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 8 37ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 1 dws SO: the, Input: [d]
1 3 3 9 7 9 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 11ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 12ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 13ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 15ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 21ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 24ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 26ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 27ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 9 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 9 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 9 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 9 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 9 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 9 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 9 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 9 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 9 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 9 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 9 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 9 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 9 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 9 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 9 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 9 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 9 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 9 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 9 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 9 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 9 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 9 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 9 50ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 9 51ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 9 52ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 9 53ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 101 dws SO: the, Input: [d]
1 3 3 9 7 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 105 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1011ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1012ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1013ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1017ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1018ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1019ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1020ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1021ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1022ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1023ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1024ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1025ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 111 dws SO: the, Input: [d]
1 3 3 9 7 112 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 113 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 117 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 119 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1110ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1111ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1113ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1115ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1116ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1117ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1118ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1119ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1120ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1121ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 1122ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1123ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1124ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1125ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1126ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1127ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 1128ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1129ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 1130ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1131ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1132ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1133ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1134ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1135ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1136ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1137ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 121 dws SO: the, Input: [d]
1 3 3 9 7 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 123 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 129 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1210ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1211ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1216ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1217ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1218ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1219ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 131 dws SO: the, Input: [d]
1 3 3 9 7 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 137 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 138 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1310ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1311ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1312ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1313ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1314ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1315ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1316ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1317ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 141 dws SO: the, Input: [d]
1 3 3 9 7 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 143 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 149 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1410ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1411ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1412ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1413ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1414ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1417ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1418ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1419ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1420ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1421ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 151 dws SO: the, Input: [d]
1 3 3 9 7 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 153 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 155 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 156 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 158 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 159 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1510ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1511ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1512ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1513ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1514ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1515ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1516ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1518ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1520ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1522ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1523ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1524ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1525ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 1526ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1527ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1528ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1529ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1530ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1531ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 1532ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1533ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 1534ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1535ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1536ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1537ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1538ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1539ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1540ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1541ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 161 dws SO: the, Input: [d]
1 3 3 9 7 162 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 163 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 164 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 165 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 166 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 167 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 168 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 169 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1610ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1611ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1612ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1613ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1614ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1616ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1617ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1618ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1619ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1620ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1621ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 1622ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1623ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1624ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1625ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1626ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1627ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 1628ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1629ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 1630ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1631ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1632ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1633ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1634ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1635ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1636ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1637ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 7 171 dws SO: the, Input: [d]
1 3 3 9 7 172 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 173 ism SO: {{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 174 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 175 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 176 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 177 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 178 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 179 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1710ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1711ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1712ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1713ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1714ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1716ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1718ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1719ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 7 1720ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1721ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 7 1722ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1723ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1724ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1725ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1726ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1727ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 1728ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1729ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 1730ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1731ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1732ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1733ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 1734ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 1735ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 1736ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 7 1737ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 181 dws SO: the, Input: [d]
1 3 3 9 7 182 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 7 183 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 7 184 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 7 185 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 7 186 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 7 187 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 188 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 7 189 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 191 dws SO: the, Input: [d]
1 3 3 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 201 dws SO: the, Input: [d]
1 3 3 9 7 202 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 7 203 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 7 204 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 7 205 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 7 211 dws SO: the, Input: [d]
1 3 3 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 221 dws SO: the, Input: [d]
1 3 3 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 7 231 dws SO: the, Input: [d]
1 3 3 9 7 232 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 7 233 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 7 234 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 7 235 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 7 236 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 7 237 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 7 238 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 7 239 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 7 2310ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 7 2311ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 7 2312ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 7 2313ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 2314ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 2315ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 7 2316ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 7 2317ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 2318ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 7 2319ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 2320ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 7 2321ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 241 dws SO: the, Input: [d]
1 3 3 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 7 251 dws SO: the, Input: [d]
1 3 3 9 7 252 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 7 253 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 7 254 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 7 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 7 256 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 7 257 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 7 258 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 7 259 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 7 2510ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 2511ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 7 2512ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 7 2513ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 2514ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 7 2515ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 2516ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 7 2517ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 261 dws SO: the, Input: [d]
1 3 3 9 7 262 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 7 263 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 7 264 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 7 265 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 7 271 dws SO: the, Input: [d]
1 3 3 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 281 dws SO: the, Input: [d]
1 3 3 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 7 291 dws SO: the, Input: [d]
1 3 3 9 7 292 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 7 293 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 7 294 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 7 295 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 7 296 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 7 297 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 298 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 7 299 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 301 dws SO: the, Input: [d]
1 3 3 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 7 311 dws SO: the, Input: [d]
1 3 3 9 7 312 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 7 313 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 7 314 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 7 315 ipm SO: <<{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 7 321 dws SO: the, Input: [d]
1 3 3 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 7 331 dws SO: the, Input: [d]
1 3 3 9 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 9 8 1 dws SO: the, Input: [d]
1 3 3 9 8 1 1 esm SO: {the,d}, Input: []
1 3 3 9 8 1 2 epm SO: <the,d>, Input: []
1 3 3 9 8 1 3 epm SO: <d,the>, Input: []
1 3 3 9 8 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 1 dws SO: the, Input: [d]
1 3 3 9 8 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 2 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 2 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 2 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 2 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 2 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 2 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 2 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 2 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 2 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 2 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 2 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 2 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 2 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 2 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 3 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 1 dws SO: the, Input: [d]
1 3 3 9 8 3 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 3 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 3 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 3 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 3 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 3 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 3 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 3 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 3 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 3 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 3 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 3 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 3 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 3 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 3 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 3 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 3 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 3 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 3 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 3 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 3 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 3 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 3 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 3 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 3 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 1 dws SO: the, Input: [d]
1 3 3 9 8 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 4 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 4 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 4 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 4 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 4 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 4 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 4 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 4 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 4 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 4 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 4 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 4 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 4 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 4 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 5 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 1 dws SO: the, Input: [d]
1 3 3 9 8 5 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 5 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 5 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 5 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 5 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 5 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 5 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 5 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 5 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 5 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 5 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 5 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 5 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 5 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 5 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 5 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 5 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 5 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 5 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 5 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 5 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 5 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 5 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 1 dws SO: the, Input: [d]
1 3 3 9 8 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 6 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 6 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 6 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 6 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 6 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 6 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 6 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 6 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 6 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 6 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 6 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 6 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 6 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 6 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 6 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 6 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 1 dws SO: the, Input: [d]
1 3 3 9 8 7 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 7 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 7 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 7 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 7 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 7 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 7 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 7 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 7 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 7 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 7 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 7 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 7 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 7 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 7 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 1 dws SO: the, Input: [d]
1 3 3 9 8 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 8 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 8 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 8 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 8 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 8 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 8 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 8 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 8 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 8 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 8 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 8 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 8 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 8 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 8 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 1 dws SO: the, Input: [d]
1 3 3 9 8 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 101 dws SO: the, Input: [d]
1 3 3 9 8 102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 1018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 1020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 1022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 1024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 1026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 1029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 111 dws SO: the, Input: [d]
1 3 3 9 8 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 1120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 1122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 1124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 1126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 1128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 1130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 1133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 12ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 121 dws SO: the, Input: [d]
1 3 3 9 8 122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 1217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 1218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 1220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 1222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 1224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 1226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 1229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 13ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 8 131 dws SO: the, Input: [d]
1 3 3 9 8 132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 8 1316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 8 1318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 1320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 1322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 1324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 1326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 1327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 8 1329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 14ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 141 dws SO: the, Input: [d]
1 3 3 9 8 15ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 8 151 dws SO: the, Input: [d]
1 3 3 9 8 152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 8 153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 8 154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 8 155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 8 156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 8 157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 8 158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 8 159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 8 1510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 8 1511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 8 1512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 8 1513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 1514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 8 1516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 8 1517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 1518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 8 1519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 8 1521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 8 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 161 dws SO: the, Input: [d]
1 3 3 9 8 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 8 171 dws SO: the, Input: [d]
1 3 3 9 8 172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 8 173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 8 174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 8 175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 8 176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 8 177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 8 178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 8 179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 8 1710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 8 1712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 8 1713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 1714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 8 1715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 1716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 8 1717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 8 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 181 dws SO: the, Input: [d]
1 3 3 9 8 182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 8 183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 8 184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 8 185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 8 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 8 191 dws SO: the, Input: [d]
1 3 3 9 8 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 201 dws SO: the, Input: [d]
1 3 3 9 8 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 8 211 dws SO: the, Input: [d]
1 3 3 9 8 212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 8 213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 8 214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 8 215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 8 216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 8 217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 8 219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 8 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 221 dws SO: the, Input: [d]
1 3 3 9 8 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 8 231 dws SO: the, Input: [d]
1 3 3 9 8 232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 8 233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 8 234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 8 235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 8 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 8 241 dws SO: the, Input: [d]
1 3 3 9 8 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 8 251 dws SO: the, Input: [d]
1 3 3 9 9 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 9 9 1 dws SO: the, Input: [d]
1 3 3 9 9 1 1 esm SO: {the,d}, Input: []
1 3 3 9 9 1 2 epm SO: <the,d>, Input: []
1 3 3 9 9 1 3 epm SO: <d,the>, Input: []
1 3 3 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 1 dws SO: the, Input: [d]
1 3 3 9 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 1 dws SO: the, Input: [d]
1 3 3 9 9 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 3 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 3 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 3 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 3 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 3 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 3 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 3 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 3 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 3 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 3 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 3 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 3 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 3 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 3 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 3 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 3 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 1 dws SO: the, Input: [d]
1 3 3 9 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 4 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 4 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 4 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 4 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 1 dws SO: the, Input: [d]
1 3 3 9 9 5 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 13ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 14ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 15ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 17ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 18ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 19ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 20ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 21ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 23ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 24ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 25ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 26ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 27ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 5 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 5 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 5 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 5 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 5 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 5 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 5 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 5 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 5 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 5 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 5 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 5 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 5 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 5 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 5 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 5 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 5 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 5 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 5 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 5 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 5 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 5 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 5 50ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 5 51ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 5 52ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 5 53ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 1 dws SO: the, Input: [d]
1 3 3 9 9 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 10ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 11ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 14ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 15ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 16ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 17ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 6 30ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 6 31ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 6 32ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 6 33ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 1 dws SO: the, Input: [d]
1 3 3 9 9 7 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 11ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 12ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 13ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 16ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 19ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 22ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 24ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 25ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 7 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 7 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 7 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 7 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 7 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 7 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 7 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 7 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 7 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 7 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 7 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 7 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 7 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 7 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 7 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 7 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 7 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 7 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 7 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 7 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 7 46ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 7 47ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 7 48ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 7 49ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 1 dws SO: the, Input: [d]
1 3 3 9 9 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 5 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 13ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 18ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 19ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 8 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 8 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 8 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 8 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 8 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 8 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 8 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 8 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 8 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 8 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 8 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 8 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 8 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 8 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 8 34ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 8 35ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 8 36ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 8 37ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 1 dws SO: the, Input: [d]
1 3 3 9 9 9 2 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 3 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 5 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 10ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 11ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 12ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 14ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 15ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 16ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 17ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 9 18ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 9 19ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 9 20ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 9 21ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 9 22ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 9 23ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 9 24ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 9 25ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 9 26ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 9 27ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 9 28ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 9 29ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 9 30ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 9 31ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 9 32ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 9 33ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 101 dws SO: the, Input: [d]
1 3 3 9 9 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 103 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 107 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 109 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1011ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1014ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1016ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1017ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1018ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1019ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 1020ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1021ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1022ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1023ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 1024ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1025ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 1026ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1027ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1028ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1029ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 1030ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1031ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1032ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1033ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 111 dws SO: the, Input: [d]
1 3 3 9 9 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 117 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1111ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1112ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1113ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1114ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1115ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 121 dws SO: the, Input: [d]
1 3 3 9 9 122 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 123 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 125 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 126 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 127 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 128 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 129 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1211ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1212ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1214ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1216ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1217ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1218ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1219ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 1220ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1221ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1222ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1223ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 1224ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1225ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 1226ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1227ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1228ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1229ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 1230ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1231ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1232ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1233ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 131 dws SO: the, Input: [d]
1 3 3 9 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 135 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 139 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1310ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1311ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1312ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1313ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1320ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1321ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1322ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1323ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 1324ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1325ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1326ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1327ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 1328ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1329ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 1330ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1331ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1332ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1333ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 1334ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1335ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1336ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1337ipm SO: <{{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 14ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 141 dws SO: the, Input: [d]
1 3 3 9 9 142 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 143 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 145 ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 146 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 147 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 148 ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 149 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1410ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1411ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1412ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1414ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1416ism SO: {book,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1417ism SO: {n!case,{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1418ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1419ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 1420ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1421ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1422ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1423ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 1424ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1425ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 1426ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1427ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1428ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1429ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 1430ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1431ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1432ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1433ipm SO: <{book,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 9 151 dws SO: the, Input: [d]
1 3 3 9 9 152 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 153 ism SO: {{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 155 ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 156 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 157 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 158 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 159 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1510ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1511ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1512ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1514ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1516ism SO: {book,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1517ism SO: {n!case,{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 9 1518ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1519ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 9 1520ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1521ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1522ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1523ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 1524ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1525ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 1526ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1527ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1528ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1529ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 1530ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 1531ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1532ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 9 1533ipm SO: <{n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 16ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 161 dws SO: the, Input: [d]
1 3 3 9 9 162 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 9 163 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 9 164 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 9 165 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 9 17ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 9 171 dws SO: the, Input: [d]
1 3 3 9 9 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 181 dws SO: the, Input: [d]
1 3 3 9 9 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 9 191 dws SO: the, Input: [d]
1 3 3 9 9 192 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 9 193 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 9 194 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 9 195 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 9 196 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 9 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 9 198 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 9 199 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 9 1910ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 9 1911ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 9 1912ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 9 1913ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 1914ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1915ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 9 1916ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 9 1917ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 1918ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 9 1919ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 1920ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 9 1921ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 9 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 201 dws SO: the, Input: [d]
1 3 3 9 9 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 9 211 dws SO: the, Input: [d]
1 3 3 9 9 212 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 9 213 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 9 214 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 9 215 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 9 216 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 9 217 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 9 218 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 9 219 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 9 2110ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 2111ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 9 2112ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 9 2113ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 2114ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 9 2115ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 2116ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 9 2117ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 9 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 221 dws SO: the, Input: [d]
1 3 3 9 9 222 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 9 223 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 9 224 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 9 225 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 9 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 9 231 dws SO: the, Input: [d]
1 3 3 9 9 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 241 dws SO: the, Input: [d]
1 3 3 9 9 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 9 251 dws SO: the, Input: [d]
1 3 3 9 9 252 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 9 253 ism SO: {{book,n!case},<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 9 254 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 9 255 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 9 256 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 9 257 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 258 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 9 259 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 9 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 261 dws SO: the, Input: [d]
1 3 3 9 9 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 9 271 dws SO: the, Input: [d]
1 3 3 9 9 272 ism SO: {book,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 9 273 ism SO: {n!case,<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 9 274 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 9 275 ipm SO: <<{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 9 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 9 281 dws SO: the, Input: [d]
1 3 3 9 9 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 9 291 dws SO: the, Input: [d]
1 3 3 9 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 9 101 dws SO: the, Input: [d]
1 3 3 9 101 1 esm SO: {the,d}, Input: []
1 3 3 9 101 2 epm SO: <the,d>, Input: []
1 3 3 9 101 3 epm SO: <d,the>, Input: []
1 3 3 9 102 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 102 1 dws SO: the, Input: [d]
1 3 3 9 102 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 102 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 102 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 102 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 102 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 102 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 102 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 102 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 102 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 102 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 102 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 102 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 102 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 102 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 102 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 103 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 103 1 dws SO: the, Input: [d]
1 3 3 9 103 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 13ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 14ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 103 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 103 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 103 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 103 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 103 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 103 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 103 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 103 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 103 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 103 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 103 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 103 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 103 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 103 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 103 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 103 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 103 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 103 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 103 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 103 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 103 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 103 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 103 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 103 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 104 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 104 1 dws SO: the, Input: [d]
1 3 3 9 104 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 104 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 104 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 104 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 104 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 104 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 104 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 104 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 104 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 104 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 104 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 104 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 104 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 104 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 104 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 105 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 105 1 dws SO: the, Input: [d]
1 3 3 9 105 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 11ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 12ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 105 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 105 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 105 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 105 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 105 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 105 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 105 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 105 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 105 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 105 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 105 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 105 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 105 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 105 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 105 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 105 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 105 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 105 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 105 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 105 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 105 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 105 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 106 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 106 1 dws SO: the, Input: [d]
1 3 3 9 106 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 3 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 5 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 6 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 10ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 11ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 12ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 14ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 15ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 16ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 17ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 106 18ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 106 19ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 106 20ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 106 21ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 106 22ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 106 23ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 106 24ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 106 25ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 106 26ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 106 27ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 106 28ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 106 29ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 106 30ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 106 31ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 106 32ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 106 33ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 107 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 107 1 dws SO: the, Input: [d]
1 3 3 9 107 2 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 4 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 6 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 8 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 9 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 10ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 11ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 12ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 13ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 14ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 15ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 107 16ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 107 17ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 107 18ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 107 19ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 107 20ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 107 21ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 107 22ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 107 23ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 107 24ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 107 25ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 107 26ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 107 27ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 107 28ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 107 29ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 108 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 108 1 dws SO: the, Input: [d]
1 3 3 9 108 2 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 3 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 4 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 6 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 8 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 9 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 10ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 12ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 13ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 14ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 15ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 108 16ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 108 17ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 108 18ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 108 19ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 108 20ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 108 21ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 108 22ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 108 23ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 108 24ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 108 25ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 108 26ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 108 27ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 108 28ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 108 29ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 109 1 dws SO: the, Input: [d]
1 3 3 9 109 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 7 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 13ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 18ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 109 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 109 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 109 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 109 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 109 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 109 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 109 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 109 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 109 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 109 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 109 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 109 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 109 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 109 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 109 34ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 109 35ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 109 36ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 109 37ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 1010ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 10101 dws SO: the, Input: [d]
1 3 3 9 10102 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10103 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10104 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10106 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10108 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10109 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101010ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101011ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101012ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101013ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101014ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101015ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101016ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101017ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 101018ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101019ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 101020ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101021ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 101022ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 101023ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101024ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101025ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 101026ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101027ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 101028ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101029ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 1011ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 10111 dws SO: the, Input: [d]
1 3 3 9 10112 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10113 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10114 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10115 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10116 ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10118 ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101110ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101111ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101112ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101114ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101115ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101116ism SO: {book,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101117ism SO: {n!case,{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101118ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 101119ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101120ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101121ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 101122ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101123ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 101124ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101125ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 101126ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 101127ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101128ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101129ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 101130ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101131ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 101132ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101133ipm SO: <{{book,n!case},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 1012ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 10121 dws SO: the, Input: [d]
1 3 3 9 10122 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10123 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10124 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10126 ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10128 ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10129 ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101210ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101211ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101212ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101213ism SO: {{book,n!case},{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101214ism SO: {book,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101215ism SO: {n!case,{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101216ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101217ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 101218ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101219ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 101220ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101221ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 101222ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 101223ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101224ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101225ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 101226ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101227ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 101228ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101229ipm SO: <{book,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 1013ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 10131 dws SO: the, Input: [d]
1 3 3 9 10132 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10133 ism SO: {{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10134 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10136 ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10138 ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 10139 ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101310ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101311ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101312ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101313ism SO: {{book,n!case},{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101314ism SO: {book,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101315ism SO: {n!case,{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 101316ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101317ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 101318ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101319ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 101320ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101321ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 101322ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 101323ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101324ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101325ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 101326ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 101327ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 101328ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 101329ipm SO: <{n!case,{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 1014ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 10141 dws SO: the, Input: [d]
1 3 3 9 1015ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 10151 dws SO: the, Input: [d]
1 3 3 9 10152 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 10153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 10154 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 10155 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 10156 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 10157 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 10158 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 10159 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 101510ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 101511ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 101512ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 101513ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 101514ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 101515ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 101516ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 101517ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 101518ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 101519ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 101520ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 101521ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 1016ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 10161 dws SO: the, Input: [d]
1 3 3 9 1017ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 10171 dws SO: the, Input: [d]
1 3 3 9 10172 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 10173 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 10174 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 10175 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 10176 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 10177 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 10178 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 10179 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 101710ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 101711ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 101712ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 101713ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 101714ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 101715ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 101716ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 101717ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 1018ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 10181 dws SO: the, Input: [d]
1 3 3 9 10182 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 10183 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 10184 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 10185 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 1019ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 10191 dws SO: the, Input: [d]
1 3 3 9 1020ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 10201 dws SO: the, Input: [d]
1 3 3 9 1021ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 10211 dws SO: the, Input: [d]
1 3 3 9 10212 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 10213 ism SO: {{book,n!case},<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 10214 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 10215 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 10216 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 10217 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 10218 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 10219 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 1022ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 10221 dws SO: the, Input: [d]
1 3 3 9 1023ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 10231 dws SO: the, Input: [d]
1 3 3 9 10232 ism SO: {book,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 10233 ism SO: {n!case,<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 10234 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 10235 ipm SO: <<{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 1024ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 10241 dws SO: the, Input: [d]
1 3 3 9 1025ipm SO: <{book,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 10251 dws SO: the, Input: [d]
1 3 3 9 11ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 3 9 111 dws SO: the, Input: [d]
1 3 3 9 111 1 esm SO: {the,d}, Input: []
1 3 3 9 111 2 epm SO: <the,d>, Input: []
1 3 3 9 111 3 epm SO: <d,the>, Input: []
1 3 3 9 112 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 112 1 dws SO: the, Input: [d]
1 3 3 9 112 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 112 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 112 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 112 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 112 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 112 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 112 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 112 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 112 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 112 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 112 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 112 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 112 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 112 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 112 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 113 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 113 1 dws SO: the, Input: [d]
1 3 3 9 113 2 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 3 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 4 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 5 ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 6 ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 7 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 8 ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 9 ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 10ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 11ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 12ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 13ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 14ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 15ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 16ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 17ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 18ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 19ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 20ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 21ism SO: {{n!case,{book,n!case}},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 22ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 23ism SO: {{book,n!case},{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 24ism SO: {book,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 25ism SO: {n!case,{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 113 26ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 113 27ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 113 28ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 113 29ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 113 30ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 113 31ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 113 32ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 113 33ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 113 34ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 113 35ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 113 36ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 113 37ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 113 38ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 113 39ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 113 40ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 113 41ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 113 42ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 113 43ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 113 44ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 113 45ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 113 46ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 113 47ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 113 48ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 113 49ipm SO: <{{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 114 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 114 1 dws SO: the, Input: [d]
1 3 3 9 114 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 114 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 114 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 114 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 114 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 114 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 114 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 114 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 114 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 114 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 114 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 114 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 114 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 114 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 114 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 115 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 115 1 dws SO: the, Input: [d]
1 3 3 9 115 2 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 4 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 5 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 6 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 7 ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 8 ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 9 ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 10ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 11ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 12ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 13ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 14ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 15ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 17ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 18ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 19ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 20ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 21ism SO: {{book,n!case},{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 22ism SO: {book,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 23ism SO: {n!case,{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 115 24ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 115 25ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 115 26ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 115 27ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 115 28ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 115 29ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 115 30ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 115 31ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 115 32ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 115 33ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 115 34ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 115 35ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 115 36ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 115 37ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 115 38ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 115 39ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 115 40ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 115 41ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 115 42ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 115 43ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 115 44ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 115 45ipm SO: <{{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 116 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 116 1 dws SO: the, Input: [d]
1 3 3 9 116 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 5 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 7 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 9 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 10ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 11ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 14ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 15ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 16ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 17ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 116 18ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 116 19ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 116 20ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 116 21ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 116 22ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 116 23ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 116 24ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 116 25ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 116 26ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 116 27ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 116 28ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 116 29ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 116 30ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 116 31ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 116 32ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 116 33ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 117 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 117 1 dws SO: the, Input: [d]
1 3 3 9 117 2 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 4 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 6 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 8 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 9 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 10ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 12ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 13ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 14ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 15ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 117 16ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 117 17ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 117 18ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 117 19ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 117 20ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 117 21ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 117 22ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 117 23ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 117 24ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 117 25ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 117 26ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 117 27ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 117 28ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 117 29ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 118 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 118 1 dws SO: the, Input: [d]
1 3 3 9 118 2 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 3 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 4 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 5 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 6 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 7 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 8 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 9 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 10ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 12ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 13ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 14ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 15ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 118 16ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 118 17ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 118 18ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 118 19ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 118 20ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 118 21ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 118 22ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 118 23ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 118 24ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 118 25ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 118 26ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 118 27ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 118 28ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 118 29ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 119 1 dws SO: the, Input: [d]
1 3 3 9 119 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 7 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 9 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 11ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 119 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 119 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 119 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 119 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 119 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 119 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 119 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 119 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 119 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 119 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 119 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 119 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 119 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 119 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 119 34ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 119 35ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 119 36ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 119 37ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 1110ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 11101 dws SO: the, Input: [d]
1 3 3 9 11102 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11103 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11104 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11105 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11106 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11107 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11108 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11109 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111010ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111012ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111013ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111014ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111015ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111016ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111017ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 111018ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111019ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 111020ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111021ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 111022ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 111023ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 111024ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111025ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 111026ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111027ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 111028ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 111029ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 1111ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 11111 dws SO: the, Input: [d]
1 3 3 9 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11113 ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11114 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11115 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11116 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11117 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11118 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11119 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111110ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111111ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111112ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111114ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111116ism SO: {book,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111117ism SO: {n!case,{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111118ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 111119ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 111120ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111121ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 111122ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111123ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 111124ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111125ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 111126ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 111127ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 111128ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111129ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 111130ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111131ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 111132ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 111133ipm SO: <{{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 1112ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 11121 dws SO: the, Input: [d]
1 3 3 9 11122 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11123 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11124 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11125 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11126 ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11127 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11128 ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11129 ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111210ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111211ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111212ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111213ism SO: {{book,n!case},{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111214ism SO: {book,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111215ism SO: {n!case,{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111216ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 111217ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 111218ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111219ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 111220ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111221ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 111222ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 111223ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 111224ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111225ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 111226ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111227ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 111228ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 111229ipm SO: <{book,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 1113ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 3 9 11131 dws SO: the, Input: [d]
1 3 3 9 11132 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11133 ism SO: {{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11134 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11135 ism SO: {{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11136 ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11137 ism SO: {{{book,n!case},{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11138 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 11139 ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111310ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111312ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111313ism SO: {{book,n!case},{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111314ism SO: {book,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111315ism SO: {n!case,{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 3 9 111316ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111317ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 3 9 111318ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111319ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 111320ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111321ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 111322ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 111323ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 111324ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111325ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 111326ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 111327ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 111328ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 3 9 111329ipm SO: <{n!case,{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 3 9 1114ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 11141 dws SO: the, Input: [d]
1 3 3 9 1115ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 3 9 11151 dws SO: the, Input: [d]
1 3 3 9 11152 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 11153 ism SO: {{{book,n!case},{n!case,{book,n!case}}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 11154 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 11155 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 11156 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 11157 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 11158 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 11159 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 111510ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 111511ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 3 9 111512ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 111513ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 111514ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 111515ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 111516ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 111517ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 111518ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 111519ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 111520ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 3 9 111521ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 3 9 1116ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 11161 dws SO: the, Input: [d]
1 3 3 9 1117ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 11171 dws SO: the, Input: [d]
1 3 3 9 11172 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 11173 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 11174 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 11175 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 11176 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 11177 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 11178 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 11179 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 111710ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 111711ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 111712ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 111713ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 111714ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 111715ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 111716ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 111717ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 1118ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 11181 dws SO: the, Input: [d]
1 3 3 9 11182 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 11183 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 11184 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 11185 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 1119ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 11191 dws SO: the, Input: [d]
1 3 3 9 1120ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 11201 dws SO: the, Input: [d]
1 3 3 9 1121ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 11211 dws SO: the, Input: [d]
1 3 3 9 11212 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 11213 ism SO: {{book,n!case},<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 11214 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 11215 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 11216 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 11217 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 11218 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 11219 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 1122ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 11221 dws SO: the, Input: [d]
1 3 3 9 1123ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 11231 dws SO: the, Input: [d]
1 3 3 9 11232 ism SO: {book,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 11233 ism SO: {n!case,<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 11234 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 11235 ipm SO: <<{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 1124ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 3 9 11241 dws SO: the, Input: [d]
1 3 3 9 1125ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 3 9 11251 dws SO: the, Input: [d]
1 3 3 9 12ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 9 121 dws SO: the, Input: [d]
1 3 3 9 121 1 esm SO: {the,d}, Input: []
1 3 3 9 121 2 epm SO: <the,d>, Input: []
1 3 3 9 121 3 epm SO: <d,the>, Input: []
1 3 3 9 13ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 3 9 131 dws SO: the, Input: [d]
1 3 3 9 131 1 esm SO: {the,d}, Input: []
1 3 3 9 131 2 epm SO: <the,d>, Input: []
1 3 3 9 131 3 epm SO: <d,the>, Input: []
1 3 3 9 132 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 132 1 dws SO: the, Input: [d]
1 3 3 9 132 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 5 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 6 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 7 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 8 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 10ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 11ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 12ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 13ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 132 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 132 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 132 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 132 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 9 132 18ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 132 19ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 132 20ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 132 21ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 132 22ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 132 23ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 132 24ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 132 25ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 133 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 133 1 dws SO: the, Input: [d]
1 3 3 9 133 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 133 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 133 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 133 5 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 133 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 133 7 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 133 8 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 133 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 133 10ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 133 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 133 12ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 133 13ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 9 133 14ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 133 15ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 133 16ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 133 17ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 133 18ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 133 19ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 133 20ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 133 21ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 134 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 134 1 dws SO: the, Input: [d]
1 3 3 9 134 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 134 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 134 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 134 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 134 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 134 7 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 134 8 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 134 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 134 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 134 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 134 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 134 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 9 134 14ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 134 15ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 134 16ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 134 17ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 134 18ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 134 19ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 134 20ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 134 21ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 135 1 dws SO: the, Input: [d]
1 3 3 9 135 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 3 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 5 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 6 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 7 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 9 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 10ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 12ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 13ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 14ism SO: {book,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 15ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 135 16ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 135 17ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 135 18ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 135 19ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 135 20ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 135 21ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 9 135 22ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 135 23ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 135 24ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 135 25ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 135 26ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 135 27ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 135 28ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 135 29ipm SO: <{{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 136 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 136 1 dws SO: the, Input: [d]
1 3 3 9 136 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 136 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 136 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 136 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 136 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 136 7 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 136 8 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 136 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 136 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 136 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 136 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 136 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 9 136 14ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 136 15ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 136 16ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 136 17ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 136 18ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 136 19ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 136 20ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 136 21ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 137 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 137 1 dws SO: the, Input: [d]
1 3 3 9 137 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 5 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 6 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 7 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 8 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 10ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 11ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 12ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 13ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 137 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 137 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 137 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 137 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 9 137 18ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 137 19ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 137 20ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 137 21ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 137 22ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 137 23ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 137 24ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 137 25ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 138 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 138 1 dws SO: the, Input: [d]
1 3 3 9 138 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 138 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 138 4 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 138 5 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 138 6 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 138 7 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 138 8 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 138 9 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 138 10ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 138 11ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 138 12ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 138 13ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 9 138 14ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 138 15ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 138 16ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 138 17ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 138 18ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 138 19ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 138 20ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 138 21ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 139 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 3 9 139 1 dws SO: the, Input: [d]
1 3 3 9 139 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 139 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 139 4 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 139 5 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 139 6 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 139 7 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 139 8 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 139 9 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 139 10ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 139 11ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 3 9 139 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 139 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 3 9 139 14ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 139 15ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 139 16ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 139 17ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 139 18ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 139 19ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 139 20ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 3 9 139 21ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 3 9 1310ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 13101 dws SO: the, Input: [d]
1 3 3 9 13102 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 9 13103 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 9 13104 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 13105 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 1311ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 13111 dws SO: the, Input: [d]
1 3 3 9 1312ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 13121 dws SO: the, Input: [d]
1 3 3 9 1313ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 13131 dws SO: the, Input: [d]
1 3 3 9 13132 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 13133 ism SO: {{book,n!case},<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 13134 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 13135 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 13136 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 13137 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 13138 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 13139 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 1314ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 13141 dws SO: the, Input: [d]
1 3 3 9 1315ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 13151 dws SO: the, Input: [d]
1 3 3 9 13152 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 9 13153 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 9 13154 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 13155 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 1316ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 3 9 13161 dws SO: the, Input: [d]
1 3 3 9 1317ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 3 9 13171 dws SO: the, Input: [d]
1 3 3 9 14ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 141 dws SO: the, Input: [d]
1 3 3 9 141 1 esm SO: {the,d}, Input: []
1 3 3 9 141 2 epm SO: <the,d>, Input: []
1 3 3 9 141 3 epm SO: <d,the>, Input: []
1 3 3 9 142 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 142 1 dws SO: the, Input: [d]
1 3 3 9 142 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 142 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 142 4 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 142 5 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 142 6 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 9 142 7 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 9 142 8 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 9 142 9 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 9 143 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 143 1 dws SO: the, Input: [d]
1 3 3 9 143 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 143 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 143 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 143 5 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 143 6 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 9 143 7 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 9 143 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 9 143 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 9 144 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 144 1 dws SO: the, Input: [d]
1 3 3 9 145 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 145 1 dws SO: the, Input: [d]
1 3 3 9 15ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 9 151 dws SO: the, Input: [d]
1 3 3 9 151 1 esm SO: {the,d}, Input: []
1 3 3 9 151 2 epm SO: <the,d>, Input: []
1 3 3 9 151 3 epm SO: <d,the>, Input: []
1 3 3 9 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 9 161 dws SO: the, Input: [d]
1 3 3 9 161 1 esm SO: {the,d}, Input: []
1 3 3 9 161 2 epm SO: <the,d>, Input: []
1 3 3 9 161 3 epm SO: <d,the>, Input: []
1 3 3 9 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 9 171 dws SO: the, Input: [d]
1 3 3 9 171 1 esm SO: {the,d}, Input: []
1 3 3 9 171 2 epm SO: <the,d>, Input: []
1 3 3 9 171 3 epm SO: <d,the>, Input: []
1 3 3 9 172 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 172 1 dws SO: the, Input: [d]
1 3 3 9 172 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 172 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 172 4 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 172 5 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 172 6 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 172 7 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 172 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 9 172 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 9 172 10ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 9 172 11ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 172 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 9 172 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 9 173 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 173 1 dws SO: the, Input: [d]
1 3 3 9 173 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 173 3 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 173 4 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 173 5 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 173 6 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 173 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 173 8 ism SO: {book,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 173 9 ism SO: {n!case,{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 173 10ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 173 11ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 9 173 12ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 9 173 13ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 9 173 14ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 9 173 15ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 173 16ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 9 173 17ipm SO: <{{book,n!case},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 9 174 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 174 1 dws SO: the, Input: [d]
1 3 3 9 174 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 174 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 174 4 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 174 5 ism SO: {{book,n!case},{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 174 6 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 174 7 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 174 8 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 9 174 9 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 9 174 10ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 9 174 11ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 174 12ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 9 174 13ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 9 175 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 9 175 1 dws SO: the, Input: [d]
1 3 3 9 175 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 175 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 175 4 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 175 5 ism SO: {{book,n!case},{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 175 6 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 175 7 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 9 175 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 9 175 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 9 175 10ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 9 175 11ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 9 175 12ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 9 175 13ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 9 176 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 176 1 dws SO: the, Input: [d]
1 3 3 9 177 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 9 177 1 dws SO: the, Input: [d]
1 3 3 9 177 2 ism SO: {book,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 9 177 3 ism SO: {n!case,<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 9 177 4 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 177 5 ipm SO: <<<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 178 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 9 178 1 dws SO: the, Input: [d]
1 3 3 9 179 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 9 179 1 dws SO: the, Input: [d]
1 3 3 9 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 9 181 dws SO: the, Input: [d]
1 3 3 9 181 1 esm SO: {the,d}, Input: []
1 3 3 9 181 2 epm SO: <the,d>, Input: []
1 3 3 9 181 3 epm SO: <d,the>, Input: []
1 3 3 9 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 3 9 191 dws SO: the, Input: [d]
1 3 3 9 191 1 esm SO: {the,d}, Input: []
1 3 3 9 191 2 epm SO: <the,d>, Input: []
1 3 3 9 191 3 epm SO: <d,the>, Input: []
1 3 3 9 192 ism SO: {book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 192 1 dws SO: the, Input: [d]
1 3 3 9 192 2 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 192 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 192 4 ism SO: {book,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 192 5 ism SO: {n!case,{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 192 6 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 9 192 7 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 9 192 8 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 9 192 9 ipm SO: <{book,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 9 193 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 9 193 1 dws SO: the, Input: [d]
1 3 3 9 193 2 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 193 3 ism SO: {<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 193 4 ism SO: {book,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 193 5 ism SO: {n!case,{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 9 193 6 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 9 193 7 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 9 193 8 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 9 193 9 ipm SO: <{n!case,<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 9 194 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 9 194 1 dws SO: the, Input: [d]
1 3 3 9 195 ipm SO: <<{n!case,{{book,n!case},{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 9 195 1 dws SO: the, Input: [d]
1 3 3 9 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 3 9 201 dws SO: the, Input: [d]
1 3 3 9 201 1 esm SO: {the,d}, Input: []
1 3 3 9 201 2 epm SO: <the,d>, Input: []
1 3 3 9 201 3 epm SO: <d,the>, Input: []
1 3 3 9 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 3 9 211 dws SO: the, Input: [d]
1 3 3 9 211 1 esm SO: {the,d}, Input: []
1 3 3 9 211 2 epm SO: <the,d>, Input: []
1 3 3 9 211 3 epm SO: <d,the>, Input: []
1 3 3 10ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [[the,d]]
1 3 3 101 dws SO: the, Input: [d]
1 3 3 101 1 esm SO: {the,d}, Input: []
1 3 3 101 1 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 3 101 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 101 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 101 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 101 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 101 2 epm SO: <the,d>, Input: []
1 3 3 101 2 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 3 101 3 epm SO: <d,the>, Input: []
1 3 3 101 3 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 3 102 ism SO: {book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 102 1 dws SO: the, Input: [d]
1 3 3 102 1 1 esm SO: {the,d}, Input: []
1 3 3 102 1 2 epm SO: <the,d>, Input: []
1 3 3 102 1 3 epm SO: <d,the>, Input: []
1 3 3 102 2 ism SO: {book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 102 2 1 dws SO: the, Input: [d]
1 3 3 102 2 2 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 2 3 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 2 4 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 2 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 2 6 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 2 7 ism SO: {n!case,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 2 8 ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 102 2 9 ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 102 2 10ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 102 2 11ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 102 2 12ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 102 2 13ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 102 3 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 102 3 1 dws SO: the, Input: [d]
1 3 3 102 3 2 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 3 3 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 3 4 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 3 5 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 3 6 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 3 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 3 8 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 3 9 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 3 10ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 102 3 11ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 102 3 12ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 102 3 13ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 102 3 14ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 102 3 15ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 102 3 16ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 102 3 17ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 102 4 ism SO: {book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 102 4 1 dws SO: the, Input: [d]
1 3 3 102 4 2 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 4 3 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 4 4 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 4 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 4 6 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 4 7 ism SO: {n!case,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 4 8 ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 102 4 9 ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 102 4 10ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 102 4 11ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 102 4 12ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 102 4 13ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 102 5 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 102 5 1 dws SO: the, Input: [d]
1 3 3 102 5 2 ism SO: {n!case,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 5 3 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 5 4 ism SO: {book,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 5 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 5 6 ism SO: {book,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 5 7 ism SO: {n!case,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 102 5 8 ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 102 5 9 ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 102 5 10ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 102 5 11ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 102 5 12ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 102 5 13ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 102 6 ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 102 6 1 dws SO: the, Input: [d]
1 3 3 102 7 ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 102 7 1 dws SO: the, Input: [d]
1 3 3 102 7 2 ism SO: {book,<{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 3 102 7 3 ism SO: {n!case,<{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 3 102 7 4 ipm SO: <<{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 3 102 7 5 ipm SO: <<{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 3 102 8 ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 102 8 1 dws SO: the, Input: [d]
1 3 3 102 9 ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 102 9 1 dws SO: the, Input: [d]
1 3 3 103 ism SO: {n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 103 1 dws SO: the, Input: [d]
1 3 3 103 1 1 esm SO: {the,d}, Input: []
1 3 3 103 1 2 epm SO: <the,d>, Input: []
1 3 3 103 1 3 epm SO: <d,the>, Input: []
1 3 3 103 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 103 2 1 dws SO: the, Input: [d]
1 3 3 103 2 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 2 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 2 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 2 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 2 6 ism SO: {book,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 2 7 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 2 8 ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 103 2 9 ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 103 2 10ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 103 2 11ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 103 2 12ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 103 2 13ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 103 3 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 103 3 1 dws SO: the, Input: [d]
1 3 3 103 3 2 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 3 3 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 3 4 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 3 5 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 3 6 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 3 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 3 8 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 3 9 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 3 10ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 103 3 11ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 103 3 12ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 103 3 13ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 103 3 14ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 103 3 15ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 103 3 16ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 103 3 17ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 103 4 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 103 4 1 dws SO: the, Input: [d]
1 3 3 103 4 2 ism SO: {book,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 4 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 4 4 ism SO: {n!case,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 4 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 4 6 ism SO: {book,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 4 7 ism SO: {n!case,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 4 8 ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 103 4 9 ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 103 4 10ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 103 4 11ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 103 4 12ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 103 4 13ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 103 5 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 103 5 1 dws SO: the, Input: [d]
1 3 3 103 5 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 5 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 5 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 5 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 5 6 ism SO: {book,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 5 7 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 103 5 8 ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 103 5 9 ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 103 5 10ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 103 5 11ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 103 5 12ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 103 5 13ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 103 6 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 103 6 1 dws SO: the, Input: [d]
1 3 3 103 7 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 103 7 1 dws SO: the, Input: [d]
1 3 3 103 7 2 ism SO: {book,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 3 103 7 3 ism SO: {n!case,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 3 103 7 4 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 3 103 7 5 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 3 103 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 103 8 1 dws SO: the, Input: [d]
1 3 3 103 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 103 9 1 dws SO: the, Input: [d]
1 3 3 104 ipm SO: <<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 104 1 dws SO: the, Input: [d]
1 3 3 104 1 1 esm SO: {the,d}, Input: []
1 3 3 104 1 2 epm SO: <the,d>, Input: []
1 3 3 104 1 3 epm SO: <d,the>, Input: []
1 3 3 105 ipm SO: <<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 105 1 dws SO: the, Input: [d]
1 3 3 105 1 1 esm SO: {the,d}, Input: []
1 3 3 105 1 2 epm SO: <the,d>, Input: []
1 3 3 105 1 3 epm SO: <d,the>, Input: []
1 3 3 11ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [[the,d]]
1 3 3 111 dws SO: the, Input: [d]
1 3 3 111 1 esm SO: {the,d}, Input: []
1 3 3 111 1 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 3 111 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 111 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 111 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 111 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 111 2 epm SO: <the,d>, Input: []
1 3 3 111 2 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 3 111 3 epm SO: <d,the>, Input: []
1 3 3 111 3 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 3 12ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [[the,d]]
1 3 3 121 dws SO: the, Input: [d]
1 3 3 121 1 esm SO: {the,d}, Input: []
1 3 3 121 1 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 3 121 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 121 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 121 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 121 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 121 2 epm SO: <the,d>, Input: []
1 3 3 121 2 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 3 121 3 epm SO: <d,the>, Input: []
1 3 3 121 3 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 3 13ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 3 131 dws SO: the, Input: [d]
1 3 3 131 1 esm SO: {the,d}, Input: []
1 3 3 131 1 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 3 131 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 131 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 131 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 131 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 131 2 epm SO: <the,d>, Input: []
1 3 3 131 2 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 3 131 3 epm SO: <d,the>, Input: []
1 3 3 131 3 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 3 132 ism SO: {n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 132 1 dws SO: the, Input: [d]
1 3 3 132 1 1 esm SO: {the,d}, Input: []
1 3 3 132 1 2 epm SO: <the,d>, Input: []
1 3 3 132 1 3 epm SO: <d,the>, Input: []
1 3 3 132 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 132 2 1 dws SO: the, Input: [d]
1 3 3 132 2 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 2 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 2 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 2 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 2 6 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 2 8 ism SO: {book,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 2 9 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 2 10ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 2 11ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 132 2 12ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 2 13ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 132 2 14ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 2 15ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 132 2 16ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 132 2 17ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 3 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 132 3 1 dws SO: the, Input: [d]
1 3 3 132 3 2 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 3 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 4 ism SO: {{book,n!case},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 5 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 6 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 7 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 8 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 9 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 10ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 11ism SO: {{book,n!case},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 12ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 13ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 3 14ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 132 3 15ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 3 16ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 132 3 17ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 132 3 18ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 3 19ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 132 3 20ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 3 21ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 132 3 22ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 3 23ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 132 3 24ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 132 3 25ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 132 4 1 dws SO: the, Input: [d]
1 3 3 132 4 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 4 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 4 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 4 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 4 6 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 4 7 ism SO: {{book,n!case},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 4 8 ism SO: {book,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 4 9 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 4 10ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 4 11ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 132 4 12ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 4 13ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 132 4 14ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 4 15ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 132 4 16ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 132 4 17ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 132 5 1 dws SO: the, Input: [d]
1 3 3 132 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 5 3 ism SO: {book,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 5 5 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 5 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 5 8 ism SO: {n!case,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 5 10ism SO: {book,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 5 11ism SO: {n!case,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 5 12ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 132 5 13ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 132 5 14ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 5 15ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 132 5 16ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 5 17ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 132 5 18ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 5 19ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 132 5 20ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 132 5 21ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 6 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 132 6 1 dws SO: the, Input: [d]
1 3 3 132 6 2 ism SO: {book,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 6 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 6 4 ism SO: {n!case,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 6 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 6 6 ism SO: {n!case,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 6 7 ism SO: {{book,n!case},{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 6 8 ism SO: {book,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 6 9 ism SO: {n!case,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 6 10ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 132 6 11ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 132 6 12ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 6 13ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 132 6 14ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 6 15ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 132 6 16ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 132 6 17ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 7 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 132 7 1 dws SO: the, Input: [d]
1 3 3 132 7 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 7 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 7 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 7 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 7 6 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 7 8 ism SO: {book,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 7 9 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 132 7 10ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 7 11ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 132 7 12ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 7 13ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 132 7 14ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 7 15ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 132 7 16ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 132 7 17ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 132 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 132 8 1 dws SO: the, Input: [d]
1 3 3 132 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 132 9 1 dws SO: the, Input: [d]
1 3 3 132 9 2 ism SO: {n!case,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 132 9 3 ism SO: {{book,n!case},<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 132 9 4 ism SO: {book,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 132 9 5 ism SO: {n!case,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 132 9 6 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 3 132 9 7 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 3 132 9 8 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 3 132 9 9 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 3 132 10ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 132 101 dws SO: the, Input: [d]
1 3 3 132 11ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 132 111 dws SO: the, Input: [d]
1 3 3 132 112 ism SO: {book,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 3 132 113 ism SO: {n!case,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 3 132 114 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 132 115 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 132 12ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 132 121 dws SO: the, Input: [d]
1 3 3 132 13ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 132 131 dws SO: the, Input: [d]
1 3 3 133 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 133 1 dws SO: the, Input: [d]
1 3 3 133 1 1 esm SO: {the,d}, Input: []
1 3 3 133 1 2 epm SO: <the,d>, Input: []
1 3 3 133 1 3 epm SO: <d,the>, Input: []
1 3 3 133 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 133 2 1 dws SO: the, Input: [d]
1 3 3 133 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 3 ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 5 ism SO: {{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 7 ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 9 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 12ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 2 14ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 2 15ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 2 16ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 2 17ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 133 2 18ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 2 19ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 2 20ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 2 21ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 133 2 22ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 2 23ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 2 24ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 2 25ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 3 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 133 3 1 dws SO: the, Input: [d]
1 3 3 133 3 2 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 3 3 ism SO: {{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 3 4 ism SO: {{book,n!case},{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 3 5 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 3 6 ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 3 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 3 8 ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 3 9 ism SO: {{book,n!case},{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 3 10ism SO: {book,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 3 11ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 3 12ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 3 13ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 133 3 14ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 3 15ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 3 16ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 3 17ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 133 3 18ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 3 19ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 3 20ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 3 21ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 133 4 1 dws SO: the, Input: [d]
1 3 3 133 4 2 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 4 3 ism SO: {{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 4 5 ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 4 6 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 4 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 4 8 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 4 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 4 10ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 4 11ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 4 12ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 4 13ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 133 4 14ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 4 15ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 4 16ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 4 17ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 133 4 18ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 4 19ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 4 20ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 4 21ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 133 5 1 dws SO: the, Input: [d]
1 3 3 133 5 2 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 3 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 4 ism SO: {{book,n!case},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 5 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 6 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 7 ism SO: {{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 8 ism SO: {{book,n!case},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 9 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 10ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 11ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 12ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 13ism SO: {{book,n!case},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 14ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 15ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 5 16ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 133 5 17ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 5 18ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 5 19ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 5 20ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 5 21ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 133 5 22ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 5 23ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 5 24ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 5 25ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 133 5 26ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 5 27ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 5 28ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 5 29ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 6 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 133 6 1 dws SO: the, Input: [d]
1 3 3 133 6 2 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 6 3 ism SO: {{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 6 5 ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 6 6 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 6 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 6 8 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 6 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 6 10ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 6 11ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 6 12ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 6 13ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 133 6 14ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 6 15ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 6 16ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 6 17ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 133 6 18ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 6 19ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 6 20ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 6 21ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 133 7 1 dws SO: the, Input: [d]
1 3 3 133 7 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 3 ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 5 ism SO: {{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 7 ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 9 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 10ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 12ism SO: {book,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 7 14ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 7 15ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 7 16ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 7 17ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 133 7 18ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 7 19ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 7 20ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 7 21ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 133 7 22ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 7 23ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 7 24ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 7 25ipm SO: <{{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 8 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 133 8 1 dws SO: the, Input: [d]
1 3 3 133 8 2 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 8 3 ism SO: {{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 8 4 ism SO: {{book,n!case},{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 8 5 ism SO: {book,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 8 6 ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 8 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 8 8 ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 8 9 ism SO: {{book,n!case},{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 8 10ism SO: {book,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 8 11ism SO: {n!case,{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 8 12ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 8 13ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 133 8 14ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 8 15ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 8 16ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 8 17ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 133 8 18ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 8 19ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 8 20ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 8 21ipm SO: <{book,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 133 9 1 dws SO: the, Input: [d]
1 3 3 133 9 2 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 9 3 ism SO: {{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 9 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 9 5 ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 9 6 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 9 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 9 8 ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 9 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 9 10ism SO: {book,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 9 11ism SO: {n!case,{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 133 9 12ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 9 13ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 133 9 14ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 9 15ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 9 16ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 9 17ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 133 9 18ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 9 19ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 133 9 20ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 133 9 21ipm SO: <{n!case,{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 133 10ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 133 101 dws SO: the, Input: [d]
1 3 3 133 102 ism SO: {book,<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 3 133 103 ism SO: {n!case,<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 3 133 104 ipm SO: <<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 133 105 ipm SO: <<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 133 11ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 133 111 dws SO: the, Input: [d]
1 3 3 133 12ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 133 121 dws SO: the, Input: [d]
1 3 3 133 13ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 133 131 dws SO: the, Input: [d]
1 3 3 133 132 ism SO: {n!case,<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 133 133 ism SO: {{book,n!case},<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 133 134 ism SO: {book,<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 133 135 ism SO: {n!case,<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 133 136 ipm SO: <<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 3 133 137 ipm SO: <<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 3 133 138 ipm SO: <<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 3 133 139 ipm SO: <<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 3 133 14ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 133 141 dws SO: the, Input: [d]
1 3 3 133 15ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 133 151 dws SO: the, Input: [d]
1 3 3 133 152 ism SO: {book,<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 3 133 153 ism SO: {n!case,<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 3 133 154 ipm SO: <<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 133 155 ipm SO: <<{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 133 16ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 133 161 dws SO: the, Input: [d]
1 3 3 133 17ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 133 171 dws SO: the, Input: [d]
1 3 3 134 ism SO: {book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 134 1 dws SO: the, Input: [d]
1 3 3 134 1 1 esm SO: {the,d}, Input: []
1 3 3 134 1 2 epm SO: <the,d>, Input: []
1 3 3 134 1 3 epm SO: <d,the>, Input: []
1 3 3 134 2 ism SO: {book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 134 2 1 dws SO: the, Input: [d]
1 3 3 134 2 2 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 2 3 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 2 4 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 2 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 2 6 ism SO: {n!case,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 2 7 ism SO: {{book,n!case},{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 2 8 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 2 9 ism SO: {n!case,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 2 10ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 2 11ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 134 2 12ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 2 13ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 134 2 14ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 2 15ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 134 2 16ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 2 17ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 3 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 134 3 1 dws SO: the, Input: [d]
1 3 3 134 3 2 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 3 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 4 ism SO: {{book,n!case},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 5 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 6 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 7 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 8 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 9 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 10ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 11ism SO: {{book,n!case},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 12ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 13ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 3 14ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 134 3 15ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 3 16ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 134 3 17ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 3 18ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 3 19ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 134 3 20ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 3 21ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 134 3 22ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 3 23ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 134 3 24ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 3 25ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 4 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 134 4 1 dws SO: the, Input: [d]
1 3 3 134 4 2 ism SO: {n!case,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 4 3 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 4 4 ism SO: {book,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 4 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 4 6 ism SO: {n!case,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 4 7 ism SO: {{book,n!case},{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 4 8 ism SO: {book,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 4 9 ism SO: {n!case,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 4 10ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 4 11ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 134 4 12ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 4 13ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 134 4 14ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 4 15ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 134 4 16ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 4 17ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 5 ism SO: {{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 134 5 1 dws SO: the, Input: [d]
1 3 3 134 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 5 3 ism SO: {book,{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 5 4 ism SO: {n!case,{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 5 5 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 5 6 ism SO: {book,{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 5 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 5 8 ism SO: {n!case,{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 5 10ism SO: {book,{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 5 11ism SO: {n!case,{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 5 12ipm SO: <{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 134 5 13ipm SO: <{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 5 14ipm SO: <{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 5 15ipm SO: <{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 134 5 16ipm SO: <{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 5 17ipm SO: <{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 134 5 18ipm SO: <{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 5 19ipm SO: <{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 134 5 20ipm SO: <{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 5 21ipm SO: <{{book,n!case},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 6 ism SO: {book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 134 6 1 dws SO: the, Input: [d]
1 3 3 134 6 2 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 6 3 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 6 4 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 6 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 6 6 ism SO: {n!case,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 6 7 ism SO: {{book,n!case},{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 6 8 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 6 9 ism SO: {n!case,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 6 10ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 6 11ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 134 6 12ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 6 13ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 134 6 14ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 6 15ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 134 6 16ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 6 17ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 7 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 134 7 1 dws SO: the, Input: [d]
1 3 3 134 7 2 ism SO: {n!case,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 7 3 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 7 4 ism SO: {book,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 7 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 7 6 ism SO: {n!case,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 7 7 ism SO: {{book,n!case},{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 7 8 ism SO: {book,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 7 9 ism SO: {n!case,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 134 7 10ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 7 11ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 134 7 12ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 7 13ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 134 7 14ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 7 15ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 134 7 16ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 134 7 17ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 134 8 ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 134 8 1 dws SO: the, Input: [d]
1 3 3 134 9 ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 134 9 1 dws SO: the, Input: [d]
1 3 3 134 9 2 ism SO: {n!case,<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 134 9 3 ism SO: {{book,n!case},<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 134 9 4 ism SO: {book,<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 134 9 5 ism SO: {n!case,<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 134 9 6 ipm SO: <<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 3 134 9 7 ipm SO: <<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 3 134 9 8 ipm SO: <<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 3 134 9 9 ipm SO: <<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 3 134 10ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 134 101 dws SO: the, Input: [d]
1 3 3 134 11ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 134 111 dws SO: the, Input: [d]
1 3 3 134 112 ism SO: {book,<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 3 134 113 ism SO: {n!case,<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 3 134 114 ipm SO: <<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 134 115 ipm SO: <<{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 134 12ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 134 121 dws SO: the, Input: [d]
1 3 3 134 13ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 134 131 dws SO: the, Input: [d]
1 3 3 135 ism SO: {n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 3 135 1 dws SO: the, Input: [d]
1 3 3 135 1 1 esm SO: {the,d}, Input: []
1 3 3 135 1 2 epm SO: <the,d>, Input: []
1 3 3 135 1 3 epm SO: <d,the>, Input: []
1 3 3 135 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 135 2 1 dws SO: the, Input: [d]
1 3 3 135 2 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 2 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 2 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 2 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 2 6 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 2 8 ism SO: {book,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 2 9 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 2 10ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 2 11ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 135 2 12ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 2 13ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 135 2 14ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 2 15ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 135 2 16ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 135 2 17ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 3 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 135 3 1 dws SO: the, Input: [d]
1 3 3 135 3 2 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 3 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 4 ism SO: {{book,n!case},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 5 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 6 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 7 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 8 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 9 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 10ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 11ism SO: {{book,n!case},{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 12ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 13ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 3 14ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 135 3 15ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 3 16ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 135 3 17ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 135 3 18ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 3 19ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 135 3 20ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 3 21ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 135 3 22ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 3 23ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 135 3 24ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 135 3 25ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 135 4 1 dws SO: the, Input: [d]
1 3 3 135 4 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 4 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 4 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 4 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 4 6 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 4 7 ism SO: {{book,n!case},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 4 8 ism SO: {book,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 4 9 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 4 10ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 4 11ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 135 4 12ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 4 13ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 135 4 14ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 4 15ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 135 4 16ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 135 4 17ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 135 5 1 dws SO: the, Input: [d]
1 3 3 135 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 5 3 ism SO: {book,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 5 5 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 5 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 5 8 ism SO: {n!case,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 5 10ism SO: {book,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 5 11ism SO: {n!case,{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 5 12ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 135 5 13ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 135 5 14ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 5 15ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 135 5 16ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 5 17ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 135 5 18ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 5 19ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 135 5 20ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 135 5 21ipm SO: <{{book,n!case},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 6 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 135 6 1 dws SO: the, Input: [d]
1 3 3 135 6 2 ism SO: {book,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 6 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 6 4 ism SO: {n!case,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 6 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 6 6 ism SO: {n!case,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 6 7 ism SO: {{book,n!case},{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 6 8 ism SO: {book,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 6 9 ism SO: {n!case,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 6 10ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 135 6 11ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 135 6 12ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 6 13ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 135 6 14ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 6 15ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 135 6 16ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 135 6 17ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 7 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 3 135 7 1 dws SO: the, Input: [d]
1 3 3 135 7 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 7 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 7 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 7 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 7 6 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 7 8 ism SO: {book,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 7 9 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 3 135 7 10ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 7 11ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 3 135 7 12ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 7 13ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 135 7 14ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 7 15ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 3 135 7 16ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 3 135 7 17ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 3 135 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 135 8 1 dws SO: the, Input: [d]
1 3 3 135 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 3 135 9 1 dws SO: the, Input: [d]
1 3 3 135 9 2 ism SO: {n!case,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 135 9 3 ism SO: {{book,n!case},<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 135 9 4 ism SO: {book,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 135 9 5 ism SO: {n!case,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 3 135 9 6 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 3 135 9 7 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 3 135 9 8 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 3 135 9 9 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 3 135 10ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 135 101 dws SO: the, Input: [d]
1 3 3 135 11ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 3 135 111 dws SO: the, Input: [d]
1 3 3 135 112 ism SO: {book,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 3 135 113 ism SO: {n!case,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 3 135 114 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 135 115 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 135 12ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 3 135 121 dws SO: the, Input: [d]
1 3 3 135 13ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 3 135 131 dws SO: the, Input: [d]
1 3 3 136 ipm SO: <<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 136 1 dws SO: the, Input: [d]
1 3 3 136 1 1 esm SO: {the,d}, Input: []
1 3 3 136 1 2 epm SO: <the,d>, Input: []
1 3 3 136 1 3 epm SO: <d,the>, Input: []
1 3 3 137 ipm SO: <<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 3 137 1 dws SO: the, Input: [d]
1 3 3 137 1 1 esm SO: {the,d}, Input: []
1 3 3 137 1 2 epm SO: <the,d>, Input: []
1 3 3 137 1 3 epm SO: <d,the>, Input: []
1 3 3 137 2 ism SO: {book,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 137 2 1 dws SO: the, Input: [d]
1 3 3 137 2 2 ism SO: {book,{book,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 3 137 2 3 ism SO: {<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,{book,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 3 137 2 4 ism SO: {book,{book,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 3 137 2 5 ism SO: {n!case,{book,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 3 137 2 6 ipm SO: <{book,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 3 137 2 7 ipm SO: <{book,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 3 3 137 2 8 ipm SO: <{book,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 3 137 2 9 ipm SO: <{book,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 137 3 ism SO: {n!case,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 3 137 3 1 dws SO: the, Input: [d]
1 3 3 137 3 2 ism SO: {n!case,{n!case,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 3 137 3 3 ism SO: {<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,{n!case,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 3 137 3 4 ism SO: {book,{n!case,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 3 137 3 5 ism SO: {n!case,{n!case,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 3 137 3 6 ipm SO: <{n!case,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 137 3 7 ipm SO: <{n!case,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 3 3 137 3 8 ipm SO: <{n!case,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 3 137 3 9 ipm SO: <{n!case,<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 137 4 ipm SO: <<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 3 137 4 1 dws SO: the, Input: [d]
1 3 3 137 5 ipm SO: <<<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 137 5 1 dws SO: the, Input: [d]
1 3 3 138 ipm SO: <<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 3 138 1 dws SO: the, Input: [d]
1 3 3 138 1 1 esm SO: {the,d}, Input: []
1 3 3 138 1 2 epm SO: <the,d>, Input: []
1 3 3 138 1 3 epm SO: <d,the>, Input: []
1 3 3 139 ipm SO: <<{{book,n!case},{n!case,{book,n!case}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 3 139 1 dws SO: the, Input: [d]
1 3 3 139 1 1 esm SO: {the,d}, Input: []
1 3 3 139 1 2 epm SO: <the,d>, Input: []
1 3 3 139 1 3 epm SO: <d,the>, Input: []
1 3 3 14ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [[the,d]]
1 3 3 141 dws SO: the, Input: [d]
1 3 3 141 1 esm SO: {the,d}, Input: []
1 3 3 141 1 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 3 141 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 141 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 141 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 141 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 141 2 epm SO: <the,d>, Input: []
1 3 3 141 2 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 3 141 3 epm SO: <d,the>, Input: []
1 3 3 141 3 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 3 15ipm SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [[the,d]]
1 3 3 151 dws SO: the, Input: [d]
1 3 3 151 1 esm SO: {the,d}, Input: []
1 3 3 151 1 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 3 151 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 151 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 151 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 151 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 151 2 epm SO: <the,d>, Input: []
1 3 3 151 2 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 3 151 3 epm SO: <d,the>, Input: []
1 3 3 151 3 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 3 152 ism SO: {book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 152 1 dws SO: the, Input: [d]
1 3 3 152 1 1 esm SO: {the,d}, Input: []
1 3 3 152 1 2 epm SO: <the,d>, Input: []
1 3 3 152 1 3 epm SO: <d,the>, Input: []
1 3 3 152 2 ism SO: {book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 152 2 1 dws SO: the, Input: [d]
1 3 3 152 2 2 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 2 3 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 2 4 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 2 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 2 6 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 2 7 ism SO: {n!case,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 2 8 ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 152 2 9 ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 152 2 10ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 152 2 11ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 152 2 12ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 152 2 13ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 152 3 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 152 3 1 dws SO: the, Input: [d]
1 3 3 152 3 2 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 3 3 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 3 4 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 3 5 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 3 6 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 3 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 3 8 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 3 9 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 3 10ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 152 3 11ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 152 3 12ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 152 3 13ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 152 3 14ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 152 3 15ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 152 3 16ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 152 3 17ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 152 4 ism SO: {book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 152 4 1 dws SO: the, Input: [d]
1 3 3 152 4 2 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 4 3 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 4 4 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 4 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 4 6 ism SO: {book,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 4 7 ism SO: {n!case,{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 4 8 ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 152 4 9 ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 152 4 10ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 152 4 11ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 152 4 12ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 152 4 13ipm SO: <{book,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 152 5 ism SO: {n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 152 5 1 dws SO: the, Input: [d]
1 3 3 152 5 2 ism SO: {n!case,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 5 3 ism SO: {{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 5 4 ism SO: {book,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 5 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 5 6 ism SO: {book,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 5 7 ism SO: {n!case,{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 152 5 8 ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 152 5 9 ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 152 5 10ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 152 5 11ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 152 5 12ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 152 5 13ipm SO: <{n!case,{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 152 6 ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 152 6 1 dws SO: the, Input: [d]
1 3 3 152 7 ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 152 7 1 dws SO: the, Input: [d]
1 3 3 152 7 2 ism SO: {book,<{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 3 152 7 3 ism SO: {n!case,<{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 3 152 7 4 ipm SO: <<{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 3 152 7 5 ipm SO: <<{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 3 152 8 ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 152 8 1 dws SO: the, Input: [d]
1 3 3 152 9 ipm SO: <{book,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 152 9 1 dws SO: the, Input: [d]
1 3 3 153 ism SO: {n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 3 3 153 1 dws SO: the, Input: [d]
1 3 3 153 1 1 esm SO: {the,d}, Input: []
1 3 3 153 1 2 epm SO: <the,d>, Input: []
1 3 3 153 1 3 epm SO: <d,the>, Input: []
1 3 3 153 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 153 2 1 dws SO: the, Input: [d]
1 3 3 153 2 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 2 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 2 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 2 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 2 6 ism SO: {book,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 2 7 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 2 8 ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 153 2 9 ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 153 2 10ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 153 2 11ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 153 2 12ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 153 2 13ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 153 3 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 153 3 1 dws SO: the, Input: [d]
1 3 3 153 3 2 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 3 3 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 3 4 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 3 5 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 3 6 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 3 7 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 3 8 ism SO: {book,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 3 9 ism SO: {n!case,{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 3 10ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 153 3 11ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 153 3 12ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 153 3 13ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 153 3 14ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 153 3 15ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 153 3 16ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 153 3 17ipm SO: <{<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 153 4 ism SO: {book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 153 4 1 dws SO: the, Input: [d]
1 3 3 153 4 2 ism SO: {book,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 4 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 4 4 ism SO: {n!case,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 4 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 4 6 ism SO: {book,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 4 7 ism SO: {n!case,{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 4 8 ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 153 4 9 ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 153 4 10ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 153 4 11ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 153 4 12ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 153 4 13ipm SO: <{book,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 153 5 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 3 153 5 1 dws SO: the, Input: [d]
1 3 3 153 5 2 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 5 3 ism SO: {{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 5 4 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 5 5 ism SO: {<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 5 6 ism SO: {book,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 5 7 ism SO: {n!case,{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 3 153 5 8 ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 153 5 9 ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 3 153 5 10ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 153 5 11ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 153 5 12ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 3 153 5 13ipm SO: <{n!case,{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 3 153 6 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 153 6 1 dws SO: the, Input: [d]
1 3 3 153 7 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 3 153 7 1 dws SO: the, Input: [d]
1 3 3 153 7 2 ism SO: {book,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 3 153 7 3 ism SO: {n!case,<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 3 153 7 4 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 3 153 7 5 ipm SO: <<{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 3 153 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 3 153 8 1 dws SO: the, Input: [d]
1 3 3 153 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 3 153 9 1 dws SO: the, Input: [d]
1 3 3 154 ipm SO: <<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 3 154 1 dws SO: the, Input: [d]
1 3 3 154 1 1 esm SO: {the,d}, Input: []
1 3 3 154 1 2 epm SO: <the,d>, Input: []
1 3 3 154 1 3 epm SO: <d,the>, Input: []
1 3 3 155 ipm SO: <<{{book,n!case},{n!case,{book,n!case}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 3 155 1 dws SO: the, Input: [d]
1 3 3 155 1 1 esm SO: {the,d}, Input: []
1 3 3 155 1 2 epm SO: <the,d>, Input: []
1 3 3 155 1 3 epm SO: <d,the>, Input: []
1 3 3 16ipm SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [[the,d]]
1 3 3 161 dws SO: the, Input: [d]
1 3 3 161 1 esm SO: {the,d}, Input: []
1 3 3 161 1 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 3 161 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 161 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 161 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 161 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 161 2 epm SO: <the,d>, Input: []
1 3 3 161 2 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 3 161 3 epm SO: <d,the>, Input: []
1 3 3 161 3 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 3 17ipm SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [[the,d]]
1 3 3 171 dws SO: the, Input: [d]
1 3 3 171 1 esm SO: {the,d}, Input: []
1 3 3 171 1 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 3 171 1 2 ism SO: {the,{the,d}}, Input: []
1 3 3 171 1 3 ism SO: {d,{the,d}}, Input: []
1 3 3 171 1 4 ipm SO: <{the,d},the>, Input: []
1 3 3 171 1 5 ipm SO: <{the,d},d>, Input: []
1 3 3 171 2 epm SO: <the,d>, Input: []
1 3 3 171 2 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 3 171 3 epm SO: <d,the>, Input: []
1 3 3 171 3 1 uws SO: <{{book,n!case},{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 4 ism SO: {book,{n!case,{book,n!case}}}, Input: [[the,d]]
1 3 4 1 dws SO: the, Input: [d]
1 3 4 1 1 esm SO: {the,d}, Input: []
1 3 4 1 1 1 uws SO: {book,{n!case,{book,n!case}}}, Input: [{the,d}]
1 3 4 1 1 1 1 esm SO: {{book,{n!case,{book,n!case}}},{the,d}}, Input: []
1 3 4 1 1 1 2 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 1 1 1 3 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 1 1 1 4 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 1 1 1 5 ism SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 1 1 1 6 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 1 1 1 7 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 1 1 1 8 epm SO: <{book,{n!case,{book,n!case}}},{the,d}>, Input: []
1 3 4 1 1 1 9 epm SO: <{the,d},{book,{n!case,{book,n!case}}}>, Input: []
1 3 4 1 1 1 10ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 4 1 1 1 11ipm SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 4 1 1 1 12ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 4 1 1 1 13ipm SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 4 1 1 1 14ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 4 1 1 1 15ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 1 1 2 1 uws SO: {book,{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 3 4 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 3 4 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 3 4 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 3 4 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 3 4 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 3 4 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 3 4 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 3 4 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 3 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 1 1 3 1 uws SO: {book,{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 3 4 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 3 4 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 3 4 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 3 4 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 3 4 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 3 4 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 3 4 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 3 4 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 3 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 1 1 4 1 uws SO: {book,{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 3 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 1 1 5 1 uws SO: {book,{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 3 4 1 2 epm SO: <the,d>, Input: []
1 3 4 1 2 1 uws SO: {book,{n!case,{book,n!case}}}, Input: [<the,d>]
1 3 4 1 2 1 1 esm SO: {{book,{n!case,{book,n!case}}},<the,d>}, Input: []
1 3 4 1 2 1 2 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 1 2 1 3 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 1 2 1 4 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 1 2 1 5 ism SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 1 2 1 6 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 1 2 1 7 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 1 2 1 8 epm SO: <{book,{n!case,{book,n!case}}},<the,d>>, Input: []
1 3 4 1 2 1 9 epm SO: <<the,d>,{book,{n!case,{book,n!case}}}>, Input: []
1 3 4 1 2 1 10ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 4 1 2 1 11ipm SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 4 1 2 1 12ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 4 1 2 1 13ipm SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 4 1 2 1 14ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 4 1 2 1 15ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 4 1 3 epm SO: <d,the>, Input: []
1 3 4 1 3 1 uws SO: {book,{n!case,{book,n!case}}}, Input: [<d,the>]
1 3 4 1 3 1 1 esm SO: {{book,{n!case,{book,n!case}}},<d,the>}, Input: []
1 3 4 1 3 1 2 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 1 3 1 3 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 1 3 1 4 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 1 3 1 5 ism SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 1 3 1 6 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 1 3 1 7 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 1 3 1 8 epm SO: <{book,{n!case,{book,n!case}}},<d,the>>, Input: []
1 3 4 1 3 1 9 epm SO: <<d,the>,{book,{n!case,{book,n!case}}}>, Input: []
1 3 4 1 3 1 10ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 4 1 3 1 11ipm SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 4 1 3 1 12ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 4 1 3 1 13ipm SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 4 1 3 1 14ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 4 1 3 1 15ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 4 2 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 4 2 1 dws SO: the, Input: [d]
1 3 4 2 1 1 esm SO: {the,d}, Input: []
1 3 4 2 1 1 1 uws SO: {book,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 2 1 2 epm SO: <the,d>, Input: []
1 3 4 2 1 2 1 uws SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 2 1 3 epm SO: <d,the>, Input: []
1 3 4 2 1 3 1 uws SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 2 2 ism SO: {book,{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 2 2 1 dws SO: the, Input: [d]
1 3 4 2 2 1 1 esm SO: {the,d}, Input: []
1 3 4 2 2 1 2 epm SO: <the,d>, Input: []
1 3 4 2 2 1 3 epm SO: <d,the>, Input: []
1 3 4 2 2 2 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 1 dws SO: the, Input: [d]
1 3 4 2 2 2 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 2 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 2 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 2 2 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 2 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 2 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 2 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 2 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 2 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 2 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 2 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 2 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 2 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 3 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 1 dws SO: the, Input: [d]
1 3 4 2 2 3 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 11ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 12ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 14ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 17ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 19ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 21ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 3 22ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 3 23ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 3 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 3 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 3 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 3 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 3 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 3 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 3 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 3 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 2 3 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 3 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 3 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 3 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 3 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 3 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 3 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 3 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 3 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 3 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 4 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 1 dws SO: the, Input: [d]
1 3 4 2 2 4 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 4 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 4 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 2 4 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 4 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 4 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 4 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 4 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 4 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 4 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 4 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 4 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 4 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 5 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 1 dws SO: the, Input: [d]
1 3 4 2 2 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 9 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 12ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 2 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 6 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 1 dws SO: the, Input: [d]
1 3 4 2 2 6 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 6 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 6 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 2 6 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 6 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 6 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 6 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 6 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 6 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 6 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 6 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 6 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 6 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 7 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 1 dws SO: the, Input: [d]
1 3 4 2 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 7 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 12ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 7 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 7 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 7 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 7 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 7 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 7 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 2 7 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 7 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 7 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 7 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 7 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 7 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 7 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 7 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 7 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 7 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 1 dws SO: the, Input: [d]
1 3 4 2 2 8 2 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 4 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 6 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 8 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 10ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 11ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 12ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 13ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 8 14ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 8 15ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 2 8 16ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 8 17ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 8 18ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 8 19ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 8 20ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 8 21ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 8 22ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 8 23ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 8 24ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 8 25ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 9 ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 1 dws SO: the, Input: [d]
1 3 4 2 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 5 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 12ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 9 16ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 9 17ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 9 18ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 9 19ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 2 9 20ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 9 21ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 9 22ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 9 23ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 9 24ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 9 25ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 9 26ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 9 27ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 9 28ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 9 29ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 10ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 2 101 dws SO: the, Input: [d]
1 3 4 2 2 102 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 103 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 104 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 105 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 106 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 108 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 109 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 1010ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 1011ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 1012ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 1013ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 1014ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 1015ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 2 1016ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 1017ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 1018ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 1019ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 1020ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 1021ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 1022ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 1023ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 1024ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 1025ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 11ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 2 111 dws SO: the, Input: [d]
1 3 4 2 2 112 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 113 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 114 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 115 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 116 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 118 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 1110ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 1112ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 1113ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 2 1114ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 1115ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 2 1116ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 1117ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 1118ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 1119ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 1120ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 1121ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 1122ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 1123ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 1124ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 2 1125ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 12ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 2 121 dws SO: the, Input: [d]
1 3 4 2 2 13ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 2 131 dws SO: the, Input: [d]
1 3 4 2 2 132 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 2 133 ism SO: {{book,{n!case,{book,n!case}}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 2 134 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 2 135 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 2 136 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 2 137 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 2 138 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 2 139 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 2 1310ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 2 1311ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 1312ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 2 1313ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 1314ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 2 1315ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 1316ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 2 1317ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 2 14ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 2 141 dws SO: the, Input: [d]
1 3 4 2 2 15ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 2 151 dws SO: the, Input: [d]
1 3 4 2 2 152 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 2 153 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 2 154 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 2 155 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 2 156 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 2 157 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 2 158 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 2 159 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 1510ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 2 1511ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 1512ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 2 1513ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 2 16ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 2 161 dws SO: the, Input: [d]
1 3 4 2 2 17ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 2 171 dws SO: the, Input: [d]
1 3 4 2 2 172 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 2 173 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 2 174 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 2 175 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 2 176 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 2 177 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 178 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 2 179 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 2 18ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 181 dws SO: the, Input: [d]
1 3 4 2 2 19ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 2 191 dws SO: the, Input: [d]
1 3 4 2 2 192 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 2 193 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 2 194 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 2 195 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 2 20ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 2 201 dws SO: the, Input: [d]
1 3 4 2 2 21ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 2 211 dws SO: the, Input: [d]
1 3 4 2 3 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 2 3 1 dws SO: the, Input: [d]
1 3 4 2 3 1 1 esm SO: {the,d}, Input: []
1 3 4 2 3 1 2 epm SO: <the,d>, Input: []
1 3 4 2 3 1 3 epm SO: <d,the>, Input: []
1 3 4 2 3 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 1 dws SO: the, Input: [d]
1 3 4 2 3 2 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 9 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 10ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 15ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 17ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 18ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 19ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 20ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 21ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 22ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 23ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 24ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 25ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 2 26ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 2 27ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 2 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 2 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 2 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 2 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 2 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 2 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 2 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 2 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 2 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 2 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 2 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 2 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 2 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 2 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 2 42ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 2 43ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 2 44ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 2 45ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 2 46ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 2 47ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 2 48ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 2 49ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 1 dws SO: the, Input: [d]
1 3 4 2 3 3 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 3 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 12ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 14ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 15ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 16ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 17ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 18ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 19ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 3 20ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 3 21ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 3 22ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 3 23ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 3 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 3 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 3 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 3 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 3 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 3 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 3 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 3 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 3 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 3 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 3 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 3 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 3 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 3 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 1 dws SO: the, Input: [d]
1 3 4 2 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 7 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 8 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 9 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 15ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 16ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 17ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 18ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 4 24ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 4 25ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 4 26ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 4 27ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 4 28ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 4 29ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 4 30ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 4 31ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 4 32ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 4 33ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 4 34ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 4 35ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 4 36ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 4 37ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 4 38ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 4 39ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 4 40ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 4 41ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 4 42ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 4 43ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 4 44ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 4 45ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 1 dws SO: the, Input: [d]
1 3 4 2 3 5 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 3 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 12ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 14ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 16ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 17ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 18ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 19ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 5 20ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 5 21ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 5 22ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 5 23ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 5 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 5 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 5 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 5 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 5 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 5 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 5 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 5 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 5 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 5 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 5 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 5 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 5 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 5 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 1 dws SO: the, Input: [d]
1 3 4 2 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 3 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 5 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 6 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 7 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 9 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 11ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 12ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 14ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 15ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 16ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 18ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 20ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 21ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 6 22ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 6 23ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 6 24ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 6 25ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 6 26ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 6 27ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 6 28ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 6 29ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 6 30ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 6 31ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 6 32ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 6 33ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 6 34ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 6 35ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 6 36ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 6 37ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 6 38ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 6 39ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 6 40ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 6 41ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 1 dws SO: the, Input: [d]
1 3 4 2 3 7 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 3 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 12ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 14ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 16ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 17ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 18ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 19ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 7 20ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 7 21ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 7 22ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 7 23ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 7 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 7 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 7 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 7 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 7 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 7 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 7 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 7 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 7 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 7 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 7 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 7 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 7 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 7 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 1 dws SO: the, Input: [d]
1 3 4 2 3 8 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 3 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 12ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 14ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 16ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 17ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 18ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 19ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 8 20ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 8 21ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 8 22ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 8 23ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 8 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 8 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 8 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 8 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 8 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 8 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 8 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 8 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 8 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 8 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 8 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 8 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 8 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 8 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 1 dws SO: the, Input: [d]
1 3 4 2 3 9 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 11ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 12ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 13ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 14ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 15ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 16ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 17ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 19ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 21ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 22ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 23ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 24ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 25ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 26ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 27ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 9 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 9 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 9 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 9 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 9 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 9 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 9 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 9 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 9 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 9 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 9 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 9 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 9 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 9 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 9 42ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 9 43ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 9 44ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 9 45ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 9 46ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 9 47ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 9 48ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 9 49ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 9 50ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 9 51ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 9 52ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 9 53ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 101 dws SO: the, Input: [d]
1 3 4 2 3 102 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 103 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 104 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 105 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 106 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 107 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 108 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 109 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1010ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1011ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1012ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1013ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1014ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1015ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1016ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1017ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1018ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1019ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1020ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1021ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 1022ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1023ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1024ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1025ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1026ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1027ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1028ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1029ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 1030ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1031ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1032ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1033ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1034ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1035ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1036ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1037ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 11ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 111 dws SO: the, Input: [d]
1 3 4 2 3 112 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 113 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 114 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 115 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 116 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 117 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 118 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 119 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1110ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1111ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1112ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1113ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1114ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1115ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1116ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1117ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1118ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1119ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1120ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1121ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1122ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1123ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1124ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1125ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1126ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1127ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1128ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1129ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1130ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1131ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1132ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1133ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 1134ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1135ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1136ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1137ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1138ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1139ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1140ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1141ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 1142ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1143ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1144ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1145ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1146ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1147ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1148ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1149ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 12ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 121 dws SO: the, Input: [d]
1 3 4 2 3 122 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 123 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 124 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 125 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 126 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 127 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 128 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 129 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1210ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1211ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1212ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1213ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1214ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1215ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1216ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1217ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1218ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1219ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1220ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1221ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 1222ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1223ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1224ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1225ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1226ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1227ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1228ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1229ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 1230ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1231ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1232ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1233ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1234ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1235ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1236ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1237ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 13ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 131 dws SO: the, Input: [d]
1 3 4 2 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 135 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 137 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 138 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 139 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1313ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1315ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1316ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1317ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1318ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1322ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1324ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1325ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1326ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1327ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1328ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1329ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 1330ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1331ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1332ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1333ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1334ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1335ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1336ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1337ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 1338ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1339ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1340ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1341ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1342ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1343ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1344ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1345ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 141 dws SO: the, Input: [d]
1 3 4 2 3 142 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 143 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 144 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 145 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 147 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 148 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 149 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1410ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1411ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1412ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1413ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1414ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1416ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1417ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1418ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1419ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1420ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1421ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 1422ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1423ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1424ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1425ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1426ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1427ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1428ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1429ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 1430ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1431ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1432ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1433ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1434ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1435ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1436ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1437ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 15ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 151 dws SO: the, Input: [d]
1 3 4 2 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 153 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 154 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 155 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 156 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 157 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 159 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1511ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1512ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1513ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1514ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1515ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1516ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1518ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1520ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1521ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1522ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1523ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1524ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1525ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 1526ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1527ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1528ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1529ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1530ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1531ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1532ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1533ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 1534ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1535ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1536ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1537ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1538ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1539ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1540ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1541ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 16ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 161 dws SO: the, Input: [d]
1 3 4 2 3 162 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 163 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 164 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 165 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 166 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 167 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 168 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 169 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1610ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1611ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1612ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1613ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1614ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1615ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1616ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1617ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1618ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1619ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1620ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1621ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 1622ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1623ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1624ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1625ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1626ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1627ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1628ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1629ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 1630ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1631ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1632ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1633ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1634ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1635ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1636ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1637ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 17ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 3 171 dws SO: the, Input: [d]
1 3 4 2 3 172 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 173 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 174 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 175 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 177 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 178 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 179 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1710ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1711ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1712ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1713ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1714ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1716ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1717ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1718ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1719ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 3 1720ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1721ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 3 1722ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1723ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1724ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1725ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1726ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1727ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1728ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1729ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 1730ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1731ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 1732ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1733ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1734ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 1735ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1736ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 3 1737ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 18ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 181 dws SO: the, Input: [d]
1 3 4 2 3 182 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 183 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 184 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 185 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 186 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 187 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 188 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 3 189 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 1810ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 3 1811ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 1812ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 3 1813ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 3 19ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 3 191 dws SO: the, Input: [d]
1 3 4 2 3 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 201 dws SO: the, Input: [d]
1 3 4 2 3 202 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 3 203 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 3 204 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 3 205 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 3 206 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 3 207 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 208 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 3 209 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 3 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 211 dws SO: the, Input: [d]
1 3 4 2 3 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 221 dws SO: the, Input: [d]
1 3 4 2 3 222 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 3 223 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 3 224 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 3 225 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 3 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 3 231 dws SO: the, Input: [d]
1 3 4 2 3 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 241 dws SO: the, Input: [d]
1 3 4 2 3 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 3 251 dws SO: the, Input: [d]
1 3 4 2 3 252 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 3 253 ism SO: {{book,{n!case,{book,n!case}}},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 3 254 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 3 255 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 3 256 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 3 257 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 3 258 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 3 259 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 3 2510ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 3 2511ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 2512ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 3 2513ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 2514ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 3 2515ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 2516ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 3 2517ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 3 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 3 261 dws SO: the, Input: [d]
1 3 4 2 3 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 3 271 dws SO: the, Input: [d]
1 3 4 2 3 272 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 273 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 274 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 275 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 276 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 277 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 3 278 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 3 279 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 2710ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 3 2711ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 2712ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 3 2713ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 3 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 3 281 dws SO: the, Input: [d]
1 3 4 2 3 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 3 291 dws SO: the, Input: [d]
1 3 4 2 3 292 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 3 293 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 3 294 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 3 295 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 3 296 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 3 297 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 298 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 3 299 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 3 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 301 dws SO: the, Input: [d]
1 3 4 2 3 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 3 311 dws SO: the, Input: [d]
1 3 4 2 3 312 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 3 313 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 3 314 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 3 315 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 3 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 3 321 dws SO: the, Input: [d]
1 3 4 2 3 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 3 331 dws SO: the, Input: [d]
1 3 4 2 4 ism SO: {book,{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 2 4 1 dws SO: the, Input: [d]
1 3 4 2 4 1 1 esm SO: {the,d}, Input: []
1 3 4 2 4 1 2 epm SO: <the,d>, Input: []
1 3 4 2 4 1 3 epm SO: <d,the>, Input: []
1 3 4 2 4 2 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 1 dws SO: the, Input: [d]
1 3 4 2 4 2 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 2 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 2 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 4 2 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 2 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 2 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 2 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 2 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 2 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 2 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 2 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 2 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 2 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 3 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 1 dws SO: the, Input: [d]
1 3 4 2 4 3 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 11ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 12ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 14ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 17ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 19ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 21ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 3 22ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 3 23ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 3 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 3 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 3 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 3 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 3 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 3 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 3 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 3 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 4 3 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 3 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 3 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 3 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 3 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 3 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 3 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 3 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 3 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 3 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 4 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 1 dws SO: the, Input: [d]
1 3 4 2 4 4 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 4 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 4 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 4 4 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 4 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 4 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 4 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 4 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 4 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 4 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 4 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 4 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 4 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 5 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 1 dws SO: the, Input: [d]
1 3 4 2 4 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 9 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 12ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 4 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 6 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 1 dws SO: the, Input: [d]
1 3 4 2 4 6 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 6 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 6 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 4 6 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 6 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 6 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 6 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 6 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 6 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 6 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 6 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 6 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 6 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 7 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 1 dws SO: the, Input: [d]
1 3 4 2 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 7 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 12ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 7 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 7 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 7 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 7 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 7 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 7 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 4 7 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 7 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 7 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 7 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 7 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 7 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 7 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 7 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 7 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 7 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 1 dws SO: the, Input: [d]
1 3 4 2 4 8 2 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 4 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 6 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 8 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 10ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 11ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 12ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 13ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 8 14ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 8 15ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 4 8 16ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 8 17ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 8 18ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 8 19ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 8 20ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 8 21ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 8 22ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 8 23ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 8 24ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 8 25ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 9 ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 1 dws SO: the, Input: [d]
1 3 4 2 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 5 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 12ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 9 16ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 9 17ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 9 18ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 9 19ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 4 9 20ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 9 21ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 9 22ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 9 23ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 9 24ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 9 25ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 9 26ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 9 27ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 9 28ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 9 29ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 10ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 4 101 dws SO: the, Input: [d]
1 3 4 2 4 102 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 103 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 104 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 105 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 106 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 108 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 109 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 1010ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 1011ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 1012ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 1013ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 1014ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 1015ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 4 1016ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 1017ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 1018ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 1019ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 1020ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 1021ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 1022ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 1023ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 1024ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 1025ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 11ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 4 111 dws SO: the, Input: [d]
1 3 4 2 4 112 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 113 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 114 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 115 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 116 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 118 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 1110ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 1112ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 1113ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 4 1114ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 1115ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 4 1116ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 1117ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 1118ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 1119ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 1120ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 1121ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 1122ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 1123ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 1124ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 4 1125ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 12ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 4 121 dws SO: the, Input: [d]
1 3 4 2 4 13ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 4 131 dws SO: the, Input: [d]
1 3 4 2 4 132 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 4 133 ism SO: {{book,{n!case,{book,n!case}}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 4 134 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 4 135 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 4 136 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 4 137 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 4 138 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 4 139 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 4 1310ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 4 1311ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 1312ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 4 1313ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 1314ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 4 1315ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 1316ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 4 1317ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 4 14ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 4 141 dws SO: the, Input: [d]
1 3 4 2 4 15ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 4 151 dws SO: the, Input: [d]
1 3 4 2 4 152 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 4 153 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 4 154 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 4 155 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 4 156 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 4 157 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 4 158 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 4 159 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 1510ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 4 1511ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 1512ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 4 1513ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 4 16ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 4 161 dws SO: the, Input: [d]
1 3 4 2 4 17ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 4 171 dws SO: the, Input: [d]
1 3 4 2 4 172 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 4 173 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 4 174 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 4 175 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 4 176 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 4 177 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 178 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 4 179 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 4 18ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 181 dws SO: the, Input: [d]
1 3 4 2 4 19ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 4 191 dws SO: the, Input: [d]
1 3 4 2 4 192 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 4 193 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 4 194 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 4 195 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 4 20ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 4 201 dws SO: the, Input: [d]
1 3 4 2 4 21ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 4 211 dws SO: the, Input: [d]
1 3 4 2 5 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 2 5 1 dws SO: the, Input: [d]
1 3 4 2 5 1 1 esm SO: {the,d}, Input: []
1 3 4 2 5 1 2 epm SO: <the,d>, Input: []
1 3 4 2 5 1 3 epm SO: <d,the>, Input: []
1 3 4 2 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 1 dws SO: the, Input: [d]
1 3 4 2 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 7 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 14ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 16ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 1 dws SO: the, Input: [d]
1 3 4 2 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 3 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 12ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 1 dws SO: the, Input: [d]
1 3 4 2 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 5 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 12ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 14ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 1 dws SO: the, Input: [d]
1 3 4 2 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 3 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 11ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 12ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 1 dws SO: the, Input: [d]
1 3 4 2 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 3 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 12ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 1 dws SO: the, Input: [d]
1 3 4 2 5 7 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 11ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 12ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 13ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 14ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 15ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 16ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 17ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 18ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 19ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 21ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 22ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 23ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 24ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 25ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 7 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 7 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 7 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 7 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 7 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 7 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 7 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 7 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 7 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 7 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 7 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 7 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 7 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 7 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 7 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 7 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 7 42ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 7 43ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 7 44ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 7 45ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 7 46ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 7 47ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 7 48ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 7 49ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 1 dws SO: the, Input: [d]
1 3 4 2 5 8 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 3 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 11ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 12ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 16ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 8 18ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 8 19ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 8 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 8 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 8 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 8 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 8 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 8 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 8 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 8 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 8 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 8 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 8 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 8 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 8 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 8 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 9 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 1 dws SO: the, Input: [d]
1 3 4 2 5 9 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 9 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 10ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 11ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 12ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 13ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 15ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 16ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 18ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 22ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 9 24ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 9 25ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 9 26ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 9 27ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 9 28ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 9 29ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 9 30ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 9 31ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 9 32ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 9 33ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 9 34ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 9 35ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 9 36ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 9 37ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 9 38ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 9 39ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 9 40ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 9 41ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 9 42ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 9 43ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 9 44ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 9 45ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 101 dws SO: the, Input: [d]
1 3 4 2 5 102 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 103 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 104 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 105 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 106 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 107 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 108 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 109 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1010ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1011ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1012ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1013ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1014ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1015ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1016ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1017ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1018ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1019ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 1020ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1021ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1022ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1023ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1024ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1025ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 1026ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1027ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 1028ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1029ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1030ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1031ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1032ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1033ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 111 dws SO: the, Input: [d]
1 3 4 2 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 117 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1113ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1114ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1116ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 121 dws SO: the, Input: [d]
1 3 4 2 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 123 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 129 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1210ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1212ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 131 dws SO: the, Input: [d]
1 3 4 2 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 135 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1311ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1312ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1314ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 14ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 141 dws SO: the, Input: [d]
1 3 4 2 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 143 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 149 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1410ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1411ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1412ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 15ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 5 151 dws SO: the, Input: [d]
1 3 4 2 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 153 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 159 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1510ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1512ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 16ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 161 dws SO: the, Input: [d]
1 3 4 2 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 5 164 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 5 166 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 5 167 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 168 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 5 169 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 5 17ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 171 dws SO: the, Input: [d]
1 3 4 2 5 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 181 dws SO: the, Input: [d]
1 3 4 2 5 182 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 5 184 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 5 185 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 5 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 5 191 dws SO: the, Input: [d]
1 3 4 2 5 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 201 dws SO: the, Input: [d]
1 3 4 2 5 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 5 211 dws SO: the, Input: [d]
1 3 4 2 5 212 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 5 213 ism SO: {{book,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 5 214 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 5 218 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 5 2110ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 5 2111ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 2112ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 5 2113ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 2114ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 5 2115ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 2116ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 5 2117ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 5 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 5 221 dws SO: the, Input: [d]
1 3 4 2 5 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 5 231 dws SO: the, Input: [d]
1 3 4 2 5 232 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 5 236 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 5 238 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 5 239 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 2310ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 5 2311ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 2312ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 5 2313ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 5 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 5 241 dws SO: the, Input: [d]
1 3 4 2 5 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 5 251 dws SO: the, Input: [d]
1 3 4 2 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 5 254 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 5 256 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 5 257 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 258 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 5 259 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 5 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 261 dws SO: the, Input: [d]
1 3 4 2 5 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 5 271 dws SO: the, Input: [d]
1 3 4 2 5 272 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 5 274 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 5 275 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 5 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 5 281 dws SO: the, Input: [d]
1 3 4 2 5 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 5 291 dws SO: the, Input: [d]
1 3 4 2 6 ism SO: {n!case,{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 2 6 1 dws SO: the, Input: [d]
1 3 4 2 6 1 1 esm SO: {the,d}, Input: []
1 3 4 2 6 1 2 epm SO: <the,d>, Input: []
1 3 4 2 6 1 3 epm SO: <d,the>, Input: []
1 3 4 2 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 1 dws SO: the, Input: [d]
1 3 4 2 6 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 10ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 12ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 13ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 2 14ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 2 15ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 6 2 16ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 2 17ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 2 18ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 2 19ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 2 20ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 2 21ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 2 22ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 2 23ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 2 24ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 2 25ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 3 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 1 dws SO: the, Input: [d]
1 3 4 2 6 3 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 11ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 12ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 14ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 17ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 19ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 21ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 3 22ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 3 23ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 3 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 3 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 3 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 3 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 3 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 3 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 3 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 3 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 6 3 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 3 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 3 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 3 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 3 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 3 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 3 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 3 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 3 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 3 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 1 dws SO: the, Input: [d]
1 3 4 2 6 4 2 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 6 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 8 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 10ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 12ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 13ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 4 14ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 4 15ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 6 4 16ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 4 17ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 4 18ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 4 19ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 4 20ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 4 21ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 4 22ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 4 23ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 4 24ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 4 25ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 5 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 1 dws SO: the, Input: [d]
1 3 4 2 6 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 9 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 12ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 6 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 1 dws SO: the, Input: [d]
1 3 4 2 6 6 2 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 6 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 8 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 10ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 12ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 13ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 6 14ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 6 15ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 6 6 16ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 6 17ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 6 18ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 6 19ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 6 20ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 6 21ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 6 22ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 6 23ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 6 24ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 6 25ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 1 dws SO: the, Input: [d]
1 3 4 2 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 7 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 1 dws SO: the, Input: [d]
1 3 4 2 6 8 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 6 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 8 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 10ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 12ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 13ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 8 14ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 8 15ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 6 8 16ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 8 17ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 8 18ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 8 19ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 8 20ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 8 21ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 8 22ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 8 23ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 8 24ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 8 25ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 9 ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 1 dws SO: the, Input: [d]
1 3 4 2 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 5 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 14ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 9 16ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 9 17ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 9 18ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 9 19ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 6 9 20ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 9 21ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 9 22ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 9 23ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 9 24ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 9 25ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 9 26ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 9 27ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 9 28ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 9 29ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 10ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 6 101 dws SO: the, Input: [d]
1 3 4 2 6 102 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 103 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 104 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 105 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 106 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 108 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 1010ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 1011ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 1012ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 1013ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 1014ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 1015ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 6 1016ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 1017ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 1018ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 1019ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 1020ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 1021ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 1022ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 1023ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 1024ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 1025ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 11ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 6 111 dws SO: the, Input: [d]
1 3 4 2 6 112 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 113 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 114 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 115 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 116 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 118 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 1110ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 1112ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 1113ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 6 1114ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 1115ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 6 1116ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 1117ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 1118ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 1119ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 1120ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 1121ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 1122ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 1123ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 1124ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 6 1125ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 12ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 121 dws SO: the, Input: [d]
1 3 4 2 6 13ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 6 131 dws SO: the, Input: [d]
1 3 4 2 6 132 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 6 133 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 6 134 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 6 136 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 6 137 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 6 138 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 6 139 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 6 1310ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 6 1311ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 1312ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 6 1313ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 1314ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 6 1315ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 1316ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 6 1317ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 6 14ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 6 141 dws SO: the, Input: [d]
1 3 4 2 6 15ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 6 151 dws SO: the, Input: [d]
1 3 4 2 6 152 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 6 154 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 6 155 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 6 156 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 6 157 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 6 158 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 6 159 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 1510ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 6 1511ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 1512ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 6 1513ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 6 16ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 6 161 dws SO: the, Input: [d]
1 3 4 2 6 17ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 6 171 dws SO: the, Input: [d]
1 3 4 2 6 172 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 6 173 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 6 174 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 6 175 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 6 176 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 6 177 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 178 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 6 179 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 6 18ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 181 dws SO: the, Input: [d]
1 3 4 2 6 19ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 6 191 dws SO: the, Input: [d]
1 3 4 2 6 192 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 6 193 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 6 194 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 6 195 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 6 20ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 6 201 dws SO: the, Input: [d]
1 3 4 2 6 21ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 6 211 dws SO: the, Input: [d]
1 3 4 2 7 ism SO: {{book,n!case},{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 2 7 1 dws SO: the, Input: [d]
1 3 4 2 7 1 1 esm SO: {the,d}, Input: []
1 3 4 2 7 1 2 epm SO: <the,d>, Input: []
1 3 4 2 7 1 3 epm SO: <d,the>, Input: []
1 3 4 2 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 1 dws SO: the, Input: [d]
1 3 4 2 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 5 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 11ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 1 dws SO: the, Input: [d]
1 3 4 2 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 3 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 10ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 12ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 14ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 3 16ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 3 17ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 3 18ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 3 19ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 3 20ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 3 21ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 3 22ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 3 23ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 3 24ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 3 25ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 3 26ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 3 27ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 3 28ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 3 29ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 1 dws SO: the, Input: [d]
1 3 4 2 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 3 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 10ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 1 dws SO: the, Input: [d]
1 3 4 2 7 5 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 11ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 12ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 13ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 14ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 15ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 18ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 19ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 20ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 21ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 22ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 23ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 5 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 5 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 5 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 5 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 5 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 5 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 5 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 5 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 5 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 5 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 5 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 5 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 5 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 5 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 5 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 5 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 5 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 5 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 5 42ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 5 43ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 5 44ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 5 45ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 1 dws SO: the, Input: [d]
1 3 4 2 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 3 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 10ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 12ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 14ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 6 16ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 6 17ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 6 18ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 6 19ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 6 20ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 6 21ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 6 22ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 6 23ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 6 24ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 6 25ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 6 26ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 6 27ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 6 28ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 6 29ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 7 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 1 dws SO: the, Input: [d]
1 3 4 2 7 7 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 9 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 10ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 14ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 16ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 19ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 20ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 21ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 7 22ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 7 23ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 7 24ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 7 25ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 7 26ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 7 27ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 7 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 7 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 7 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 7 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 7 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 7 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 7 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 7 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 7 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 7 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 7 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 7 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 7 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 7 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 1 dws SO: the, Input: [d]
1 3 4 2 7 8 2 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 3 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 5 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 8 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 10ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 12ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 14ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 8 16ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 8 17ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 8 18ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 8 19ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 8 20ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 8 21ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 8 22ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 8 23ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 8 24ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 8 25ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 8 26ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 8 27ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 8 28ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 8 29ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 1 dws SO: the, Input: [d]
1 3 4 2 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 7 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 12ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 14ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 101 dws SO: the, Input: [d]
1 3 4 2 7 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 103 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 105 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 107 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 108 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 109 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1010ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1014ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1015ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1016ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 1017ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 1018ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 1019ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1020ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 1021ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 1022ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1023ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 1024ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1025ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 1026ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 1027ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 1028ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1029ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 11ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 111 dws SO: the, Input: [d]
1 3 4 2 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 115 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 119 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1111ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 12ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 121 dws SO: the, Input: [d]
1 3 4 2 7 122 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 123 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 125 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 127 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 128 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 129 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1210ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1212ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1214ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1216ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1217ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 1218ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 1219ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1220ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 1221ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 1222ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1223ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 1224ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1225ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 1226ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 1227ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 1228ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1229ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 13ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 7 131 dws SO: the, Input: [d]
1 3 4 2 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 133 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 137 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 139 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1310ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1312ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 7 1316ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 1317ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 7 1318ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 1319ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1320ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 1321ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 1322ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1323ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 1324ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1325ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 1326ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 1327ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 1328ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 7 1329ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 14ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 141 dws SO: the, Input: [d]
1 3 4 2 7 142 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 7 143 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 7 144 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 7 145 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 7 15ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 7 151 dws SO: the, Input: [d]
1 3 4 2 7 16ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 161 dws SO: the, Input: [d]
1 3 4 2 7 17ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 7 171 dws SO: the, Input: [d]
1 3 4 2 7 172 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 7 173 ism SO: {{book,{n!case,{book,n!case}}},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 7 174 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 7 176 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 7 178 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 7 179 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 7 1710ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 7 1711ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 1712ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 7 1713ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 1714ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 7 1715ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 1716ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 7 1717ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 7 18ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 7 181 dws SO: the, Input: [d]
1 3 4 2 7 19ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 7 191 dws SO: the, Input: [d]
1 3 4 2 7 192 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 7 194 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 7 196 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 7 197 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 7 198 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 7 199 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 1910ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 7 1911ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 1912ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 7 1913ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 7 20ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 7 201 dws SO: the, Input: [d]
1 3 4 2 7 21ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 7 211 dws SO: the, Input: [d]
1 3 4 2 7 212 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 7 214 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 7 215 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 7 216 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 7 217 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 218 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 7 219 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 7 22ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 221 dws SO: the, Input: [d]
1 3 4 2 7 23ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 7 231 dws SO: the, Input: [d]
1 3 4 2 7 232 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 7 233 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 7 234 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 7 235 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 7 24ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 7 241 dws SO: the, Input: [d]
1 3 4 2 7 25ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 7 251 dws SO: the, Input: [d]
1 3 4 2 8 ism SO: {book,{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 2 8 1 dws SO: the, Input: [d]
1 3 4 2 8 1 1 esm SO: {the,d}, Input: []
1 3 4 2 8 1 2 epm SO: <the,d>, Input: []
1 3 4 2 8 1 3 epm SO: <d,the>, Input: []
1 3 4 2 8 2 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 1 dws SO: the, Input: [d]
1 3 4 2 8 2 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 2 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 2 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 8 2 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 2 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 2 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 2 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 2 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 2 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 2 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 2 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 2 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 2 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 3 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 1 dws SO: the, Input: [d]
1 3 4 2 8 3 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 11ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 12ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 14ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 17ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 19ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 21ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 3 22ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 3 23ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 3 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 3 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 3 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 3 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 3 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 3 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 3 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 3 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 8 3 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 3 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 3 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 3 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 3 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 3 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 3 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 3 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 3 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 3 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 4 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 1 dws SO: the, Input: [d]
1 3 4 2 8 4 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 4 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 4 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 8 4 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 4 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 4 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 4 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 4 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 4 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 4 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 4 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 4 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 4 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 5 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 1 dws SO: the, Input: [d]
1 3 4 2 8 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 9 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 12ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 8 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 6 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 1 dws SO: the, Input: [d]
1 3 4 2 8 6 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 6 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 6 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 8 6 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 6 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 6 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 6 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 6 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 6 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 6 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 6 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 6 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 6 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 7 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 1 dws SO: the, Input: [d]
1 3 4 2 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 7 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 12ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 1 dws SO: the, Input: [d]
1 3 4 2 8 8 2 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 4 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 6 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 8 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 10ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 11ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 12ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 13ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 8 14ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 8 15ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 8 8 16ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 8 17ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 8 18ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 8 19ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 8 20ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 8 21ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 8 22ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 8 23ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 8 24ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 8 25ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 9 ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 1 dws SO: the, Input: [d]
1 3 4 2 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 5 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 12ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 9 16ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 9 17ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 9 18ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 9 19ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 8 9 20ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 9 21ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 9 22ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 9 23ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 9 24ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 9 25ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 9 26ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 9 27ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 9 28ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 9 29ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 10ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 8 101 dws SO: the, Input: [d]
1 3 4 2 8 102 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 103 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 104 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 105 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 106 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 108 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 1010ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 1011ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 1012ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 1013ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 1014ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 1015ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 8 1016ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 1017ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 1018ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 1019ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 1020ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 1021ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 1022ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 1023ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 1024ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 1025ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 11ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 8 111 dws SO: the, Input: [d]
1 3 4 2 8 112 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 113 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 114 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 115 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 116 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 118 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 1110ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 1112ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 1113ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 8 1114ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 1115ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 8 1116ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 1117ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 1118ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 1119ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 1120ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 1121ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 1122ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 1123ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 1124ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 8 1125ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 12ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 8 121 dws SO: the, Input: [d]
1 3 4 2 8 13ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 8 131 dws SO: the, Input: [d]
1 3 4 2 8 132 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 8 133 ism SO: {{book,{n!case,{book,n!case}}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 8 134 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 8 135 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 8 136 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 8 137 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 8 138 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 8 139 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 8 1310ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 8 1311ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 1312ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 8 1313ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 1314ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 8 1315ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 1316ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 8 1317ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 8 14ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 8 141 dws SO: the, Input: [d]
1 3 4 2 8 15ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 8 151 dws SO: the, Input: [d]
1 3 4 2 8 152 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 8 153 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 8 154 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 8 155 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 8 156 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 8 157 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 8 158 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 8 159 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 1510ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 8 1511ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 1512ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 8 1513ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 8 16ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 8 161 dws SO: the, Input: [d]
1 3 4 2 8 17ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 8 171 dws SO: the, Input: [d]
1 3 4 2 8 172 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 8 173 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 8 174 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 8 175 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 8 176 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 8 177 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 178 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 8 179 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 8 18ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 181 dws SO: the, Input: [d]
1 3 4 2 8 19ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 8 191 dws SO: the, Input: [d]
1 3 4 2 8 192 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 8 193 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 8 194 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 8 195 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 8 20ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 8 201 dws SO: the, Input: [d]
1 3 4 2 8 21ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 8 211 dws SO: the, Input: [d]
1 3 4 2 9 ism SO: {n!case,{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 2 9 1 dws SO: the, Input: [d]
1 3 4 2 9 1 1 esm SO: {the,d}, Input: []
1 3 4 2 9 1 2 epm SO: <the,d>, Input: []
1 3 4 2 9 1 3 epm SO: <d,the>, Input: []
1 3 4 2 9 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 1 dws SO: the, Input: [d]
1 3 4 2 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 10ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 12ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 2 14ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 2 15ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 9 2 16ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 2 17ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 2 18ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 2 19ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 2 20ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 2 21ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 2 22ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 2 23ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 2 24ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 2 25ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 3 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 1 dws SO: the, Input: [d]
1 3 4 2 9 3 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 11ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 12ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 14ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 17ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 19ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 21ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 3 22ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 3 23ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 3 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 3 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 3 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 3 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 3 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 3 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 3 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 3 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 9 3 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 3 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 3 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 3 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 3 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 3 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 3 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 3 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 3 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 3 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 4 ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 1 dws SO: the, Input: [d]
1 3 4 2 9 4 2 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 6 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 8 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 10ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 12ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 13ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 4 14ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 4 15ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 9 4 16ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 4 17ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 4 18ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 4 19ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 4 20ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 4 21ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 4 22ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 4 23ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 4 24ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 4 25ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 5 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 1 dws SO: the, Input: [d]
1 3 4 2 9 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 9 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 12ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 9 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 6 ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 1 dws SO: the, Input: [d]
1 3 4 2 9 6 2 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 6 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 8 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 10ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 12ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 13ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 6 14ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 6 15ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 9 6 16ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 6 17ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 6 18ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 6 19ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 6 20ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 6 21ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 6 22ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 6 23ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 6 24ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 6 25ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 1 dws SO: the, Input: [d]
1 3 4 2 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 7 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 1 dws SO: the, Input: [d]
1 3 4 2 9 8 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 6 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 8 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 10ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 12ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 13ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 8 14ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 8 15ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 9 8 16ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 8 17ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 8 18ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 8 19ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 8 20ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 8 21ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 8 22ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 8 23ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 8 24ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 8 25ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 9 ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 1 dws SO: the, Input: [d]
1 3 4 2 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 5 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 10ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 9 101 dws SO: the, Input: [d]
1 3 4 2 9 102 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 103 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 104 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 105 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 106 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 108 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 1010ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 1012ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 1013ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 1014ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 1015ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 9 1016ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 1017ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 1018ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 1019ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 1020ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 1021ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 1022ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 1023ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 1024ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 1025ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 11ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 2 9 111 dws SO: the, Input: [d]
1 3 4 2 9 112 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 113 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 114 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 115 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 116 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 118 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 1110ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 1112ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 1113ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 2 9 1114ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 1115ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 2 9 1116ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 1117ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 1118ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 1119ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 1120ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 1121ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 1122ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 1123ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 1124ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 2 9 1125ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 12ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 121 dws SO: the, Input: [d]
1 3 4 2 9 13ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 2 9 131 dws SO: the, Input: [d]
1 3 4 2 9 132 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 9 133 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 9 134 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 9 136 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 9 137 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 9 138 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 9 139 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 2 9 1310ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 9 1311ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 1312ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 9 1313ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 1314ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 9 1315ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 1316ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 2 9 1317ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 2 9 14ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 9 141 dws SO: the, Input: [d]
1 3 4 2 9 15ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 9 151 dws SO: the, Input: [d]
1 3 4 2 9 152 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 9 154 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 9 155 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 9 156 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 9 157 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 9 158 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 9 159 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 1510ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 9 1511ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 1512ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 9 1513ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 9 16ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 9 161 dws SO: the, Input: [d]
1 3 4 2 9 17ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 9 171 dws SO: the, Input: [d]
1 3 4 2 9 172 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 9 173 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 9 174 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 9 175 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 9 176 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 9 177 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 178 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 9 179 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 9 18ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 181 dws SO: the, Input: [d]
1 3 4 2 9 19ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 9 191 dws SO: the, Input: [d]
1 3 4 2 9 192 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 9 193 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 9 194 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 9 195 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 9 20ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 2 9 201 dws SO: the, Input: [d]
1 3 4 2 9 21ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 2 9 211 dws SO: the, Input: [d]
1 3 4 2 10ipm SO: <{book,{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 2 101 dws SO: the, Input: [d]
1 3 4 2 101 1 esm SO: {the,d}, Input: []
1 3 4 2 101 2 epm SO: <the,d>, Input: []
1 3 4 2 101 3 epm SO: <d,the>, Input: []
1 3 4 2 11ipm SO: <{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 2 111 dws SO: the, Input: [d]
1 3 4 2 111 1 esm SO: {the,d}, Input: []
1 3 4 2 111 2 epm SO: <the,d>, Input: []
1 3 4 2 111 3 epm SO: <d,the>, Input: []
1 3 4 2 112 ism SO: {book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 112 1 dws SO: the, Input: [d]
1 3 4 2 112 2 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 112 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 112 4 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 112 5 ism SO: {{n!case,{book,n!case}},{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 112 6 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 112 7 ism SO: {{book,n!case},{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 112 8 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 112 9 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 112 10ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 112 11ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 2 112 12ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 112 13ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 112 14ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 112 15ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 112 16ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 112 17ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 113 ism SO: {{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 113 1 dws SO: the, Input: [d]
1 3 4 2 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 5 ism SO: {book,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 7 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 8 ism SO: {book,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 12ism SO: {book,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 113 14ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 113 15ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 113 16ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 113 17ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 113 18ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 113 19ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 2 113 20ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 113 21ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 113 22ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 113 23ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 113 24ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 113 25ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 114 ism SO: {n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 114 1 dws SO: the, Input: [d]
1 3 4 2 114 2 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 114 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 114 4 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 114 6 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 114 7 ism SO: {{book,n!case},{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 114 8 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 114 9 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 114 10ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 114 11ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 2 114 12ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 114 13ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 114 14ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 114 15ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 114 16ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 114 17ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 115 ism SO: {{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 115 1 dws SO: the, Input: [d]
1 3 4 2 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 115 3 ism SO: {book,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 115 4 ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 115 5 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 115 6 ism SO: {book,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 115 8 ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 115 10ism SO: {book,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 115 11ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 115 12ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 115 13ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 115 14ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 115 15ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 2 115 16ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 115 17ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 115 18ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 115 19ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 115 20ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 115 21ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 116 ism SO: {book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 116 1 dws SO: the, Input: [d]
1 3 4 2 116 2 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 116 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 116 4 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 116 5 ism SO: {{n!case,{book,n!case}},{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 116 6 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 116 7 ism SO: {{book,n!case},{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 116 8 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 116 9 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 116 10ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 116 11ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 2 116 12ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 116 13ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 116 14ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 116 15ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 116 16ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 116 17ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 117 ism SO: {n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 2 117 1 dws SO: the, Input: [d]
1 3 4 2 117 2 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 117 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 117 4 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 117 6 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 117 7 ism SO: {{book,n!case},{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 117 8 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 117 9 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 2 117 10ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 117 11ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 2 117 12ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 117 13ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 117 14ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 117 15ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 117 16ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 2 117 17ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 2 118 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 118 1 dws SO: the, Input: [d]
1 3 4 2 119 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 119 1 dws SO: the, Input: [d]
1 3 4 2 119 2 ism SO: {n!case,<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 119 3 ism SO: {{book,n!case},<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 119 4 ism SO: {book,<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 119 5 ism SO: {n!case,<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 119 6 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 119 7 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 119 8 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 119 9 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 1110ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 11101 dws SO: the, Input: [d]
1 3 4 2 1111ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 11111 dws SO: the, Input: [d]
1 3 4 2 11112 ism SO: {book,<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 2 11113 ism SO: {n!case,<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 2 11114 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 11115 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 1112ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 2 11121 dws SO: the, Input: [d]
1 3 4 2 1113ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 2 11131 dws SO: the, Input: [d]
1 3 4 2 12ipm SO: <{book,{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 2 121 dws SO: the, Input: [d]
1 3 4 2 121 1 esm SO: {the,d}, Input: []
1 3 4 2 121 2 epm SO: <the,d>, Input: []
1 3 4 2 121 3 epm SO: <d,the>, Input: []
1 3 4 2 13ipm SO: <{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 2 131 dws SO: the, Input: [d]
1 3 4 2 131 1 esm SO: {the,d}, Input: []
1 3 4 2 131 2 epm SO: <the,d>, Input: []
1 3 4 2 131 3 epm SO: <d,the>, Input: []
1 3 4 2 132 ism SO: {n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 132 1 dws SO: the, Input: [d]
1 3 4 2 132 2 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 132 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 132 4 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 132 5 ism SO: {{book,n!case},{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 132 6 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 132 7 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 132 8 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 2 132 9 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 2 132 10ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 2 132 11ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 132 12ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 2 132 13ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 2 133 ism SO: {{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 133 1 dws SO: the, Input: [d]
1 3 4 2 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 133 3 ism SO: {book,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 133 4 ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 133 5 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 133 6 ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 133 8 ism SO: {book,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 133 9 ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 133 10ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 133 11ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 2 133 12ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 2 133 13ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 2 133 14ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 2 133 15ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 133 16ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 2 133 17ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 2 134 ism SO: {book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 134 1 dws SO: the, Input: [d]
1 3 4 2 134 2 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 134 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 134 4 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 134 5 ism SO: {{book,n!case},{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 134 6 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 134 7 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 134 8 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 2 134 9 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 2 134 10ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 2 134 11ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 134 12ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 2 134 13ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 2 135 ism SO: {n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 2 135 1 dws SO: the, Input: [d]
1 3 4 2 135 2 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 135 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 135 4 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 135 5 ism SO: {{book,n!case},{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 135 6 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 135 7 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 2 135 8 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 2 135 9 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 2 135 10ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 2 135 11ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 2 135 12ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 2 135 13ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 2 136 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 136 1 dws SO: the, Input: [d]
1 3 4 2 137 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 2 137 1 dws SO: the, Input: [d]
1 3 4 2 137 2 ism SO: {book,<<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 2 137 3 ism SO: {n!case,<<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 2 137 4 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 137 5 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 138 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 2 138 1 dws SO: the, Input: [d]
1 3 4 2 139 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 2 139 1 dws SO: the, Input: [d]
1 3 4 2 14ipm SO: <{book,{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 2 141 dws SO: the, Input: [d]
1 3 4 2 141 1 esm SO: {the,d}, Input: []
1 3 4 2 141 2 epm SO: <the,d>, Input: []
1 3 4 2 141 3 epm SO: <d,the>, Input: []
1 3 4 2 15ipm SO: <{book,{book,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 2 151 dws SO: the, Input: [d]
1 3 4 2 151 1 esm SO: {the,d}, Input: []
1 3 4 2 151 2 epm SO: <the,d>, Input: []
1 3 4 2 151 3 epm SO: <d,the>, Input: []
1 3 4 2 152 ism SO: {book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 152 1 dws SO: the, Input: [d]
1 3 4 2 152 2 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 2 152 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 2 152 4 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 2 152 5 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 2 152 6 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 2 152 7 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 2 152 8 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 2 152 9 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 2 153 ism SO: {n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 2 153 1 dws SO: the, Input: [d]
1 3 4 2 153 2 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 2 153 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 2 153 4 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 2 153 5 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 2 153 6 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 2 153 7 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 2 153 8 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 2 153 9 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 2 154 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 2 154 1 dws SO: the, Input: [d]
1 3 4 2 155 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 2 155 1 dws SO: the, Input: [d]
1 3 4 2 16ipm SO: <{book,{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 2 161 dws SO: the, Input: [d]
1 3 4 2 161 1 esm SO: {the,d}, Input: []
1 3 4 2 161 2 epm SO: <the,d>, Input: []
1 3 4 2 161 3 epm SO: <d,the>, Input: []
1 3 4 2 17ipm SO: <{book,{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 2 171 dws SO: the, Input: [d]
1 3 4 2 171 1 esm SO: {the,d}, Input: []
1 3 4 2 171 2 epm SO: <the,d>, Input: []
1 3 4 2 171 3 epm SO: <d,the>, Input: []
1 3 4 3 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 4 3 1 dws SO: the, Input: [d]
1 3 4 3 1 1 esm SO: {the,d}, Input: []
1 3 4 3 1 1 1 uws SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 3 1 2 epm SO: <the,d>, Input: []
1 3 4 3 1 2 1 uws SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 3 1 3 epm SO: <d,the>, Input: []
1 3 4 3 1 3 1 uws SO: {{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 3 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 2 1 dws SO: the, Input: [d]
1 3 4 3 2 1 1 esm SO: {the,d}, Input: []
1 3 4 3 2 1 2 epm SO: <the,d>, Input: []
1 3 4 3 2 1 3 epm SO: <d,the>, Input: []
1 3 4 3 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 1 dws SO: the, Input: [d]
1 3 4 3 2 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 13ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 19ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 2 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 2 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 2 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 2 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 1 dws SO: the, Input: [d]
1 3 4 3 2 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 15ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 3 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 3 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 3 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 3 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 1 dws SO: the, Input: [d]
1 3 4 3 2 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 5 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 12ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 13ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 17ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 22ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 23ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 4 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 4 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 4 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 4 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 1 dws SO: the, Input: [d]
1 3 4 3 2 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 10ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 11ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 15ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 19ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 20ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 21ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 5 38ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 5 39ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 5 40ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 5 41ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 1 dws SO: the, Input: [d]
1 3 4 3 2 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 15ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 6 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 6 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 6 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 6 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 1 dws SO: the, Input: [d]
1 3 4 3 2 7 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 15ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 16ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 17ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 18ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 19ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 20ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 21ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 22ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 23ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 24ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 25ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 26ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 27ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 28ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 30ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 32ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 33ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 7 34ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 7 35ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 7 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 7 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 7 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 7 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 7 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 7 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 7 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 7 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 7 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 7 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 7 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 7 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 7 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 7 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 7 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 7 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 7 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 7 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 7 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 7 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 7 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 7 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 7 58ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 7 59ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 7 60ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 7 61ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 7 62ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 7 63ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 7 64ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 7 65ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 1 dws SO: the, Input: [d]
1 3 4 3 2 8 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 13ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 19ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 8 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 8 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 8 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 8 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 8 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 8 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 8 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 8 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 8 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 8 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 8 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 8 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 8 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 8 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 8 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 8 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 8 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 8 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 8 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 8 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 8 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 8 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 8 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 8 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 1 dws SO: the, Input: [d]
1 3 4 3 2 9 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 15ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 9 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 9 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 9 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 9 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 9 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 9 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 9 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 9 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 9 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 9 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 9 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 9 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 9 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 9 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 9 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 9 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 9 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 9 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 9 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 9 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 101 dws SO: the, Input: [d]
1 3 4 3 2 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 105 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1011ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1012ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1013ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1017ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1018ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1019ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1020ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1021ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1022ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1023ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1024ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1025ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1042ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1043ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1044ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1045ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 111 dws SO: the, Input: [d]
1 3 4 3 2 112 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 113 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 117 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 119 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1110ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1111ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1113ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1115ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1116ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1117ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1118ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1119ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1120ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1121ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1122ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1123ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 1124ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1125ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1126ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1127ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1128ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1129ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 1130ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1131ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1132ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1133ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1134ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1135ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 1136ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1137ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1138ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1139ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1140ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1141ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 121 dws SO: the, Input: [d]
1 3 4 3 2 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 123 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 129 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1210ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1211ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1215ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1217ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1218ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1219ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1220ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1221ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1238ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1239ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1240ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1241ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 131 dws SO: the, Input: [d]
1 3 4 3 2 132 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 133 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 134 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 135 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 136 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 137 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 138 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 139 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1310ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1311ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1312ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1313ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1314ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1315ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1316ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1317ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1318ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1319ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1320ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1321ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1322ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1323ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1324ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1325ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1326ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1327ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1328ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 1329ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1330ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1331ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1332ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1333ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1334ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1335ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 1336ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1337ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1338ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1339ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1340ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1341ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 1342ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1343ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1344ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1345ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1346ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1347ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 1348ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1349ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1350ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1351ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1352ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1353ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 14ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 141 dws SO: the, Input: [d]
1 3 4 3 2 142 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 143 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 147 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 149 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1410ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1411ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1412ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1413ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1415ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1416ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1417ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1418ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1419ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1420ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1421ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1422ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1423ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 1424ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1425ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1426ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1427ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1428ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1429ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 1430ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1431ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1432ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1433ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1434ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1435ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 1436ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1437ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1438ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1439ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1440ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1441ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 151 dws SO: the, Input: [d]
1 3 4 3 2 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 153 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 155 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 156 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 157 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 158 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 159 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1510ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1511ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1512ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1513ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1514ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1515ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1516ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1517ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1518ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1519ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1520ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1522ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1524ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1525ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1526ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1527ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1528ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1529ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1530ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1531ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 1532ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1533ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1534ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1535ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1536ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1537ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 1538ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1539ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1540ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1541ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1542ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1543ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 1544ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1545ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1546ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1547ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1548ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1549ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 161 dws SO: the, Input: [d]
1 3 4 3 2 162 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 163 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 164 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 165 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 166 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 167 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 168 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 169 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1610ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1611ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1612ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1613ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1614ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1615ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1616ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1617ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1618ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1619ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1620ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1621ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1622ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1623ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 1624ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1625ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1626ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1627ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1628ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1629ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 1630ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1631ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1632ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1633ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1634ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1635ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 1636ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1637ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1638ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1639ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1640ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1641ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 171 dws SO: the, Input: [d]
1 3 4 3 2 172 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 173 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 174 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 175 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 176 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 177 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 178 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 179 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1710ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1711ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1712ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1713ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1714ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1715ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1716ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1717ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1718ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1720ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1721ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1722ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1723ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1724ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1725ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1726ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1727ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 1728ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1729ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1730ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1731ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1732ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1733ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 1734ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1735ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1736ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1737ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1738ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1739ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 1740ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1741ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1742ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1743ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1744ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1745ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 18ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 181 dws SO: the, Input: [d]
1 3 4 3 2 182 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 183 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 184 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 185 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 186 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 187 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 188 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 189 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1810ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1811ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1812ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1813ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1814ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1815ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1816ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1817ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1818ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1819ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1820ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1821ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1822ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1823ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 1824ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1825ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1826ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1827ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1828ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1829ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 1830ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1831ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1832ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1833ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1834ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1835ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 1836ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1837ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1838ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1839ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1840ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1841ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 19ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 2 191 dws SO: the, Input: [d]
1 3 4 3 2 192 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 193 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 194 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 195 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 196 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 197 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 198 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 199 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1910ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1911ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1912ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1913ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1914ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1915ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1916ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1917ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1918ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1919ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1920ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1921ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 2 1922ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1923ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 2 1924ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1925ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1926ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1927ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1928ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1929ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 1930ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1931ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1932ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1933ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1934ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1935ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 1936ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1937ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 1938ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 1939ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 1940ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 2 1941ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 20ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 201 dws SO: the, Input: [d]
1 3 4 3 2 202 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 203 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 204 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 205 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 206 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 207 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 208 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 2 209 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 21ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 211 dws SO: the, Input: [d]
1 3 4 3 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 221 dws SO: the, Input: [d]
1 3 4 3 2 222 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 2 223 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 2 224 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 2 225 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 2 231 dws SO: the, Input: [d]
1 3 4 3 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 241 dws SO: the, Input: [d]
1 3 4 3 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 2 251 dws SO: the, Input: [d]
1 3 4 3 2 252 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 253 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 254 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 255 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 256 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 257 ism SO: {{book,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 258 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 259 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 2510ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 2511ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 2512ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 2513ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 2 2514ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 2515ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 2516ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 2517ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 2 2518ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 2519ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 2520ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 2 2521ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 2522ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 2523ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 2524ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 2 2525ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 261 dws SO: the, Input: [d]
1 3 4 3 2 262 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 263 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 264 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 265 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 266 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 267 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 268 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 2 269 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 271 dws SO: the, Input: [d]
1 3 4 3 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 281 dws SO: the, Input: [d]
1 3 4 3 2 282 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 2 283 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 2 284 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 2 285 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 2 291 dws SO: the, Input: [d]
1 3 4 3 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 301 dws SO: the, Input: [d]
1 3 4 3 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 2 311 dws SO: the, Input: [d]
1 3 4 3 2 312 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 2 313 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 2 314 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 2 315 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 2 316 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 2 317 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 2 318 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 2 319 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 3110ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 3111ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 3112ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 2 3113ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 2 321 dws SO: the, Input: [d]
1 3 4 3 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 2 331 dws SO: the, Input: [d]
1 3 4 3 2 332 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 333 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 334 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 335 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 2 336 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 337 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 338 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 2 339 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 341 dws SO: the, Input: [d]
1 3 4 3 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 2 351 dws SO: the, Input: [d]
1 3 4 3 2 352 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 2 353 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 2 354 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 2 355 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 2 361 dws SO: the, Input: [d]
1 3 4 3 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 2 371 dws SO: the, Input: [d]
1 3 4 3 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 3 1 dws SO: the, Input: [d]
1 3 4 3 3 1 1 esm SO: {the,d}, Input: []
1 3 4 3 3 1 2 epm SO: <the,d>, Input: []
1 3 4 3 3 1 3 epm SO: <d,the>, Input: []
1 3 4 3 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 1 dws SO: the, Input: [d]
1 3 4 3 3 2 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 2 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 2 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 2 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 2 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 2 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 2 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 2 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 2 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 2 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 2 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 2 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 2 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 2 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 2 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 2 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 2 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 1 dws SO: the, Input: [d]
1 3 4 3 3 3 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 15ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 17ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 21ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 23ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 24ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 28ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 3 30ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 3 31ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 3 32ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 3 33ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 3 34ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 3 35ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 3 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 3 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 3 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 3 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 3 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 3 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 3 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 3 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 3 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 3 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 3 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 3 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 3 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 3 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 3 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 3 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 3 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 3 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 3 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 3 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 3 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 3 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 1 dws SO: the, Input: [d]
1 3 4 3 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 7 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 4 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 4 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 4 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 4 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 4 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 4 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 4 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 4 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 4 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 4 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 4 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 4 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 4 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 4 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 4 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 4 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 4 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 4 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 4 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 4 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 1 dws SO: the, Input: [d]
1 3 4 3 3 5 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 5 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 5 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 5 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 5 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 5 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 5 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 5 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 5 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 5 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 5 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 5 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 5 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 5 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 5 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 5 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 5 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 1 dws SO: the, Input: [d]
1 3 4 3 3 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 5 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 14ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 6 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 6 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 6 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 6 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 6 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 6 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 6 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 6 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 6 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 6 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 6 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 6 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 6 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 6 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 6 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 6 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 6 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 6 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 1 dws SO: the, Input: [d]
1 3 4 3 3 7 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 11ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 12ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 7 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 7 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 7 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 7 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 7 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 7 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 7 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 7 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 7 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 7 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 7 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 7 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 7 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 7 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 7 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 7 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 1 dws SO: the, Input: [d]
1 3 4 3 3 8 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 8 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 8 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 8 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 8 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 8 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 8 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 8 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 8 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 8 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 8 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 8 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 8 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 8 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 8 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 8 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 8 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 1 dws SO: the, Input: [d]
1 3 4 3 3 9 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 9 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 15ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 22ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 9 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 9 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 9 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 9 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 9 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 9 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 9 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 9 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 9 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 9 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 9 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 9 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 9 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 9 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 9 38ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 9 39ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 9 40ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 9 41ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 9 42ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 9 43ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 9 44ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 9 45ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 101 dws SO: the, Input: [d]
1 3 4 3 3 102 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 103 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 104 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 105 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 106 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 107 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 108 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 109 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1010ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1011ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1012ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1013ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1014ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1015ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1016ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1017ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1018ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1019ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 1020ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1021ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 1022ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1023ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1024ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1025ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1026ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1027ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 1028ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1029ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1030ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1031ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1032ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1033ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 11ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 111 dws SO: the, Input: [d]
1 3 4 3 3 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 117 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 119 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1116ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 121 dws SO: the, Input: [d]
1 3 4 3 3 122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 123 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 125 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1212ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 1220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 1222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 1228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 13ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 131 dws SO: the, Input: [d]
1 3 4 3 3 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 135 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 137 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1314ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 1324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 1326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 1332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 14ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 141 dws SO: the, Input: [d]
1 3 4 3 3 142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 143 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 145 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1411ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1412ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 1420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 1422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 1428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 15ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 3 151 dws SO: the, Input: [d]
1 3 4 3 3 152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 153 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 155 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1512ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 3 1518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 3 1520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 1522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 1528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 1531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 3 1533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 16ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 161 dws SO: the, Input: [d]
1 3 4 3 3 17ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 3 171 dws SO: the, Input: [d]
1 3 4 3 3 172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 177 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 178 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 1710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 1711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 1712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 1713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 3 1714ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1715ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 3 1716ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1717ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 3 1718ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 3 1719ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 1720ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 3 1721ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 1722ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 3 1723ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 1724ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 3 1725ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 181 dws SO: the, Input: [d]
1 3 4 3 3 182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 3 183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 3 184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 3 185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 3 186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 3 187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 3 189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 191 dws SO: the, Input: [d]
1 3 4 3 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 201 dws SO: the, Input: [d]
1 3 4 3 3 202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 3 203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 3 204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 3 205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 3 211 dws SO: the, Input: [d]
1 3 4 3 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 221 dws SO: the, Input: [d]
1 3 4 3 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 3 231 dws SO: the, Input: [d]
1 3 4 3 3 232 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 3 233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 3 234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 3 235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 3 236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 3 237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 3 238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 3 239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 2310ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 3 2311ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 2312ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 3 2313ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 3 241 dws SO: the, Input: [d]
1 3 4 3 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 3 251 dws SO: the, Input: [d]
1 3 4 3 3 252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 3 253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 3 254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 3 255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 3 256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 3 257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 3 259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 261 dws SO: the, Input: [d]
1 3 4 3 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 3 271 dws SO: the, Input: [d]
1 3 4 3 3 272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 3 273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 3 274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 3 275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 3 281 dws SO: the, Input: [d]
1 3 4 3 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 3 291 dws SO: the, Input: [d]
1 3 4 3 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 4 1 dws SO: the, Input: [d]
1 3 4 3 4 1 1 esm SO: {the,d}, Input: []
1 3 4 3 4 1 2 epm SO: <the,d>, Input: []
1 3 4 3 4 1 3 epm SO: <d,the>, Input: []
1 3 4 3 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 1 dws SO: the, Input: [d]
1 3 4 3 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 15ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 16ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 2 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 2 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 2 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 2 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 1 dws SO: the, Input: [d]
1 3 4 3 4 3 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 14ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 3 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 3 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 3 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 3 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 3 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 3 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 3 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 3 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 3 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 3 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 3 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 3 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 3 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 3 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 3 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 3 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 3 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 3 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 1 dws SO: the, Input: [d]
1 3 4 3 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 14ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 4 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 4 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 4 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 4 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 4 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 4 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 4 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 4 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 4 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 4 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 4 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 4 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 4 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 4 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 4 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 4 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 4 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 4 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 1 dws SO: the, Input: [d]
1 3 4 3 4 5 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 15ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 16ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 17ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 18ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 19ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 21ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 23ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 24ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 25ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 26ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 27ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 28ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 29ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 30ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 31ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 5 32ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 5 33ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 5 34ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 5 35ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 5 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 5 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 5 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 5 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 5 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 5 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 5 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 5 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 5 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 5 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 5 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 5 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 5 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 5 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 5 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 5 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 5 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 5 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 5 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 5 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 5 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 5 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 5 58ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 5 59ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 5 60ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 5 61ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 1 dws SO: the, Input: [d]
1 3 4 3 4 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 7 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 15ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 17ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 22ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 23ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 6 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 6 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 6 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 6 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 6 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 6 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 6 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 6 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 6 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 6 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 6 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 6 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 6 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 6 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 6 38ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 6 39ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 6 40ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 6 41ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 6 42ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 6 43ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 6 44ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 6 45ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 1 dws SO: the, Input: [d]
1 3 4 3 4 7 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 14ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 7 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 7 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 7 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 7 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 7 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 7 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 7 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 7 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 7 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 7 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 7 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 7 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 7 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 7 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 7 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 7 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 7 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 7 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 1 dws SO: the, Input: [d]
1 3 4 3 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 15ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 16ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 8 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 8 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 8 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 8 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 1 dws SO: the, Input: [d]
1 3 4 3 4 9 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 14ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 9 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 9 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 9 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 9 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 9 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 9 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 9 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 9 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 9 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 9 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 9 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 9 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 9 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 9 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 9 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 9 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 9 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 9 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 101 dws SO: the, Input: [d]
1 3 4 3 4 102 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 103 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 105 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 106 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 107 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 108 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 109 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1011ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1012ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1013ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1014ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1015ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1016ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1017ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1018ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1019ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1020ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1021ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 1022ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1023ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1024ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1025ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 1026ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1027ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1028ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1029ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1030ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1031ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 1032ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1033ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1034ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1035ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1036ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1037ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 11ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 111 dws SO: the, Input: [d]
1 3 4 3 4 112 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 113 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 114 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 115 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 116 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 117 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 118 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 119 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1110ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1111ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1112ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1113ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1114ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1115ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1116ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1117ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1118ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1119ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1120ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1121ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1122ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1123ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1124ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1125ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1126ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 1127ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1128ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1129ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1130ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1131ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1132ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1133ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 1134ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1135ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1136ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1137ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 1138ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1139ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1140ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1141ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1142ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1143ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 1144ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1145ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1146ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1147ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1148ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1149ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 12ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 121 dws SO: the, Input: [d]
1 3 4 3 4 122 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 123 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 124 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 125 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 126 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 127 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 128 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 129 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1210ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1211ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1212ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1213ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1214ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1215ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1216ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1217ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1218ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1219ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1220ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1221ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 1222ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1223ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1224ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1225ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 1226ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1227ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1228ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1229ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1230ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1231ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 1232ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1233ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1234ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1235ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1236ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1237ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 131 dws SO: the, Input: [d]
1 3 4 3 4 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 137 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1311ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1312ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1313ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1314ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1315ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1316ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1317ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1318ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 1330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 1334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 1340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 141 dws SO: the, Input: [d]
1 3 4 3 4 142 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 143 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 145 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 146 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 147 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 148 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 149 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1410ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1411ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1412ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1413ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1414ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1416ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1417ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1418ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1419ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1420ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1421ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 1422ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1423ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1424ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1425ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 1426ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1427ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1428ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1429ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1430ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1431ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 1432ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1433ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1434ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1435ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1436ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1437ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 15ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 151 dws SO: the, Input: [d]
1 3 4 3 4 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 153 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 155 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 157 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 159 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1510ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1511ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1513ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1514ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1515ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1516ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1518ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1520ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1522ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1523ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1524ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1525ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 1526ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1527ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1528ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1529ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 1530ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1531ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1532ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1533ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1534ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1535ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 1536ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1537ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1538ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1539ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1540ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1541ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 16ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 161 dws SO: the, Input: [d]
1 3 4 3 4 162 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 163 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 164 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 165 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 166 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 167 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 168 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 169 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1610ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1611ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1612ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1613ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1614ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1616ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1617ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1618ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1619ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1620ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1621ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 1622ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1623ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1624ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1625ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 1626ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1627ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1628ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1629ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1630ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1631ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 1632ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1633ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1634ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1635ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1636ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1637ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 17ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 4 171 dws SO: the, Input: [d]
1 3 4 3 4 172 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 173 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 175 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 176 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 177 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 178 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 179 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1710ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1711ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1712ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1713ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1714ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1716ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1718ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1719ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 4 1720ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1721ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 4 1722ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1723ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1724ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1725ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 1726ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1727ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1728ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1729ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1730ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1731ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 1732ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1733ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 1734ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 1735ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 1736ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 4 1737ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 18ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 181 dws SO: the, Input: [d]
1 3 4 3 4 182 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 4 183 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 4 184 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 4 185 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 4 19ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 4 191 dws SO: the, Input: [d]
1 3 4 3 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 201 dws SO: the, Input: [d]
1 3 4 3 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 4 211 dws SO: the, Input: [d]
1 3 4 3 4 212 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 213 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 214 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 215 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 216 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 217 ism SO: {{book,{n!case,{book,n!case}}},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 218 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 2110ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 2111ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 2112ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 2113ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 4 2114ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 2115ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 4 2116ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 2117ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 4 2118ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 4 2119ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 2120ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 4 2121ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 2122ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 4 2123ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 2124ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 4 2125ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 221 dws SO: the, Input: [d]
1 3 4 3 4 222 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 4 223 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 4 224 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 4 225 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 4 226 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 4 227 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 228 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 4 229 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 231 dws SO: the, Input: [d]
1 3 4 3 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 241 dws SO: the, Input: [d]
1 3 4 3 4 242 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 4 243 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 4 244 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 4 245 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 4 251 dws SO: the, Input: [d]
1 3 4 3 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 261 dws SO: the, Input: [d]
1 3 4 3 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 4 271 dws SO: the, Input: [d]
1 3 4 3 4 272 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 4 273 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 4 274 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 4 275 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 4 276 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 4 277 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 4 278 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 4 279 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 2710ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 4 2711ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 2712ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 4 2713ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 4 281 dws SO: the, Input: [d]
1 3 4 3 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 4 291 dws SO: the, Input: [d]
1 3 4 3 4 292 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 4 293 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 4 294 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 4 295 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 4 296 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 4 297 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 298 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 4 299 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 301 dws SO: the, Input: [d]
1 3 4 3 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 4 311 dws SO: the, Input: [d]
1 3 4 3 4 312 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 4 313 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 4 314 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 4 315 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 4 321 dws SO: the, Input: [d]
1 3 4 3 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 4 331 dws SO: the, Input: [d]
1 3 4 3 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 5 1 dws SO: the, Input: [d]
1 3 4 3 5 1 1 esm SO: {the,d}, Input: []
1 3 4 3 5 1 2 epm SO: <the,d>, Input: []
1 3 4 3 5 1 3 epm SO: <d,the>, Input: []
1 3 4 3 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 1 dws SO: the, Input: [d]
1 3 4 3 5 2 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 11ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 12ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 2 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 2 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 2 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 2 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 2 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 2 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 2 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 2 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 2 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 2 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 2 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 2 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 2 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 2 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 2 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 2 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 1 dws SO: the, Input: [d]
1 3 4 3 5 3 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 15ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 16ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 17ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 21ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 23ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 24ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 28ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 3 30ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 3 31ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 3 32ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 3 33ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 3 34ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 3 35ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 3 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 3 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 3 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 3 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 3 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 3 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 3 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 3 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 3 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 3 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 3 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 3 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 3 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 3 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 3 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 3 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 3 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 3 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 3 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 3 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 3 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 3 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 1 dws SO: the, Input: [d]
1 3 4 3 5 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 7 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 11ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 13ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 16ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 18ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 20ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 21ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 4 22ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 4 23ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 4 24ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 4 25ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 4 26ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 4 27ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 4 28ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 4 29ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 4 30ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 4 31ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 4 32ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 4 33ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 4 34ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 4 35ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 4 36ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 4 37ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 4 38ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 4 39ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 4 40ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 4 41ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 1 dws SO: the, Input: [d]
1 3 4 3 5 5 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 12ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 5 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 5 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 5 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 5 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 5 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 5 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 5 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 5 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 5 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 5 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 5 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 5 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 5 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 5 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 5 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 5 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 1 dws SO: the, Input: [d]
1 3 4 3 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 3 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 4 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 5 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 6 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 9 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 11ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 12ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 14ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 16ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 18ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 19ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 6 20ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 6 21ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 6 22ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 6 23ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 6 24ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 6 25ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 6 26ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 6 27ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 6 28ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 6 29ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 6 30ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 6 31ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 6 32ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 6 33ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 6 34ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 6 35ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 6 36ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 6 37ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 1 dws SO: the, Input: [d]
1 3 4 3 5 7 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 11ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 12ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 7 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 7 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 7 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 7 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 7 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 7 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 7 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 7 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 7 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 7 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 7 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 7 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 7 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 7 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 7 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 7 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 1 dws SO: the, Input: [d]
1 3 4 3 5 8 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 12ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 8 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 8 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 8 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 8 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 8 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 8 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 8 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 8 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 8 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 8 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 8 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 8 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 8 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 8 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 8 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 8 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 1 dws SO: the, Input: [d]
1 3 4 3 5 9 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 9 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 15ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 22ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 9 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 9 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 9 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 9 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 9 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 9 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 9 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 9 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 9 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 9 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 9 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 9 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 9 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 9 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 9 38ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 9 39ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 9 40ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 9 41ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 9 42ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 9 43ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 9 44ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 9 45ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 101 dws SO: the, Input: [d]
1 3 4 3 5 102 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 103 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 104 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 105 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 106 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 107 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 108 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 109 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1010ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1011ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1012ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1013ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1014ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1015ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1016ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1017ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1018ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1019ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 1020ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1021ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 1022ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1023ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1024ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1025ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1026ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1027ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 1028ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1029ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1030ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1031ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1032ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1033ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 11ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 111 dws SO: the, Input: [d]
1 3 4 3 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 115 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 117 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 118 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 119 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1111ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1113ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1114ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1116ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1120ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1122ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1123ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1124ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1125ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1126ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1127ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 1128ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1129ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 1130ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1131ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1132ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1133ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1134ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1135ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 1136ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1137ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1138ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1139ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1140ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1141ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 121 dws SO: the, Input: [d]
1 3 4 3 5 122 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 123 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 124 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 125 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 126 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 127 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 128 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 129 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1210ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1212ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1214ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1215ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1216ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1217ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1218ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1219ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 1220ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1221ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 1222ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1223ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1224ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1225ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1226ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1227ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 1228ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1229ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1230ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1231ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1232ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1233ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 13ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 131 dws SO: the, Input: [d]
1 3 4 3 5 132 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 133 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 134 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 135 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 136 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 137 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 139 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1310ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1311ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1312ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1314ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1316ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1317ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1318ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1319ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1320ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1321ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1322ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1323ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 1324ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1325ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 1326ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1327ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1328ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1329ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1330ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1331ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 1332ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1333ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1334ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1335ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1336ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1337ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 14ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 141 dws SO: the, Input: [d]
1 3 4 3 5 142 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 143 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 144 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 145 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 146 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 147 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 148 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 149 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1410ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1411ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1412ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1413ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1414ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1415ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1416ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1417ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1418ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1419ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 1420ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1421ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 1422ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1423ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1424ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1425ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1426ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1427ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 1428ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1429ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1430ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1431ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1432ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1433ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 15ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 5 151 dws SO: the, Input: [d]
1 3 4 3 5 152 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 153 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 154 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 155 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 156 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 157 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 158 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 159 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1510ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1512ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1514ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1515ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1516ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1517ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 5 1518ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1519ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 5 1520ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1521ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 1522ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1523ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1524ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1525ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1526ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1527ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 1528ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1529ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1530ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 1531ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1532ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 5 1533ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 16ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 5 161 dws SO: the, Input: [d]
1 3 4 3 5 17ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 5 171 dws SO: the, Input: [d]
1 3 4 3 5 172 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 173 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 174 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 175 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 176 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 177 ism SO: {{book,{n!case,{book,n!case}}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 178 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 179 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 1710ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 1711ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 1712ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 1713ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 5 1714ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1715ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 5 1716ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1717ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 5 1718ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 5 1719ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 1720ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 5 1721ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 1722ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 5 1723ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 1724ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 5 1725ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 5 18ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 181 dws SO: the, Input: [d]
1 3 4 3 5 182 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 5 183 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 5 184 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 5 185 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 5 186 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 5 187 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 188 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 5 189 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 5 19ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 191 dws SO: the, Input: [d]
1 3 4 3 5 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 201 dws SO: the, Input: [d]
1 3 4 3 5 202 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 5 203 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 5 204 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 5 205 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 5 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 5 211 dws SO: the, Input: [d]
1 3 4 3 5 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 221 dws SO: the, Input: [d]
1 3 4 3 5 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 5 231 dws SO: the, Input: [d]
1 3 4 3 5 232 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 5 233 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 5 234 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 5 235 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 5 236 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 5 237 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 5 238 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 5 239 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 2310ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 5 2311ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 2312ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 5 2313ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 5 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 5 241 dws SO: the, Input: [d]
1 3 4 3 5 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 5 251 dws SO: the, Input: [d]
1 3 4 3 5 252 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 5 253 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 5 254 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 5 255 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 5 256 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 5 257 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 258 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 5 259 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 5 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 261 dws SO: the, Input: [d]
1 3 4 3 5 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 5 271 dws SO: the, Input: [d]
1 3 4 3 5 272 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 5 273 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 5 274 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 5 275 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 5 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 5 281 dws SO: the, Input: [d]
1 3 4 3 5 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 5 291 dws SO: the, Input: [d]
1 3 4 3 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 6 1 dws SO: the, Input: [d]
1 3 4 3 6 1 1 esm SO: {the,d}, Input: []
1 3 4 3 6 1 2 epm SO: <the,d>, Input: []
1 3 4 3 6 1 3 epm SO: <d,the>, Input: []
1 3 4 3 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 1 dws SO: the, Input: [d]
1 3 4 3 6 2 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 2 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 2 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 2 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 2 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 2 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 2 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 2 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 2 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 2 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 2 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 2 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 2 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 2 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 2 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 2 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 2 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 1 dws SO: the, Input: [d]
1 3 4 3 6 3 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 15ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 17ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 21ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 23ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 24ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 28ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 3 30ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 3 31ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 3 32ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 3 33ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 3 34ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 3 35ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 3 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 3 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 3 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 3 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 3 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 3 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 3 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 3 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 3 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 3 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 3 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 3 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 3 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 3 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 3 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 3 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 3 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 3 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 3 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 3 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 3 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 3 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 1 dws SO: the, Input: [d]
1 3 4 3 6 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 7 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 4 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 4 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 4 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 4 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 4 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 4 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 4 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 4 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 4 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 4 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 4 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 4 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 4 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 4 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 4 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 4 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 4 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 4 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 4 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 4 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 1 dws SO: the, Input: [d]
1 3 4 3 6 5 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 5 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 5 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 5 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 5 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 5 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 5 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 5 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 5 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 5 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 5 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 5 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 5 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 5 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 5 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 5 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 5 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 1 dws SO: the, Input: [d]
1 3 4 3 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 5 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 14ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 6 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 6 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 6 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 6 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 6 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 6 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 6 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 6 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 6 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 6 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 6 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 6 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 6 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 6 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 6 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 6 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 6 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 6 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 1 dws SO: the, Input: [d]
1 3 4 3 6 7 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 11ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 12ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 7 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 7 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 7 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 7 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 7 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 7 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 7 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 7 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 7 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 7 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 7 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 7 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 7 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 7 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 7 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 7 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 1 dws SO: the, Input: [d]
1 3 4 3 6 8 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 8 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 8 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 8 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 8 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 8 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 8 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 8 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 8 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 8 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 8 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 8 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 8 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 8 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 8 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 8 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 8 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 1 dws SO: the, Input: [d]
1 3 4 3 6 9 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 9 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 15ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 22ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 9 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 9 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 9 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 9 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 9 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 9 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 9 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 9 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 9 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 9 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 9 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 9 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 9 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 9 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 9 38ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 9 39ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 9 40ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 9 41ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 9 42ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 9 43ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 9 44ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 9 45ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 101 dws SO: the, Input: [d]
1 3 4 3 6 102 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 103 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 104 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 105 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 106 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 107 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 108 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 109 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1010ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1011ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1012ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1013ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1014ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1015ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1016ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1017ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1018ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1019ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 1020ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1021ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 1022ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1023ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1024ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1025ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1026ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1027ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 1028ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1029ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1030ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1031ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1032ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1033ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 11ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 111 dws SO: the, Input: [d]
1 3 4 3 6 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 117 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 119 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1116ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 121 dws SO: the, Input: [d]
1 3 4 3 6 122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 123 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 125 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1212ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 1220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 1222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 1228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 13ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 131 dws SO: the, Input: [d]
1 3 4 3 6 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 135 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 137 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1314ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 1324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 1326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 1332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 14ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 141 dws SO: the, Input: [d]
1 3 4 3 6 142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 143 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 145 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1411ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1412ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 1420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 1422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 1428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 15ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 6 151 dws SO: the, Input: [d]
1 3 4 3 6 152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 153 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 155 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1512ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 6 1518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 6 1520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 1522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 1528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 1531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 6 1533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 16ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 161 dws SO: the, Input: [d]
1 3 4 3 6 17ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 6 171 dws SO: the, Input: [d]
1 3 4 3 6 172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 177 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 178 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 1710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 1711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 1712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 1713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 6 1714ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1715ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 6 1716ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1717ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 6 1718ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 6 1719ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 1720ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 6 1721ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 1722ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 6 1723ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 1724ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 6 1725ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 181 dws SO: the, Input: [d]
1 3 4 3 6 182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 6 183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 6 184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 6 185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 6 186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 6 187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 6 189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 191 dws SO: the, Input: [d]
1 3 4 3 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 201 dws SO: the, Input: [d]
1 3 4 3 6 202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 6 203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 6 204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 6 205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 6 211 dws SO: the, Input: [d]
1 3 4 3 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 221 dws SO: the, Input: [d]
1 3 4 3 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 6 231 dws SO: the, Input: [d]
1 3 4 3 6 232 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 6 233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 6 234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 6 235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 6 236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 6 237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 6 238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 6 239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 2310ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 6 2311ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 2312ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 6 2313ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 6 241 dws SO: the, Input: [d]
1 3 4 3 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 6 251 dws SO: the, Input: [d]
1 3 4 3 6 252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 6 253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 6 254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 6 255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 6 256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 6 257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 6 259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 261 dws SO: the, Input: [d]
1 3 4 3 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 6 271 dws SO: the, Input: [d]
1 3 4 3 6 272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 6 273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 6 274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 6 275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 6 281 dws SO: the, Input: [d]
1 3 4 3 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 6 291 dws SO: the, Input: [d]
1 3 4 3 7 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 7 1 dws SO: the, Input: [d]
1 3 4 3 7 1 1 esm SO: {the,d}, Input: []
1 3 4 3 7 1 2 epm SO: <the,d>, Input: []
1 3 4 3 7 1 3 epm SO: <d,the>, Input: []
1 3 4 3 7 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 1 dws SO: the, Input: [d]
1 3 4 3 7 2 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 9 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 10ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 15ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 17ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 18ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 20ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 21ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 22ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 23ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 24ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 25ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 26ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 27ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 28ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 29ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 2 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 2 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 2 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2 42ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2 43ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2 44ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2 45ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 2 46ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2 47ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2 48ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2 49ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2 50ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2 51ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 2 52ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2 53ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2 54ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2 55ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2 56ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2 57ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 1 dws SO: the, Input: [d]
1 3 4 3 7 3 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 3 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 12ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 13ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 14ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 15ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 16ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 17ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 18ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 19ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 20ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 21ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 22ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 23ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 3 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 3 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 3 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 3 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 3 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 3 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 3 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 3 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 3 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 3 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 3 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 3 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 3 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 3 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 3 38ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 3 39ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 3 40ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 3 41ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 3 42ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 3 43ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 3 44ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 3 45ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 1 dws SO: the, Input: [d]
1 3 4 3 7 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 5 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 7 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 8 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 9 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 13ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 15ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 16ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 17ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 18ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 19ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 21ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 22ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 24ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 26ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 27ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 4 28ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 4 29ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 4 30ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 4 31ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 4 32ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 4 33ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 4 34ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 4 35ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 4 36ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 4 37ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 4 38ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 4 39ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 4 40ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 4 41ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 4 42ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 4 43ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 4 44ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 4 45ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 4 46ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 4 47ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 4 48ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 4 49ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 4 50ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 4 51ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 4 52ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 4 53ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 1 dws SO: the, Input: [d]
1 3 4 3 7 5 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 3 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 12ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 13ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 14ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 15ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 16ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 17ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 18ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 19ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 20ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 21ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 22ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 23ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 5 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 5 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 5 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 5 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 5 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 5 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 5 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 5 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 5 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 5 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 5 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 5 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 5 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 5 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 5 38ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 5 39ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 5 40ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 5 41ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 5 42ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 5 43ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 5 44ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 5 45ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 1 dws SO: the, Input: [d]
1 3 4 3 7 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 3 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 4 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 5 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 6 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 7 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 9 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 11ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 12ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 13ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 14ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 15ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 16ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 17ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 18ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 19ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 20ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 22ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 23ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 24ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 25ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 6 26ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 6 27ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 6 28ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 6 29ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 6 30ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 6 31ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 6 32ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 6 33ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 6 34ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 6 35ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 6 36ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 6 37ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 6 38ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 6 39ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 6 40ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 6 41ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 6 42ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 6 43ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 6 44ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 6 45ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 6 46ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 6 47ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 6 48ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 6 49ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 1 dws SO: the, Input: [d]
1 3 4 3 7 7 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 3 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 12ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 13ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 14ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 15ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 16ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 17ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 18ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 19ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 20ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 21ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 22ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 23ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 7 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 7 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 7 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 7 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 7 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 7 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 7 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 7 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 7 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 7 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 7 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 7 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 7 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 7 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 7 38ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 7 39ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 7 40ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 7 41ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 7 42ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 7 43ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 7 44ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 7 45ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 1 dws SO: the, Input: [d]
1 3 4 3 7 8 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 3 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 12ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 13ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 14ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 15ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 16ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 17ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 18ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 19ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 20ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 21ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 22ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 23ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 8 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 8 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 8 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 8 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 8 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 8 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 8 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 8 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 8 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 8 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 8 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 8 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 8 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 8 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 8 38ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 8 39ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 8 40ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 8 41ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 8 42ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 8 43ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 8 44ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 8 45ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 1 dws SO: the, Input: [d]
1 3 4 3 7 9 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 15ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 16ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 17ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 19ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 21ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 22ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 23ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 24ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 25ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 27ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 28ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 29ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 30ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 31ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 32ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 33ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 34ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 35ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 9 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 9 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 9 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 9 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 9 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 9 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 9 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 9 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 9 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 9 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 9 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 9 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 9 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 9 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 9 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 9 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 9 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 9 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 9 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 9 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 9 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 9 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 9 58ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 9 59ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 9 60ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 9 61ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 9 62ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 9 63ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 9 64ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 9 65ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 9 66ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 9 67ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 9 68ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 9 69ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 10ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 101 dws SO: the, Input: [d]
1 3 4 3 7 102 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 103 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 104 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 105 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 106 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 107 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 108 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 109 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1010ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1011ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1012ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1013ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1014ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1015ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1016ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1017ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1018ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1019ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1020ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1021ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1022ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1023ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1024ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1025ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1026ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1027ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1028ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1029ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1030ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1031ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1032ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1033ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 1034ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1035ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1036ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1037ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1038ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1039ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1040ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1041ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 1042ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1043ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1044ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1045ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1046ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1047ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1048ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1049ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1050ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1051ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1052ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1053ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 11ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 111 dws SO: the, Input: [d]
1 3 4 3 7 112 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 113 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 114 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 115 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 116 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 117 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 118 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 119 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1110ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1111ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1112ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1113ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1114ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1115ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1116ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1117ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1118ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1119ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1120ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1121ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1122ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1123ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1124ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1125ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 1126ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1127ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1128ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1129ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1130ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1131ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1132ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1133ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 1134ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1135ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1136ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1137ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1138ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1139ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1140ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1141ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1142ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1143ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1144ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1145ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 12ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 121 dws SO: the, Input: [d]
1 3 4 3 7 122 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 123 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 124 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 125 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 126 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 127 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 128 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 129 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1210ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1211ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1212ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1213ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1214ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1215ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1216ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1217ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1218ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1219ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1220ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1221ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1222ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1223ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1224ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1225ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1226ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1227ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1228ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1229ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 1230ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1231ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1232ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1233ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1234ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1235ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1236ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1237ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 1238ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1239ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1240ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1241ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1242ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1243ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1244ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1245ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1246ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1247ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1248ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1249ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 13ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 131 dws SO: the, Input: [d]
1 3 4 3 7 132 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 133 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 134 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 135 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 136 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 137 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 138 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 139 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1310ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1311ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1312ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1313ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1314ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1315ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1316ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1317ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1318ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1319ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1320ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1321ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1322ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1323ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1324ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1325ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 1326ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1327ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1328ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1329ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1330ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1331ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1332ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1333ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 1334ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1335ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1336ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1337ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1338ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1339ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1340ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1341ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1342ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1343ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1344ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1345ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 141 dws SO: the, Input: [d]
1 3 4 3 7 142 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 143 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 144 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 145 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 146 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 147 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 148 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 149 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1410ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1411ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1412ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1413ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1414ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1415ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1416ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1417ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1418ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1419ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1420ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1421ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1422ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1423ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1424ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1425ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 1426ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1427ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1428ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1429ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1430ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1431ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1432ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1433ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 1434ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1435ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1436ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1437ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1438ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1439ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1440ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1441ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1442ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1443ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1444ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1445ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 151 dws SO: the, Input: [d]
1 3 4 3 7 152 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 153 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 154 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 155 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 156 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 157 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 158 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 159 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1510ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1511ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1512ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1513ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1514ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1515ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1516ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1517ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1518ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1519ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1520ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1521ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1522ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1523ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1524ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1525ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1526ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1527ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1528ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1529ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1530ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1531ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1532ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1533ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1534ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1535ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1536ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1537ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 1538ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1539ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1540ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1541ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1542ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1543ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1544ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1545ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 1546ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1547ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1548ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1549ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1550ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1551ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1552ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1553ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1554ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1555ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1556ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1557ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 16ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 161 dws SO: the, Input: [d]
1 3 4 3 7 162 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 163 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 164 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 165 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 166 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 167 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 168 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 169 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1610ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1611ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1612ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1613ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1614ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1615ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1616ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1617ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1618ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1619ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1620ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1621ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1622ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1623ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1624ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1625ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 1626ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1627ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1628ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1629ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1630ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1631ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1632ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1633ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 1634ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1635ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1636ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1637ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1638ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1639ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1640ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1641ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1642ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1643ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1644ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1645ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 171 dws SO: the, Input: [d]
1 3 4 3 7 172 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 173 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 174 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 175 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 176 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 177 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 178 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 179 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1710ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1711ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1712ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1713ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1714ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1715ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1716ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1717ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1718ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1719ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1720ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1721ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1722ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1723ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1724ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1725ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1726ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1727ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1728ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1729ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1730ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1731ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1732ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1733ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 1734ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1735ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1736ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1737ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1738ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1739ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1740ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1741ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 1742ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1743ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1744ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1745ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1746ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1747ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1748ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1749ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1750ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1751ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1752ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1753ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 181 dws SO: the, Input: [d]
1 3 4 3 7 182 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 183 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 184 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 185 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 186 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 187 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 188 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 189 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1810ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1811ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1812ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1813ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1814ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1815ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1816ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1817ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1818ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1819ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1820ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1821ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1822ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1823ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1824ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1825ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 1826ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1827ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1828ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1829ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1830ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1831ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1832ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1833ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 1834ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1835ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1836ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1837ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1838ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1839ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1840ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1841ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1842ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1843ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1844ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1845ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 19ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 191 dws SO: the, Input: [d]
1 3 4 3 7 192 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 193 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 194 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 195 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 196 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 197 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 198 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 199 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1910ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1911ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1912ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1913ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1914ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1915ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1916ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1917ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1918ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1919ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1920ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1921ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1922ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1923ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1924ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1925ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 1926ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1927ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1928ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1929ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 1930ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1931ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1932ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1933ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1934ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1935ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1936ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1937ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 1938ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1939ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1940ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1941ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1942ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1943ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 1944ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1945ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 1946ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 1947ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 1948ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 1949ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 20ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 201 dws SO: the, Input: [d]
1 3 4 3 7 202 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 203 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 204 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 205 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 206 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 207 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 208 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 209 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2010ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2011ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2012ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2013ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2014ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2015ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2016ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2017ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2018ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2019ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2020ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2021ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2022ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2023ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2024ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2025ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 2026ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 2027ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2028ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2029ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2030ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2031ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2032ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2033ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 2034ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2035ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2036ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2037ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2038ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2039ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 2040ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2041ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2042ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2043ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2044ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2045ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 21ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 7 211 dws SO: the, Input: [d]
1 3 4 3 7 212 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 213 ism SO: {{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 214 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 215 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 216 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 217 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 218 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 219 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2110ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2111ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2112ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2113ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2114ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2115ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2116ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2117ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2118ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2119ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2120ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2121ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2122ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2123ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 7 2124ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2125ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 7 2126ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 2127ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2128ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2129ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2130ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2131ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2132ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2133ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 2134ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2135ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2136ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2137ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2138ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2139ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 2140ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2141ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2142ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 2143ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2144ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 7 2145ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 22ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 221 dws SO: the, Input: [d]
1 3 4 3 7 222 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 223 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 224 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 225 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 226 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 227 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 228 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 7 229 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2210ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 2211ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2212ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 7 2213ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 23ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 7 231 dws SO: the, Input: [d]
1 3 4 3 7 24ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 241 dws SO: the, Input: [d]
1 3 4 3 7 242 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 243 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 244 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 245 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 246 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 247 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 248 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 7 249 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 25ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 251 dws SO: the, Input: [d]
1 3 4 3 7 26ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 261 dws SO: the, Input: [d]
1 3 4 3 7 262 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 7 263 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 7 264 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 7 265 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 7 27ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 7 271 dws SO: the, Input: [d]
1 3 4 3 7 28ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 281 dws SO: the, Input: [d]
1 3 4 3 7 29ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 7 291 dws SO: the, Input: [d]
1 3 4 3 7 292 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 293 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 294 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 295 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 296 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 297 ism SO: {{book,{n!case,{book,n!case}}},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 298 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 299 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 2910ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 2911ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 2912ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 2913ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 7 2914ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2915ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 2916ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2917ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 7 2918ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 2919ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 2920ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 7 2921ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 2922ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 2923ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 2924ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 7 2925ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 30ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 301 dws SO: the, Input: [d]
1 3 4 3 7 302 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 303 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 304 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 305 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 306 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 307 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 308 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 7 309 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 31ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 311 dws SO: the, Input: [d]
1 3 4 3 7 32ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 321 dws SO: the, Input: [d]
1 3 4 3 7 322 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 7 323 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 7 324 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 7 325 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 7 33ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 7 331 dws SO: the, Input: [d]
1 3 4 3 7 34ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 341 dws SO: the, Input: [d]
1 3 4 3 7 35ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 7 351 dws SO: the, Input: [d]
1 3 4 3 7 352 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 353 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 354 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 355 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 356 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 357 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 7 358 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 7 359 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 3510ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 3511ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 3512ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 7 3513ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 36ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 7 361 dws SO: the, Input: [d]
1 3 4 3 7 37ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 7 371 dws SO: the, Input: [d]
1 3 4 3 7 372 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 373 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 374 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 375 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 7 376 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 377 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 378 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 7 379 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 7 38ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 381 dws SO: the, Input: [d]
1 3 4 3 7 39ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 7 391 dws SO: the, Input: [d]
1 3 4 3 7 392 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 7 393 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 7 394 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 7 395 ipm SO: <<{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 7 40ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 7 401 dws SO: the, Input: [d]
1 3 4 3 7 41ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 7 411 dws SO: the, Input: [d]
1 3 4 3 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 8 1 dws SO: the, Input: [d]
1 3 4 3 8 1 1 esm SO: {the,d}, Input: []
1 3 4 3 8 1 2 epm SO: <the,d>, Input: []
1 3 4 3 8 1 3 epm SO: <d,the>, Input: []
1 3 4 3 8 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 1 dws SO: the, Input: [d]
1 3 4 3 8 2 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 11ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 12ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 2 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 2 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 2 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 2 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 2 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 2 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 2 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 2 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 2 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 2 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 2 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 2 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 2 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 2 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 2 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 2 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 1 dws SO: the, Input: [d]
1 3 4 3 8 3 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 15ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 16ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 17ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 21ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 23ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 24ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 28ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 3 30ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 3 31ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 3 32ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 3 33ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 3 34ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 3 35ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 3 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 3 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 3 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 3 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 3 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 3 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 3 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 3 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 3 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 3 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 3 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 3 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 3 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 3 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 3 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 3 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 3 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 3 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 3 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 3 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 3 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 3 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 1 dws SO: the, Input: [d]
1 3 4 3 8 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 7 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 11ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 13ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 16ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 18ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 20ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 21ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 4 22ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 4 23ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 4 24ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 4 25ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 4 26ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 4 27ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 4 28ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 4 29ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 4 30ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 4 31ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 4 32ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 4 33ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 4 34ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 4 35ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 4 36ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 4 37ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 4 38ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 4 39ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 4 40ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 4 41ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 1 dws SO: the, Input: [d]
1 3 4 3 8 5 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 12ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 5 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 5 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 5 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 5 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 5 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 5 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 5 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 5 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 5 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 5 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 5 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 5 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 5 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 5 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 5 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 5 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 1 dws SO: the, Input: [d]
1 3 4 3 8 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 3 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 4 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 5 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 6 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 9 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 11ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 12ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 14ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 16ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 18ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 19ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 6 20ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 6 21ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 6 22ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 6 23ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 6 24ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 6 25ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 6 26ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 6 27ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 6 28ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 6 29ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 6 30ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 6 31ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 6 32ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 6 33ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 6 34ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 6 35ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 6 36ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 6 37ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 1 dws SO: the, Input: [d]
1 3 4 3 8 7 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 11ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 12ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 7 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 7 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 7 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 7 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 7 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 7 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 7 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 7 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 7 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 7 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 7 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 7 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 7 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 7 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 7 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 7 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 1 dws SO: the, Input: [d]
1 3 4 3 8 8 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 12ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 8 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 8 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 8 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 8 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 8 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 8 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 8 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 8 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 8 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 8 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 8 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 8 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 8 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 8 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 8 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 8 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 1 dws SO: the, Input: [d]
1 3 4 3 8 9 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 9 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 15ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 22ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 9 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 9 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 9 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 9 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 9 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 9 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 9 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 9 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 9 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 9 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 9 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 9 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 9 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 9 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 9 38ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 9 39ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 9 40ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 9 41ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 9 42ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 9 43ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 9 44ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 9 45ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 101 dws SO: the, Input: [d]
1 3 4 3 8 102 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 103 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 104 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 105 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 106 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 107 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 108 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 109 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1010ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1011ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1012ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1013ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1014ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1015ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1016ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1017ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1018ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1019ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 1020ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1021ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 1022ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1023ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1024ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1025ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1026ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1027ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 1028ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1029ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1030ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1031ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1032ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1033ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 11ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 111 dws SO: the, Input: [d]
1 3 4 3 8 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 115 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 117 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 118 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 119 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1111ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1113ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1114ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1116ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1120ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1122ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1123ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1124ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1125ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1126ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1127ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 1128ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1129ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 1130ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1131ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1132ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1133ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1134ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1135ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 1136ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1137ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1138ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1139ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1140ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1141ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 121 dws SO: the, Input: [d]
1 3 4 3 8 122 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 123 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 124 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 125 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 126 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 127 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 128 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 129 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1210ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1212ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1214ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1215ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1216ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1217ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1218ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1219ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 1220ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1221ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 1222ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1223ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1224ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1225ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1226ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1227ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 1228ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1229ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1230ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1231ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1232ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1233ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 13ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 131 dws SO: the, Input: [d]
1 3 4 3 8 132 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 133 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 134 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 135 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 136 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 137 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 139 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1310ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1311ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1312ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1314ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1316ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1317ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1318ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1319ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1320ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1321ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1322ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1323ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 1324ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1325ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 1326ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1327ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1328ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1329ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1330ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1331ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 1332ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1333ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1334ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1335ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1336ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1337ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 14ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 141 dws SO: the, Input: [d]
1 3 4 3 8 142 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 143 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 144 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 145 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 146 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 147 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 148 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 149 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1410ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1411ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1412ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1413ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1414ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1415ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1416ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1417ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1418ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1419ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 1420ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1421ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 1422ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1423ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1424ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1425ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1426ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1427ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 1428ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1429ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1430ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1431ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1432ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1433ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 15ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 8 151 dws SO: the, Input: [d]
1 3 4 3 8 152 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 153 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 154 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 155 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 156 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 157 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 158 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 159 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1510ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1512ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1514ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1515ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1516ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1517ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 8 1518ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1519ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 8 1520ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1521ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 1522ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1523ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1524ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1525ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1526ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1527ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 1528ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1529ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1530ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 1531ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1532ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 8 1533ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 16ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 8 161 dws SO: the, Input: [d]
1 3 4 3 8 17ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 8 171 dws SO: the, Input: [d]
1 3 4 3 8 172 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 173 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 174 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 175 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 176 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 177 ism SO: {{book,{n!case,{book,n!case}}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 178 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 179 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 1710ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 1711ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 1712ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 1713ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 8 1714ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1715ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 8 1716ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1717ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 8 1718ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 8 1719ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 1720ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 8 1721ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 1722ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 8 1723ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 1724ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 8 1725ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 8 18ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 181 dws SO: the, Input: [d]
1 3 4 3 8 182 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 8 183 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 8 184 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 8 185 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 8 186 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 8 187 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 188 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 8 189 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 8 19ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 191 dws SO: the, Input: [d]
1 3 4 3 8 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 201 dws SO: the, Input: [d]
1 3 4 3 8 202 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 8 203 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 8 204 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 8 205 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 8 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 8 211 dws SO: the, Input: [d]
1 3 4 3 8 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 221 dws SO: the, Input: [d]
1 3 4 3 8 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 8 231 dws SO: the, Input: [d]
1 3 4 3 8 232 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 8 233 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 8 234 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 8 235 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 8 236 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 8 237 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 8 238 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 8 239 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 2310ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 8 2311ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 2312ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 8 2313ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 8 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 8 241 dws SO: the, Input: [d]
1 3 4 3 8 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 8 251 dws SO: the, Input: [d]
1 3 4 3 8 252 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 8 253 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 8 254 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 8 255 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 8 256 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 8 257 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 258 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 8 259 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 8 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 261 dws SO: the, Input: [d]
1 3 4 3 8 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 8 271 dws SO: the, Input: [d]
1 3 4 3 8 272 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 8 273 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 8 274 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 8 275 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 8 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 8 281 dws SO: the, Input: [d]
1 3 4 3 8 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 8 291 dws SO: the, Input: [d]
1 3 4 3 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 9 1 dws SO: the, Input: [d]
1 3 4 3 9 1 1 esm SO: {the,d}, Input: []
1 3 4 3 9 1 2 epm SO: <the,d>, Input: []
1 3 4 3 9 1 3 epm SO: <d,the>, Input: []
1 3 4 3 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 1 dws SO: the, Input: [d]
1 3 4 3 9 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 13ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 19ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 2 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 2 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 2 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 2 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 1 dws SO: the, Input: [d]
1 3 4 3 9 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 15ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 3 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 3 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 3 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 3 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 1 dws SO: the, Input: [d]
1 3 4 3 9 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 5 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 12ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 13ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 17ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 22ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 23ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 4 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 4 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 4 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 4 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 1 dws SO: the, Input: [d]
1 3 4 3 9 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 10ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 11ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 15ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 19ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 20ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 21ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 5 38ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 5 39ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 5 40ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 5 41ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 1 dws SO: the, Input: [d]
1 3 4 3 9 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 15ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 6 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 6 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 6 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 6 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 1 dws SO: the, Input: [d]
1 3 4 3 9 7 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 15ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 16ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 17ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 18ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 19ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 20ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 21ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 22ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 23ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 24ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 25ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 26ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 27ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 28ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 30ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 32ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 33ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 7 34ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 7 35ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 7 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 7 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 7 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 7 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 7 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 7 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 7 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 7 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 7 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 7 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 7 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 7 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 7 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 7 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 7 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 7 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 7 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 7 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 7 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 7 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 7 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 7 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 7 58ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 7 59ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 7 60ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 7 61ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 7 62ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 7 63ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 7 64ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 7 65ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 1 dws SO: the, Input: [d]
1 3 4 3 9 8 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 13ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 19ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 8 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 8 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 8 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 8 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 8 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 8 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 8 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 8 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 8 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 8 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 8 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 8 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 8 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 8 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 8 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 8 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 8 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 8 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 8 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 8 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 8 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 8 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 8 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 8 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 1 dws SO: the, Input: [d]
1 3 4 3 9 9 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 15ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 9 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 9 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 9 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 9 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 9 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 9 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 9 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 9 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 9 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 9 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 9 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 9 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 9 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 9 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 9 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 9 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 9 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 9 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 9 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 9 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 101 dws SO: the, Input: [d]
1 3 4 3 9 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 105 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1011ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1012ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1013ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1017ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1018ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1019ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1020ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1021ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1022ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1023ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1024ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1025ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1042ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1043ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1044ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1045ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 111 dws SO: the, Input: [d]
1 3 4 3 9 112 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 113 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 117 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 119 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1110ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1111ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1113ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1115ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1116ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1117ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1118ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1119ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1120ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1121ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1122ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1123ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 1124ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1125ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1126ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1127ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1128ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1129ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 1130ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1131ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1132ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1133ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1134ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1135ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 1136ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1137ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1138ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1139ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1140ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1141ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 121 dws SO: the, Input: [d]
1 3 4 3 9 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 123 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 129 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1210ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1211ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1215ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1217ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1218ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1219ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1220ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1221ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1238ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1239ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1240ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1241ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 131 dws SO: the, Input: [d]
1 3 4 3 9 132 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 133 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 134 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 135 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 136 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 137 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 138 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 139 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1310ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1311ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1312ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1313ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1314ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1315ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1316ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1317ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1318ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1319ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1320ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1321ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1322ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1323ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1324ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1325ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1326ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1327ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1328ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 1329ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1330ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1331ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1332ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1333ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1334ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1335ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 1336ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1337ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1338ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1339ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1340ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1341ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 1342ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1343ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1344ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1345ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1346ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1347ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 1348ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1349ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1350ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1351ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1352ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1353ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 14ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 141 dws SO: the, Input: [d]
1 3 4 3 9 142 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 143 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 147 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 149 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1410ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1411ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1412ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1413ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1415ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1416ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1417ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1418ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1419ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1420ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1421ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1422ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1423ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 1424ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1425ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1426ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1427ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1428ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1429ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 1430ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1431ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1432ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1433ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1434ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1435ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 1436ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1437ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1438ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1439ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1440ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1441ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 151 dws SO: the, Input: [d]
1 3 4 3 9 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 153 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 155 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 156 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 157 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 158 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 159 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1510ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1511ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1512ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1513ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1514ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1515ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1516ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1517ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1518ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1519ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1520ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1522ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1524ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1525ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1526ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1527ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1528ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1529ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1530ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1531ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 1532ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1533ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1534ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1535ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1536ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1537ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 1538ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1539ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1540ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1541ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1542ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1543ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 1544ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1545ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1546ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1547ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1548ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1549ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 161 dws SO: the, Input: [d]
1 3 4 3 9 162 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 163 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 164 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 165 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 166 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 167 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 168 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 169 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1610ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1611ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1612ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1613ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1614ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1615ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1616ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1617ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1618ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1619ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1620ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1621ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1622ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1623ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 1624ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1625ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1626ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1627ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1628ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1629ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 1630ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1631ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1632ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1633ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1634ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1635ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 1636ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1637ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1638ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1639ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1640ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1641ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 171 dws SO: the, Input: [d]
1 3 4 3 9 172 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 173 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 174 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 175 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 176 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 177 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 178 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 179 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1710ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1711ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1712ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1713ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1714ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1715ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1716ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1717ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1718ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1720ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1721ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1722ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1723ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1724ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1725ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1726ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1727ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 1728ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1729ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1730ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1731ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1732ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1733ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 1734ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1735ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1736ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1737ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1738ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1739ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 1740ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1741ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1742ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1743ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1744ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1745ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 18ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 181 dws SO: the, Input: [d]
1 3 4 3 9 182 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 183 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 184 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 185 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 186 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 187 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 188 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 189 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1810ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1811ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1812ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1813ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1814ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1815ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1816ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1817ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1818ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1819ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1820ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1821ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1822ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1823ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 1824ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1825ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1826ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1827ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1828ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1829ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 1830ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1831ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1832ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1833ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1834ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1835ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 1836ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1837ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1838ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1839ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1840ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1841ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 9 191 dws SO: the, Input: [d]
1 3 4 3 9 192 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 193 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 194 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 195 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 196 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 197 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 198 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 199 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1910ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1911ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1912ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1913ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1914ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1915ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1916ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1917ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1918ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1919ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1920ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1921ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 9 1922ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1923ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 9 1924ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1925ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1926ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1927ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1928ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1929ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 1930ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1931ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1932ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1933ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1934ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1935ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 1936ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1937ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 1938ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 1939ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 1940ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 9 1941ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 20ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 201 dws SO: the, Input: [d]
1 3 4 3 9 202 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 203 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 204 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 205 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 206 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 207 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 208 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 9 209 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 21ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 211 dws SO: the, Input: [d]
1 3 4 3 9 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 221 dws SO: the, Input: [d]
1 3 4 3 9 222 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 9 223 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 9 224 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 9 225 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 9 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 9 231 dws SO: the, Input: [d]
1 3 4 3 9 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 241 dws SO: the, Input: [d]
1 3 4 3 9 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 9 251 dws SO: the, Input: [d]
1 3 4 3 9 252 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 253 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 254 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 255 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 256 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 257 ism SO: {{book,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 258 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 259 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 2510ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 2511ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 2512ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 2513ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 9 2514ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 2515ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 2516ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 2517ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 9 2518ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 2519ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 2520ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 9 2521ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 2522ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 2523ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 2524ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 9 2525ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 261 dws SO: the, Input: [d]
1 3 4 3 9 262 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 263 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 264 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 265 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 266 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 267 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 268 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 9 269 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 271 dws SO: the, Input: [d]
1 3 4 3 9 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 281 dws SO: the, Input: [d]
1 3 4 3 9 282 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 9 283 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 9 284 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 9 285 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 9 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 9 291 dws SO: the, Input: [d]
1 3 4 3 9 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 301 dws SO: the, Input: [d]
1 3 4 3 9 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 9 311 dws SO: the, Input: [d]
1 3 4 3 9 312 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 9 313 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 9 314 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 9 315 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 9 316 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 9 317 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 9 318 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 9 319 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 3110ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 3111ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 3112ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 9 3113ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 9 321 dws SO: the, Input: [d]
1 3 4 3 9 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 9 331 dws SO: the, Input: [d]
1 3 4 3 9 332 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 333 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 334 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 335 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 9 336 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 337 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 338 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 9 339 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 9 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 341 dws SO: the, Input: [d]
1 3 4 3 9 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 9 351 dws SO: the, Input: [d]
1 3 4 3 9 352 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 9 353 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 9 354 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 9 355 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 9 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 9 361 dws SO: the, Input: [d]
1 3 4 3 9 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 9 371 dws SO: the, Input: [d]
1 3 4 3 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 101 dws SO: the, Input: [d]
1 3 4 3 101 1 esm SO: {the,d}, Input: []
1 3 4 3 101 2 epm SO: <the,d>, Input: []
1 3 4 3 101 3 epm SO: <d,the>, Input: []
1 3 4 3 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 102 1 dws SO: the, Input: [d]
1 3 4 3 102 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 102 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 102 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 102 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 102 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 102 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 102 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 102 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 102 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 102 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 102 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 102 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 102 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 102 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 102 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 102 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 102 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 103 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 103 1 dws SO: the, Input: [d]
1 3 4 3 103 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 15ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 16ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 17ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 19ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 21ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 22ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 23ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 24ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 26ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 28ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 29ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 103 30ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 103 31ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 103 32ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 103 33ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 103 34ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 103 35ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 103 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 103 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 103 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 103 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 103 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 103 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 103 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 103 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 103 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 103 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 103 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 103 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 103 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 103 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 103 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 103 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 103 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 103 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 103 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 103 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 103 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 103 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 104 1 dws SO: the, Input: [d]
1 3 4 3 104 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 7 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 104 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 104 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 104 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 104 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 104 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 104 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 104 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 104 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 104 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 104 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 104 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 104 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 104 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 104 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 104 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 104 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 104 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 104 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 104 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 104 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 105 1 dws SO: the, Input: [d]
1 3 4 3 105 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 105 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 105 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 105 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 105 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 105 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 105 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 105 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 105 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 105 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 105 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 105 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 105 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 105 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 105 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 105 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 105 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 106 1 dws SO: the, Input: [d]
1 3 4 3 106 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 5 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 14ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 106 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 106 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 106 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 106 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 106 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 106 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 106 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 106 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 106 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 106 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 106 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 106 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 106 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 106 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 106 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 106 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 106 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 106 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 107 1 dws SO: the, Input: [d]
1 3 4 3 107 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 11ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 12ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 107 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 107 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 107 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 107 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 107 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 107 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 107 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 107 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 107 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 107 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 107 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 107 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 107 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 107 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 107 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 107 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 108 1 dws SO: the, Input: [d]
1 3 4 3 108 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 108 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 108 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 108 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 108 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 108 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 108 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 108 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 108 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 108 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 108 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 108 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 108 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 108 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 108 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 108 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 108 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 109 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 109 1 dws SO: the, Input: [d]
1 3 4 3 109 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 9 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 15ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 22ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 109 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 109 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 109 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 109 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 109 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 109 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 109 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 109 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 109 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 109 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 109 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 109 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 109 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 109 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 109 38ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 109 39ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 109 40ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 109 41ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 109 42ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 109 43ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 109 44ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 109 45ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1010ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 10101 dws SO: the, Input: [d]
1 3 4 3 10102 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10103 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10104 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10105 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10106 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10107 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10108 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10109 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101010ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101011ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101012ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101013ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101014ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101015ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101016ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101017ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101018ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101019ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 101020ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101021ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 101022ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101023ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101024ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101025ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101026ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101027ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 101028ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101029ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101030ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101031ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101032ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101033ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1011ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 10111 dws SO: the, Input: [d]
1 3 4 3 10112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10117 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10119 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101116ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 101128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 101130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 101136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 10121 dws SO: the, Input: [d]
1 3 4 3 10122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10123 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10125 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101212ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 101220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 101222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 101228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1013ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 10131 dws SO: the, Input: [d]
1 3 4 3 10132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10135 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10137 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101314ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 101324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 101326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 101332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1014ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 10141 dws SO: the, Input: [d]
1 3 4 3 10142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10143 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10145 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101411ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101412ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 101420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 101422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 101428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1015ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 10151 dws SO: the, Input: [d]
1 3 4 3 10152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10153 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10155 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 10159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101512ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 101518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 101520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 101522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 101528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 101531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 101532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 101533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1016ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 10161 dws SO: the, Input: [d]
1 3 4 3 1017ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 10171 dws SO: the, Input: [d]
1 3 4 3 10172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 10173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 10174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 10175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 10176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 10177 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 10178 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 10179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 101710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 101711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 101712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 101713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 101714ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101715ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 101716ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 101717ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 101718ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 101719ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 101720ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 101721ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 101722ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 101723ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 101724ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 101725ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 10181 dws SO: the, Input: [d]
1 3 4 3 10182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 10183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 10184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 10185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 10186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 10187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 10188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 10189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 10191 dws SO: the, Input: [d]
1 3 4 3 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 10201 dws SO: the, Input: [d]
1 3 4 3 10202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 10203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 10204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 10205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 10211 dws SO: the, Input: [d]
1 3 4 3 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 10221 dws SO: the, Input: [d]
1 3 4 3 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 10231 dws SO: the, Input: [d]
1 3 4 3 10232 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 10233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 10234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 10235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 10236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 10237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 10238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 10239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 102310ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 102311ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 102312ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 102313ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 10241 dws SO: the, Input: [d]
1 3 4 3 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 10251 dws SO: the, Input: [d]
1 3 4 3 10252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 10253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 10254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 10255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 10256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 10257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 10258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 10259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 10261 dws SO: the, Input: [d]
1 3 4 3 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 10271 dws SO: the, Input: [d]
1 3 4 3 10272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 10273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 10274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 10275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 10281 dws SO: the, Input: [d]
1 3 4 3 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 10291 dws SO: the, Input: [d]
1 3 4 3 11ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 111 dws SO: the, Input: [d]
1 3 4 3 111 1 esm SO: {the,d}, Input: []
1 3 4 3 111 2 epm SO: <the,d>, Input: []
1 3 4 3 111 3 epm SO: <d,the>, Input: []
1 3 4 3 112 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 112 1 dws SO: the, Input: [d]
1 3 4 3 112 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 15ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 16ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 112 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 112 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 112 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 112 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 112 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 112 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 112 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 112 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 112 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 112 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 112 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 112 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 112 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 112 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 112 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 112 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 112 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 112 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 112 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 112 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 113 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 113 1 dws SO: the, Input: [d]
1 3 4 3 113 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 14ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 113 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 113 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 113 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 113 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 113 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 113 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 113 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 113 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 113 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 113 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 113 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 113 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 113 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 113 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 113 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 113 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 113 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 113 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 114 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 114 1 dws SO: the, Input: [d]
1 3 4 3 114 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 14ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 114 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 114 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 114 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 114 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 114 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 114 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 114 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 114 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 114 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 114 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 114 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 114 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 114 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 114 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 114 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 114 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 114 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 114 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 115 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 115 1 dws SO: the, Input: [d]
1 3 4 3 115 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 15ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 16ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 17ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 18ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 19ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 21ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 23ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 24ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 25ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 26ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 27ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 28ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 29ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 30ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 31ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 115 32ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 115 33ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 115 34ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 115 35ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 115 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 115 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 115 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 115 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 115 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 115 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 115 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 115 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 115 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 115 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 115 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 115 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 115 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 115 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 115 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 115 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 115 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 115 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 115 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 115 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 115 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 115 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 115 58ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 115 59ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 115 60ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 115 61ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 116 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 116 1 dws SO: the, Input: [d]
1 3 4 3 116 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 7 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 13ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 15ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 17ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 22ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 23ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 116 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 116 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 116 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 116 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 116 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 116 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 116 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 116 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 116 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 116 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 116 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 116 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 116 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 116 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 116 38ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 116 39ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 116 40ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 116 41ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 116 42ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 116 43ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 116 44ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 116 45ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 117 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 117 1 dws SO: the, Input: [d]
1 3 4 3 117 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 14ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 117 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 117 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 117 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 117 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 117 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 117 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 117 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 117 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 117 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 117 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 117 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 117 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 117 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 117 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 117 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 117 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 117 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 117 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 118 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 118 1 dws SO: the, Input: [d]
1 3 4 3 118 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 15ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 16ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 118 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 118 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 118 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 118 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 118 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 118 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 118 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 118 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 118 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 118 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 118 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 118 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 118 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 118 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 118 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 118 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 118 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 118 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 118 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 118 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 119 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 119 1 dws SO: the, Input: [d]
1 3 4 3 119 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 14ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 119 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 119 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 119 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 119 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 119 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 119 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 119 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 119 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 119 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 119 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 119 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 119 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 119 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 119 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 119 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 119 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 119 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 119 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1110ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 11101 dws SO: the, Input: [d]
1 3 4 3 11102 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11103 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11105 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11106 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11107 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11108 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11109 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111010ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111011ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111012ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111013ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111014ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111015ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111016ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111017ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111018ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111019ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111020ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111021ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 111022ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111023ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111024ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111025ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 111026ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111027ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111028ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111029ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111030ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111031ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 111032ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111033ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111034ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111035ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111036ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111037ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1111ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 11111 dws SO: the, Input: [d]
1 3 4 3 11112 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11113 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11114 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11115 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11116 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11117 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11118 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11119 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111110ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111111ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111112ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111113ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111114ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111115ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111116ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111117ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111118ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111119ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111120ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111121ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111122ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111123ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111124ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111125ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111126ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 111127ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111128ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111129ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111130ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111131ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111132ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111133ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 111134ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111135ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111136ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111137ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 111138ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111139ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111140ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111141ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111142ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111143ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 111144ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111145ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111146ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111147ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111148ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111149ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1112ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 11121 dws SO: the, Input: [d]
1 3 4 3 11122 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11123 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11124 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11125 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11126 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11127 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11128 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11129 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111210ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111211ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111212ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111213ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111214ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111215ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111216ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111217ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111218ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111219ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111220ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111221ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 111222ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111223ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111224ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111225ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 111226ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111227ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111228ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111229ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111230ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111231ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 111232ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111233ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111234ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111235ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111236ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111237ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 11131 dws SO: the, Input: [d]
1 3 4 3 11132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11137 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111311ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111312ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111313ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111314ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111315ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111316ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111317ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111318ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 111330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 111334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 111340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1114ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 11141 dws SO: the, Input: [d]
1 3 4 3 11142 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11143 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11145 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11146 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11147 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11148 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11149 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111410ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111411ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111412ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111413ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111414ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111416ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111417ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111418ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111419ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111420ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111421ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 111422ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111423ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111424ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111425ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 111426ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111427ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111428ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111429ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111430ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111431ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 111432ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111433ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111434ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111435ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111436ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111437ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1115ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 11151 dws SO: the, Input: [d]
1 3 4 3 11152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11153 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11155 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11157 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11159 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111510ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111511ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111513ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111514ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111515ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111516ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111518ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111520ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111521ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111522ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111523ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111524ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111525ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 111526ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111527ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111528ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111529ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 111530ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111531ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111532ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111533ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111534ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111535ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 111536ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111537ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111538ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111539ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111540ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111541ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1116ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 11161 dws SO: the, Input: [d]
1 3 4 3 11162 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11163 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11164 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11165 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11166 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11167 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11168 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11169 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111610ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111611ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111612ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111613ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111614ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111616ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111617ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111618ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111619ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111620ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111621ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 111622ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111623ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111624ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111625ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 111626ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111627ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111628ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111629ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111630ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111631ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 111632ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111633ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111634ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111635ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111636ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111637ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1117ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 11171 dws SO: the, Input: [d]
1 3 4 3 11172 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11173 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11175 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11176 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11177 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11178 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 11179 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111710ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111711ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111712ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111713ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111714ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111716ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111717ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111718ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111719ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 111720ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111721ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 111722ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111723ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111724ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111725ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 111726ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111727ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111728ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111729ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111730ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111731ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 111732ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111733ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 111734ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 111735ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 111736ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 111737ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1118ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 11181 dws SO: the, Input: [d]
1 3 4 3 11182 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 11183 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 11184 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 11185 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 1119ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 11191 dws SO: the, Input: [d]
1 3 4 3 1120ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 11201 dws SO: the, Input: [d]
1 3 4 3 1121ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 11211 dws SO: the, Input: [d]
1 3 4 3 11212 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 11213 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 11214 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 11215 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 11216 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 11217 ism SO: {{book,{n!case,{book,n!case}}},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 11218 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 11219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 112110ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 112111ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 112112ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 112113ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 112114ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 112115ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 112116ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 112117ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 112118ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 112119ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 112120ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 112121ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 112122ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 112123ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 112124ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 112125ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 1122ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 11221 dws SO: the, Input: [d]
1 3 4 3 11222 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 11223 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 11224 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 11225 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 11226 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 11227 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 11228 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 11229 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 1123ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 11231 dws SO: the, Input: [d]
1 3 4 3 1124ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 11241 dws SO: the, Input: [d]
1 3 4 3 11242 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 11243 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 11244 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 11245 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 1125ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 11251 dws SO: the, Input: [d]
1 3 4 3 1126ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 11261 dws SO: the, Input: [d]
1 3 4 3 1127ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 11271 dws SO: the, Input: [d]
1 3 4 3 11272 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 11273 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 11274 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 11275 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 11276 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 11277 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 11278 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 11279 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 112710ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 112711ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 112712ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 112713ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 1128ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 11281 dws SO: the, Input: [d]
1 3 4 3 1129ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 11291 dws SO: the, Input: [d]
1 3 4 3 11292 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 11293 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 11294 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 11295 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 11296 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 11297 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 11298 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 11299 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 1130ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 11301 dws SO: the, Input: [d]
1 3 4 3 1131ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 11311 dws SO: the, Input: [d]
1 3 4 3 11312 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 11313 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 11314 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 11315 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 1132ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 11321 dws SO: the, Input: [d]
1 3 4 3 1133ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 11331 dws SO: the, Input: [d]
1 3 4 3 12ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 121 dws SO: the, Input: [d]
1 3 4 3 121 1 esm SO: {the,d}, Input: []
1 3 4 3 121 2 epm SO: <the,d>, Input: []
1 3 4 3 121 3 epm SO: <d,the>, Input: []
1 3 4 3 122 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 122 1 dws SO: the, Input: [d]
1 3 4 3 122 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 11ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 12ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 122 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 122 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 122 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 122 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 122 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 122 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 122 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 122 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 122 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 122 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 122 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 122 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 122 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 122 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 122 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 122 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 123 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 123 1 dws SO: the, Input: [d]
1 3 4 3 123 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 15ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 16ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 17ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 19ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 21ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 22ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 23ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 24ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 26ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 28ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 29ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 123 30ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 123 31ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 123 32ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 123 33ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 123 34ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 123 35ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 123 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 123 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 123 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 123 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 123 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 123 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 123 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 123 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 123 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 123 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 123 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 123 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 123 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 123 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 123 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 123 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 123 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 123 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 123 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 123 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 123 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 123 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 124 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 124 1 dws SO: the, Input: [d]
1 3 4 3 124 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 7 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 11ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 13ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 16ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 18ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 20ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 21ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 124 22ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 124 23ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 124 24ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 124 25ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 124 26ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 124 27ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 124 28ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 124 29ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 124 30ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 124 31ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 124 32ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 124 33ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 124 34ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 124 35ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 124 36ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 124 37ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 124 38ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 124 39ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 124 40ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 124 41ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 125 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 125 1 dws SO: the, Input: [d]
1 3 4 3 125 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 12ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 125 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 125 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 125 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 125 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 125 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 125 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 125 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 125 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 125 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 125 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 125 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 125 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 125 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 125 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 125 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 125 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 126 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 126 1 dws SO: the, Input: [d]
1 3 4 3 126 2 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 3 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 4 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 5 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 6 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 9 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 10ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 11ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 12ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 14ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 16ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 17ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 18ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 19ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 126 20ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 126 21ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 126 22ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 126 23ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 126 24ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 126 25ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 126 26ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 126 27ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 126 28ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 126 29ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 126 30ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 126 31ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 126 32ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 126 33ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 126 34ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 126 35ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 126 36ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 126 37ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 127 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 127 1 dws SO: the, Input: [d]
1 3 4 3 127 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 11ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 12ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 127 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 127 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 127 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 127 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 127 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 127 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 127 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 127 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 127 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 127 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 127 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 127 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 127 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 127 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 127 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 127 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 128 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 128 1 dws SO: the, Input: [d]
1 3 4 3 128 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 3 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 12ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 128 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 128 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 128 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 128 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 128 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 128 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 128 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 128 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 128 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 128 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 128 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 128 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 128 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 128 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 128 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 128 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 129 ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 129 1 dws SO: the, Input: [d]
1 3 4 3 129 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 9 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 15ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 22ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 129 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 129 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 129 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 129 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 129 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 129 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 129 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 129 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 129 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 129 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 129 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 129 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 129 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 129 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 129 38ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 129 39ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 129 40ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 129 41ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 129 42ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 129 43ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 129 44ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 129 45ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1210ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 12101 dws SO: the, Input: [d]
1 3 4 3 12102 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12103 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12104 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12105 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12106 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12107 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12108 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12109 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121010ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121011ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121012ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121013ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121014ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121015ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121016ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121017ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121018ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121019ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 121020ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121021ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 121022ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121023ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121024ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121025ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121026ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121027ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 121028ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121029ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121030ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121031ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121032ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121033ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1211ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 12111 dws SO: the, Input: [d]
1 3 4 3 12112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12115 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12117 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12118 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12119 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121111ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121112ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121113ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121114ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121116ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121120ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121122ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121123ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121124ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121125ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121126ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121127ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 121128ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121129ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 121130ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121131ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121132ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121133ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121134ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121135ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 121136ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121137ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121138ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121139ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121140ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121141ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1212ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 12121 dws SO: the, Input: [d]
1 3 4 3 12122 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12123 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12124 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12125 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12126 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12127 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12128 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12129 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121210ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121212ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121214ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121215ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121216ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121217ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121218ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121219ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 121220ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121221ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 121222ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121223ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121224ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121225ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121226ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121227ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 121228ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121229ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121230ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121231ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121232ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121233ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1213ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 12131 dws SO: the, Input: [d]
1 3 4 3 12132 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12133 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12134 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12135 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12136 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12137 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12139 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121310ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121311ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121312ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121314ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121316ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121317ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121318ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121319ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121320ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121321ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121322ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121323ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 121324ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121325ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 121326ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121327ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121328ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121329ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121330ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121331ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 121332ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121333ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121334ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121335ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121336ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121337ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1214ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 12141 dws SO: the, Input: [d]
1 3 4 3 12142 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12143 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12144 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12145 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12146 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12147 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12148 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12149 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121410ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121411ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121412ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121413ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121414ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121415ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121416ism SO: {book,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121417ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121418ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121419ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 121420ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121421ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 121422ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121423ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121424ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121425ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121426ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121427ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 121428ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121429ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121430ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121431ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121432ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121433ipm SO: <{book,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1215ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 12151 dws SO: the, Input: [d]
1 3 4 3 12152 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12153 ism SO: {{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12154 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12155 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12156 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12157 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12158 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 12159 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121510ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121512ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121514ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121515ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121516ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121517ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 121518ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121519ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 121520ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121521ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 121522ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121523ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121524ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121525ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121526ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121527ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 121528ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121529ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121530ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 121531ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 121532ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 121533ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1216ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 12161 dws SO: the, Input: [d]
1 3 4 3 1217ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 12171 dws SO: the, Input: [d]
1 3 4 3 12172 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 12173 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 12174 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 12175 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 12176 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 12177 ism SO: {{book,{n!case,{book,n!case}}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 12178 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 12179 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 121710ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 121711ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 121712ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 121713ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 121714ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121715ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 121716ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 121717ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 121718ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 121719ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 121720ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 121721ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 121722ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 121723ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 121724ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 121725ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 1218ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 12181 dws SO: the, Input: [d]
1 3 4 3 12182 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 12183 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 12184 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 12185 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 12186 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 12187 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 12188 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 12189 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 1219ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 12191 dws SO: the, Input: [d]
1 3 4 3 1220ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 12201 dws SO: the, Input: [d]
1 3 4 3 12202 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 12203 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 12204 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 12205 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 1221ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 12211 dws SO: the, Input: [d]
1 3 4 3 1222ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 12221 dws SO: the, Input: [d]
1 3 4 3 1223ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 12231 dws SO: the, Input: [d]
1 3 4 3 12232 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 12233 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 12234 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 12235 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 12236 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 12237 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 12238 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 12239 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 122310ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 122311ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 122312ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 122313ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 1224ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 12241 dws SO: the, Input: [d]
1 3 4 3 1225ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 12251 dws SO: the, Input: [d]
1 3 4 3 12252 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 12253 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 12254 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 12255 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 12256 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 12257 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 12258 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 12259 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 1226ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 12261 dws SO: the, Input: [d]
1 3 4 3 1227ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 12271 dws SO: the, Input: [d]
1 3 4 3 12272 ism SO: {book,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 12273 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 12274 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 12275 ipm SO: <<{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 1228ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 12281 dws SO: the, Input: [d]
1 3 4 3 1229ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 12291 dws SO: the, Input: [d]
1 3 4 3 13ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 3 131 dws SO: the, Input: [d]
1 3 4 3 131 1 esm SO: {the,d}, Input: []
1 3 4 3 131 2 epm SO: <the,d>, Input: []
1 3 4 3 131 3 epm SO: <d,the>, Input: []
1 3 4 3 132 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 132 1 dws SO: the, Input: [d]
1 3 4 3 132 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 132 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 132 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 132 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 132 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 132 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 132 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 132 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 132 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 132 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 132 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 132 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 132 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 132 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 132 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 132 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 132 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 133 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 133 1 dws SO: the, Input: [d]
1 3 4 3 133 2 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 4 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 6 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 7 ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 8 ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 9 ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 11ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 13ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 14ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 15ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 16ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 17ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 19ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 21ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 22ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 23ism SO: {{book,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 24ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 26ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 28ism SO: {book,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 29ism SO: {n!case,{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 133 30ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 133 31ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 133 32ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 133 33ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 133 34ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 133 35ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 133 36ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 133 37ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 133 38ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 133 39ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 133 40ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 133 41ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 133 42ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 133 43ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 133 44ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 133 45ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 133 46ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 133 47ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 133 48ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 133 49ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 133 50ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 133 51ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 133 52ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 133 53ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 133 54ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 133 55ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 133 56ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 133 57ipm SO: <{{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 134 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 134 1 dws SO: the, Input: [d]
1 3 4 3 134 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 7 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 134 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 134 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 134 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 134 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 134 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 134 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 134 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 134 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 134 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 134 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 134 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 134 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 134 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 134 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 134 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 134 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 134 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 134 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 134 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 134 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 135 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 135 1 dws SO: the, Input: [d]
1 3 4 3 135 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 135 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 135 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 135 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 135 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 135 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 135 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 135 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 135 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 135 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 135 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 135 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 135 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 135 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 135 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 135 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 135 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 136 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 136 1 dws SO: the, Input: [d]
1 3 4 3 136 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 5 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 14ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 136 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 136 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 136 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 136 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 136 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 136 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 136 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 136 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 136 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 136 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 136 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 136 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 136 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 136 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 136 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 136 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 136 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 136 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 137 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 137 1 dws SO: the, Input: [d]
1 3 4 3 137 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 11ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 12ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 137 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 137 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 137 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 137 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 137 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 137 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 137 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 137 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 137 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 137 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 137 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 137 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 137 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 137 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 137 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 137 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 138 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 138 1 dws SO: the, Input: [d]
1 3 4 3 138 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 3 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 12ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 138 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 138 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 138 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 138 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 138 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 138 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 138 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 138 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 138 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 138 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 138 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 138 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 138 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 138 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 138 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 138 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 139 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 139 1 dws SO: the, Input: [d]
1 3 4 3 139 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 9 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 15ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 22ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 139 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 139 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 139 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 139 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 139 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 139 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 139 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 139 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 139 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 139 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 139 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 139 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 139 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 139 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 139 38ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 139 39ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 139 40ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 139 41ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 139 42ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 139 43ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 139 44ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 139 45ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1310ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 13101 dws SO: the, Input: [d]
1 3 4 3 13102 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13103 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13104 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13105 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13106 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13107 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13108 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13109 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131010ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131011ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131012ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131013ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131014ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131015ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131016ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131017ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131018ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131019ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 131020ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131021ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 131022ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131023ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131024ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131025ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131026ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131027ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 131028ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131029ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131030ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131031ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131032ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131033ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1311ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 13111 dws SO: the, Input: [d]
1 3 4 3 13112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13117 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13119 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131116ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 131128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 131130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 131136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1312ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 13121 dws SO: the, Input: [d]
1 3 4 3 13122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13123 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13125 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131212ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 131220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 131222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 131228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1313ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 13131 dws SO: the, Input: [d]
1 3 4 3 13132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13135 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13137 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131314ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 131324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 131326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 131332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1314ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 13141 dws SO: the, Input: [d]
1 3 4 3 13142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13143 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13145 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131411ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131412ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 131420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 131422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 131428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1315ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 3 13151 dws SO: the, Input: [d]
1 3 4 3 13152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13153 ism SO: {{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13155 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 13159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131512ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 3 131518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 3 131520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 131522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 131528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 131531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 131532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 3 131533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 3 1316ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 13161 dws SO: the, Input: [d]
1 3 4 3 1317ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 3 13171 dws SO: the, Input: [d]
1 3 4 3 13172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 13173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 13174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 13175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 13176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 13177 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 13178 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 13179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 131710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 131711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 131712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 131713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 3 131714ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131715ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 131716ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 131717ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 131718ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 131719ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 131720ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 131721ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 131722ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 131723ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 131724ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 3 131725ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 3 1318ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 13181 dws SO: the, Input: [d]
1 3 4 3 13182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 13183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 13184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 13185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 13186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 13187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 13188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 13189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 1319ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 13191 dws SO: the, Input: [d]
1 3 4 3 1320ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 13201 dws SO: the, Input: [d]
1 3 4 3 13202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 13203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 13204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 13205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 1321ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 13211 dws SO: the, Input: [d]
1 3 4 3 1322ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 13221 dws SO: the, Input: [d]
1 3 4 3 1323ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 13231 dws SO: the, Input: [d]
1 3 4 3 13232 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 13233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 13234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 13235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 13236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 13237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 13238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 13239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 132310ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 132311ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 132312ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 132313ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 1324ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 13241 dws SO: the, Input: [d]
1 3 4 3 1325ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 13251 dws SO: the, Input: [d]
1 3 4 3 13252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 13253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 13254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 13255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 13256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 13257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 13258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 13259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 1326ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 13261 dws SO: the, Input: [d]
1 3 4 3 1327ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 13271 dws SO: the, Input: [d]
1 3 4 3 13272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 13273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 13274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 13275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 1328ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 3 13281 dws SO: the, Input: [d]
1 3 4 3 1329ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 3 13291 dws SO: the, Input: [d]
1 3 4 3 14ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 141 dws SO: the, Input: [d]
1 3 4 3 141 1 esm SO: {the,d}, Input: []
1 3 4 3 141 2 epm SO: <the,d>, Input: []
1 3 4 3 141 3 epm SO: <d,the>, Input: []
1 3 4 3 142 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 142 1 dws SO: the, Input: [d]
1 3 4 3 142 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 142 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 142 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 142 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 142 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 142 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 142 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 142 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 3 142 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 142 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 142 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 142 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 143 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 143 1 dws SO: the, Input: [d]
1 3 4 3 143 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 143 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 143 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 143 5 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 143 6 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 143 7 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 143 8 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 143 9 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 143 10ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 143 11ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 143 12ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 143 13ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 3 143 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 143 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 143 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 143 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 144 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 144 1 dws SO: the, Input: [d]
1 3 4 3 144 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 144 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 144 4 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 144 5 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 144 6 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 144 7 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 144 8 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 144 9 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 3 144 10ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 144 11ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 144 12ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 144 13ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 145 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 145 1 dws SO: the, Input: [d]
1 3 4 3 145 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 145 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 145 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 145 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 145 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 145 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 145 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 145 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 3 145 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 145 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 145 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 145 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 146 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 146 1 dws SO: the, Input: [d]
1 3 4 3 147 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 147 1 dws SO: the, Input: [d]
1 3 4 3 147 2 ism SO: {book,<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 3 147 3 ism SO: {n!case,<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 3 147 4 ipm SO: <<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 147 5 ipm SO: <<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 148 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 148 1 dws SO: the, Input: [d]
1 3 4 3 149 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 149 1 dws SO: the, Input: [d]
1 3 4 3 15ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 3 151 dws SO: the, Input: [d]
1 3 4 3 151 1 esm SO: {the,d}, Input: []
1 3 4 3 151 2 epm SO: <the,d>, Input: []
1 3 4 3 151 3 epm SO: <d,the>, Input: []
1 3 4 3 16ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 161 dws SO: the, Input: [d]
1 3 4 3 161 1 esm SO: {the,d}, Input: []
1 3 4 3 161 2 epm SO: <the,d>, Input: []
1 3 4 3 161 3 epm SO: <d,the>, Input: []
1 3 4 3 162 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 162 1 dws SO: the, Input: [d]
1 3 4 3 162 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 162 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 162 4 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 162 5 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 162 6 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 3 162 7 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 3 162 8 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 3 162 9 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 3 163 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 163 1 dws SO: the, Input: [d]
1 3 4 3 163 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 163 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 163 4 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 163 5 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 163 6 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 3 163 7 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 3 163 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 3 163 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 3 164 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 164 1 dws SO: the, Input: [d]
1 3 4 3 165 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 165 1 dws SO: the, Input: [d]
1 3 4 3 17ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 3 171 dws SO: the, Input: [d]
1 3 4 3 171 1 esm SO: {the,d}, Input: []
1 3 4 3 171 2 epm SO: <the,d>, Input: []
1 3 4 3 171 3 epm SO: <d,the>, Input: []
1 3 4 3 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 3 181 dws SO: the, Input: [d]
1 3 4 3 181 1 esm SO: {the,d}, Input: []
1 3 4 3 181 2 epm SO: <the,d>, Input: []
1 3 4 3 181 3 epm SO: <d,the>, Input: []
1 3 4 3 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 3 191 dws SO: the, Input: [d]
1 3 4 3 191 1 esm SO: {the,d}, Input: []
1 3 4 3 191 2 epm SO: <the,d>, Input: []
1 3 4 3 191 3 epm SO: <d,the>, Input: []
1 3 4 3 192 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 192 1 dws SO: the, Input: [d]
1 3 4 3 192 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 192 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 192 4 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 192 5 ism SO: {{n!case,{book,n!case}},{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 192 6 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 192 7 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 192 8 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 192 9 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 192 10ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 192 11ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 3 192 12ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 192 13ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 192 14ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 192 15ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 192 16ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 192 17ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 193 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 193 1 dws SO: the, Input: [d]
1 3 4 3 193 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 3 ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 5 ism SO: {book,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 6 ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 7 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 8 ism SO: {book,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 10ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 12ism SO: {book,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 13ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 193 14ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 193 15ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 193 16ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 193 17ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 193 18ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 193 19ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 3 193 20ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 193 21ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 193 22ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 193 23ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 193 24ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 193 25ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 194 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 194 1 dws SO: the, Input: [d]
1 3 4 3 194 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 194 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 194 4 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 194 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 194 6 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 194 7 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 194 8 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 194 9 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 194 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 194 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 3 194 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 194 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 194 14ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 194 15ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 194 16ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 194 17ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 195 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 195 1 dws SO: the, Input: [d]
1 3 4 3 195 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 195 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 195 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 195 5 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 195 6 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 195 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 195 8 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 195 9 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 195 10ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 195 11ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 195 12ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 195 13ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 195 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 195 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 3 195 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 195 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 195 18ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 195 19ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 195 20ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 195 21ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 196 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 196 1 dws SO: the, Input: [d]
1 3 4 3 196 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 196 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 196 4 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 196 5 ism SO: {{n!case,{book,n!case}},{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 196 6 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 196 7 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 196 8 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 196 9 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 196 10ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 196 11ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 3 196 12ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 196 13ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 196 14ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 196 15ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 196 16ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 196 17ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 197 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 3 197 1 dws SO: the, Input: [d]
1 3 4 3 197 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 197 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 197 4 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 197 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 197 6 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 197 7 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 197 8 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 197 9 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 3 197 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 197 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 3 197 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 197 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 197 14ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 197 15ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 197 16ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 3 197 17ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 3 198 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 198 1 dws SO: the, Input: [d]
1 3 4 3 199 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 199 1 dws SO: the, Input: [d]
1 3 4 3 199 2 ism SO: {n!case,<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 199 3 ism SO: {{book,n!case},<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 199 4 ism SO: {book,<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 199 5 ism SO: {n!case,<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 199 6 ipm SO: <<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 199 7 ipm SO: <<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 199 8 ipm SO: <<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 199 9 ipm SO: <<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 1910ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 19101 dws SO: the, Input: [d]
1 3 4 3 1911ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 19111 dws SO: the, Input: [d]
1 3 4 3 19112 ism SO: {book,<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 3 19113 ism SO: {n!case,<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 3 19114 ipm SO: <<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 19115 ipm SO: <<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 1912ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 3 19121 dws SO: the, Input: [d]
1 3 4 3 1913ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 3 19131 dws SO: the, Input: [d]
1 3 4 3 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 3 201 dws SO: the, Input: [d]
1 3 4 3 201 1 esm SO: {the,d}, Input: []
1 3 4 3 201 2 epm SO: <the,d>, Input: []
1 3 4 3 201 3 epm SO: <d,the>, Input: []
1 3 4 3 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 3 211 dws SO: the, Input: [d]
1 3 4 3 211 1 esm SO: {the,d}, Input: []
1 3 4 3 211 2 epm SO: <the,d>, Input: []
1 3 4 3 211 3 epm SO: <d,the>, Input: []
1 3 4 3 212 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 212 1 dws SO: the, Input: [d]
1 3 4 3 212 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 212 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 212 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 212 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 212 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 212 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 212 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 212 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 3 212 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 212 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 212 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 212 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 213 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 213 1 dws SO: the, Input: [d]
1 3 4 3 213 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 213 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 213 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 213 5 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 213 6 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 213 7 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 213 8 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 213 9 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 213 10ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 213 11ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 213 12ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 213 13ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 3 213 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 213 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 213 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 213 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 214 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 214 1 dws SO: the, Input: [d]
1 3 4 3 214 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 214 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 214 4 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 214 5 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 214 6 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 214 7 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 214 8 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 214 9 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 3 214 10ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 214 11ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 214 12ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 214 13ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 215 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 3 215 1 dws SO: the, Input: [d]
1 3 4 3 215 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 215 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 215 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 215 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 215 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 215 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 3 215 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 215 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 3 215 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 215 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 3 215 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 3 215 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 3 216 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 216 1 dws SO: the, Input: [d]
1 3 4 3 217 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 3 217 1 dws SO: the, Input: [d]
1 3 4 3 217 2 ism SO: {book,<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 3 217 3 ism SO: {n!case,<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 3 217 4 ipm SO: <<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 217 5 ipm SO: <<<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 218 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 3 218 1 dws SO: the, Input: [d]
1 3 4 3 219 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 3 219 1 dws SO: the, Input: [d]
1 3 4 3 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 3 221 dws SO: the, Input: [d]
1 3 4 3 221 1 esm SO: {the,d}, Input: []
1 3 4 3 221 2 epm SO: <the,d>, Input: []
1 3 4 3 221 3 epm SO: <d,the>, Input: []
1 3 4 3 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 3 231 dws SO: the, Input: [d]
1 3 4 3 231 1 esm SO: {the,d}, Input: []
1 3 4 3 231 2 epm SO: <the,d>, Input: []
1 3 4 3 231 3 epm SO: <d,the>, Input: []
1 3 4 3 232 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 232 1 dws SO: the, Input: [d]
1 3 4 3 232 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 232 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 232 4 ism SO: {book,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 232 5 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 232 6 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 3 232 7 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 3 232 8 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 3 232 9 ipm SO: <{book,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 3 233 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 3 233 1 dws SO: the, Input: [d]
1 3 4 3 233 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 233 3 ism SO: {<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 233 4 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 233 5 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 3 233 6 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 3 233 7 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 3 233 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 3 233 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 3 234 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 3 234 1 dws SO: the, Input: [d]
1 3 4 3 235 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 3 235 1 dws SO: the, Input: [d]
1 3 4 3 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 3 241 dws SO: the, Input: [d]
1 3 4 3 241 1 esm SO: {the,d}, Input: []
1 3 4 3 241 2 epm SO: <the,d>, Input: []
1 3 4 3 241 3 epm SO: <d,the>, Input: []
1 3 4 3 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 3 251 dws SO: the, Input: [d]
1 3 4 3 251 1 esm SO: {the,d}, Input: []
1 3 4 3 251 2 epm SO: <the,d>, Input: []
1 3 4 3 251 3 epm SO: <d,the>, Input: []
1 3 4 4 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 4 4 1 dws SO: the, Input: [d]
1 3 4 4 1 1 esm SO: {the,d}, Input: []
1 3 4 4 1 1 1 uws SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 4 1 2 epm SO: <the,d>, Input: []
1 3 4 4 1 2 1 uws SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 4 1 3 epm SO: <d,the>, Input: []
1 3 4 4 1 3 1 uws SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 4 2 1 dws SO: the, Input: [d]
1 3 4 4 2 1 1 esm SO: {the,d}, Input: []
1 3 4 4 2 1 2 epm SO: <the,d>, Input: []
1 3 4 4 2 1 3 epm SO: <d,the>, Input: []
1 3 4 4 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 1 dws SO: the, Input: [d]
1 3 4 4 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 2 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 2 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 2 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 2 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 2 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 3 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 1 dws SO: the, Input: [d]
1 3 4 4 2 3 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 11ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 12ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 16ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 19ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 21ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 3 22ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 3 23ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 3 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 3 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 3 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 3 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 3 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 3 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 3 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 3 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 2 3 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 3 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 3 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 3 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 3 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 3 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 3 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 3 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 3 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 3 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 1 dws SO: the, Input: [d]
1 3 4 4 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 2 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 4 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 4 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 4 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 4 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 5 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 1 dws SO: the, Input: [d]
1 3 4 4 2 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 9 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 2 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 1 dws SO: the, Input: [d]
1 3 4 4 2 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 10ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 12ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 13ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 6 14ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 6 15ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 2 6 16ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 6 17ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 6 18ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 6 19ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 6 20ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 6 21ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 6 22ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 6 23ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 6 24ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 6 25ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 1 dws SO: the, Input: [d]
1 3 4 4 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 7 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 2 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 1 dws SO: the, Input: [d]
1 3 4 4 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 8 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 8 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 2 8 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 8 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 8 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 8 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 8 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 8 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 8 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 8 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 8 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 8 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 9 ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 1 dws SO: the, Input: [d]
1 3 4 4 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 5 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 2 101 dws SO: the, Input: [d]
1 3 4 4 2 102 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 103 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 104 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 105 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 106 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 108 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 1010ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 1012ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 1013ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 1014ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 1015ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 2 1016ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 1017ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 1018ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 1019ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 1020ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 1021ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 1022ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 1023ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 1024ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 1025ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 11ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 2 111 dws SO: the, Input: [d]
1 3 4 4 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 113 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 115 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 118 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 1110ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 1112ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 2 1114ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 1115ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 2 1116ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 1117ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 1118ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 1119ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 1120ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 1121ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 1122ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 1123ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 1124ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 2 1125ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 12ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 121 dws SO: the, Input: [d]
1 3 4 4 2 13ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 2 131 dws SO: the, Input: [d]
1 3 4 4 2 132 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 2 133 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 2 134 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 2 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 2 136 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 2 138 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 2 139 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 2 1310ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 2 1311ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 1312ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 2 1313ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 1314ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 2 1315ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 1316ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 2 1317ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 141 dws SO: the, Input: [d]
1 3 4 4 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 2 151 dws SO: the, Input: [d]
1 3 4 4 2 152 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 2 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 2 154 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 2 156 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 2 157 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 2 158 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 2 159 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 1510ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 2 1511ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 1512ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 2 1513ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 2 161 dws SO: the, Input: [d]
1 3 4 4 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 2 171 dws SO: the, Input: [d]
1 3 4 4 2 172 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 2 174 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 2 175 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 2 176 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 2 177 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 178 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 2 179 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 181 dws SO: the, Input: [d]
1 3 4 4 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 2 191 dws SO: the, Input: [d]
1 3 4 4 2 192 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 2 193 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 2 194 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 2 195 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 2 201 dws SO: the, Input: [d]
1 3 4 4 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 2 211 dws SO: the, Input: [d]
1 3 4 4 3 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 4 3 1 dws SO: the, Input: [d]
1 3 4 4 3 1 1 esm SO: {the,d}, Input: []
1 3 4 4 3 1 2 epm SO: <the,d>, Input: []
1 3 4 4 3 1 3 epm SO: <d,the>, Input: []
1 3 4 4 3 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 1 dws SO: the, Input: [d]
1 3 4 4 3 2 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 9 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 10ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 15ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 17ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 19ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 20ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 21ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 22ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 23ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 24ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 25ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 2 26ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 2 27ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 2 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 2 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 2 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 2 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 2 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 2 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 2 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 2 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 2 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 2 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 2 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 2 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 2 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 2 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 2 42ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 2 43ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 2 44ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 2 45ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 2 46ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 2 47ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 2 48ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 2 49ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 1 dws SO: the, Input: [d]
1 3 4 4 3 3 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 3 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 12ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 14ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 15ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 16ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 17ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 18ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 19ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 3 20ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 3 21ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 3 22ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 3 23ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 3 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 3 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 3 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 3 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 3 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 3 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 3 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 3 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 3 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 3 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 3 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 3 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 3 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 3 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 1 dws SO: the, Input: [d]
1 3 4 4 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 7 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 8 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 9 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 15ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 17ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 18ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 4 24ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 4 25ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 4 26ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 4 27ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 4 28ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 4 29ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 4 30ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 4 31ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 4 32ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 4 33ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 4 34ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 4 35ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 4 36ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 4 37ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 4 38ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 4 39ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 4 40ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 4 41ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 4 42ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 4 43ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 4 44ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 4 45ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 1 dws SO: the, Input: [d]
1 3 4 4 3 5 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 3 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 12ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 14ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 16ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 17ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 18ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 19ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 5 20ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 5 21ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 5 22ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 5 23ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 5 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 5 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 5 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 5 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 5 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 5 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 5 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 5 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 5 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 5 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 5 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 5 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 5 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 5 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 1 dws SO: the, Input: [d]
1 3 4 4 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 3 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 5 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 6 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 7 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 9 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 11ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 12ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 14ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 15ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 16ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 18ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 20ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 21ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 6 22ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 6 23ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 6 24ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 6 25ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 6 26ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 6 27ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 6 28ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 6 29ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 6 30ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 6 31ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 6 32ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 6 33ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 6 34ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 6 35ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 6 36ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 6 37ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 6 38ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 6 39ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 6 40ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 6 41ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 1 dws SO: the, Input: [d]
1 3 4 4 3 7 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 3 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 12ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 14ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 16ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 17ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 18ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 19ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 7 20ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 7 21ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 7 22ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 7 23ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 7 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 7 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 7 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 7 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 7 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 7 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 7 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 7 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 7 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 7 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 7 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 7 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 7 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 7 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 1 dws SO: the, Input: [d]
1 3 4 4 3 8 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 3 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 12ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 14ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 16ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 17ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 18ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 19ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 8 20ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 8 21ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 8 22ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 8 23ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 8 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 8 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 8 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 8 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 8 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 8 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 8 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 8 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 8 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 8 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 8 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 8 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 8 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 8 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 1 dws SO: the, Input: [d]
1 3 4 4 3 9 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 11ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 12ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 13ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 15ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 16ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 17ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 19ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 20ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 21ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 22ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 24ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 25ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 26ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 27ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 9 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 9 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 9 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 9 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 9 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 9 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 9 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 9 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 9 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 9 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 9 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 9 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 9 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 9 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 9 42ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 9 43ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 9 44ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 9 45ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 9 46ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 9 47ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 9 48ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 9 49ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 9 50ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 9 51ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 9 52ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 9 53ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 101 dws SO: the, Input: [d]
1 3 4 4 3 102 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 103 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 104 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 105 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 106 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 107 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 108 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 109 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1010ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1011ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1012ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1013ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1014ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1015ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1016ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1017ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1018ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1019ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1020ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1021ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 1022ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1023ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1024ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1025ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1026ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1027ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1028ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1029ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 1030ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1031ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1032ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1033ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1034ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1035ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1036ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1037ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 11ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 111 dws SO: the, Input: [d]
1 3 4 4 3 112 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 113 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 114 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 115 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 116 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 117 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 118 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 119 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1110ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1111ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1112ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1113ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1114ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1115ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1116ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1117ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1118ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1119ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1120ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1121ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1122ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1123ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1124ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1125ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1126ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1127ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1128ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1129ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1130ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1131ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1132ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1133ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 1134ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1135ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1136ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1137ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1138ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1139ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1140ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1141ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 1142ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1143ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1144ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1145ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1146ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1147ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1148ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1149ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 12ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 121 dws SO: the, Input: [d]
1 3 4 4 3 122 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 123 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 124 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 125 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 126 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 127 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 128 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 129 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1210ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1211ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1212ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1213ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1214ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1215ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1216ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1217ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1218ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1219ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1220ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1221ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 1222ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1223ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1224ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1225ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1226ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1227ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1228ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1229ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 1230ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1231ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1232ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1233ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1234ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1235ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1236ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1237ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 13ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 131 dws SO: the, Input: [d]
1 3 4 4 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 135 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 137 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 138 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 139 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1313ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1315ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1316ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1317ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1318ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1322ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1324ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1325ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1326ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1327ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1328ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1329ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 1330ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1331ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1332ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1333ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1334ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1335ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1336ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1337ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 1338ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1339ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1340ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1341ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1342ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1343ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1344ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1345ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 141 dws SO: the, Input: [d]
1 3 4 4 3 142 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 143 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 144 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 145 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 147 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 148 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 149 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1410ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1411ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1412ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1413ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1414ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1416ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1417ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1418ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1419ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1420ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1421ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 1422ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1423ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1424ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1425ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1426ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1427ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1428ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1429ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 1430ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1431ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1432ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1433ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1434ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1435ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1436ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1437ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 15ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 151 dws SO: the, Input: [d]
1 3 4 4 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 153 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 154 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 155 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 156 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 157 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 159 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1511ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1512ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1513ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1514ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1515ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1516ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1518ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1520ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1521ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1522ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1523ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1524ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1525ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 1526ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1527ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1528ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1529ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1530ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1531ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1532ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1533ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 1534ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1535ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1536ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1537ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1538ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1539ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1540ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1541ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 16ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 161 dws SO: the, Input: [d]
1 3 4 4 3 162 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 163 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 164 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 165 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 166 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 167 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 168 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 169 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1610ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1611ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1612ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1613ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1614ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1615ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1616ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1617ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1618ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1619ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1620ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1621ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 1622ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1623ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1624ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1625ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1626ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1627ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1628ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1629ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 1630ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1631ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1632ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1633ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1634ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1635ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1636ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1637ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 17ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 3 171 dws SO: the, Input: [d]
1 3 4 4 3 172 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 173 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 174 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 175 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 177 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 178 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 179 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1710ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1711ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1712ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1713ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1714ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1716ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1717ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1718ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1719ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 3 1720ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1721ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 3 1722ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1723ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1724ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1725ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1726ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1727ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1728ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1729ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 1730ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1731ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 1732ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1733ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1734ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 1735ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1736ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 3 1737ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 18ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 181 dws SO: the, Input: [d]
1 3 4 4 3 182 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 183 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 184 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 185 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 186 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 187 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 188 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 3 189 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 1810ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 3 1811ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 1812ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 3 1813ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 3 19ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 3 191 dws SO: the, Input: [d]
1 3 4 4 3 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 201 dws SO: the, Input: [d]
1 3 4 4 3 202 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 3 203 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 3 204 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 3 205 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 3 206 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 3 207 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 208 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 3 209 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 3 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 211 dws SO: the, Input: [d]
1 3 4 4 3 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 221 dws SO: the, Input: [d]
1 3 4 4 3 222 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 3 223 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 3 224 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 3 225 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 3 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 3 231 dws SO: the, Input: [d]
1 3 4 4 3 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 241 dws SO: the, Input: [d]
1 3 4 4 3 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 3 251 dws SO: the, Input: [d]
1 3 4 4 3 252 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 3 253 ism SO: {{book,{n!case,{book,n!case}}},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 3 254 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 3 255 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 3 256 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 3 257 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 3 258 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 3 259 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 3 2510ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 3 2511ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 2512ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 3 2513ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 2514ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 3 2515ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 2516ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 3 2517ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 3 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 261 dws SO: the, Input: [d]
1 3 4 4 3 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 3 271 dws SO: the, Input: [d]
1 3 4 4 3 272 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 273 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 274 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 275 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 276 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 277 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 3 278 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 3 279 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 2710ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 3 2711ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 2712ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 3 2713ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 3 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 3 281 dws SO: the, Input: [d]
1 3 4 4 3 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 3 291 dws SO: the, Input: [d]
1 3 4 4 3 292 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 3 293 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 3 294 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 3 295 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 3 296 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 3 297 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 298 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 3 299 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 3 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 301 dws SO: the, Input: [d]
1 3 4 4 3 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 3 311 dws SO: the, Input: [d]
1 3 4 4 3 312 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 3 313 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 3 314 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 3 315 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 3 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 3 321 dws SO: the, Input: [d]
1 3 4 4 3 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 3 331 dws SO: the, Input: [d]
1 3 4 4 4 ism SO: {book,{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 4 4 1 dws SO: the, Input: [d]
1 3 4 4 4 1 1 esm SO: {the,d}, Input: []
1 3 4 4 4 1 2 epm SO: <the,d>, Input: []
1 3 4 4 4 1 3 epm SO: <d,the>, Input: []
1 3 4 4 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 1 dws SO: the, Input: [d]
1 3 4 4 4 2 2 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 4 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 8 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 10ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 12ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 13ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 2 14ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 2 15ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 4 2 16ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 2 17ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 2 18ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 2 19ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 2 20ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 2 21ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 2 22ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 2 23ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 2 24ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 2 25ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 3 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 1 dws SO: the, Input: [d]
1 3 4 4 4 3 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 11ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 12ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 16ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 19ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 21ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 3 22ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 3 23ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 3 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 3 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 3 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 3 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 3 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 3 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 3 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 3 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 4 3 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 3 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 3 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 3 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 3 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 3 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 3 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 3 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 3 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 3 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 1 dws SO: the, Input: [d]
1 3 4 4 4 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 10ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 12ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 13ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 4 14ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 4 15ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 4 4 16ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 4 17ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 4 18ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 4 19ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 4 20ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 4 21ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 4 22ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 4 23ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 4 24ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 4 25ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 5 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 1 dws SO: the, Input: [d]
1 3 4 4 4 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 9 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 4 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 1 dws SO: the, Input: [d]
1 3 4 4 4 6 2 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 4 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 8 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 10ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 12ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 13ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 6 14ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 6 15ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 4 6 16ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 6 17ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 6 18ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 6 19ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 6 20ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 6 21ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 6 22ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 6 23ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 6 24ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 6 25ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 7 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 1 dws SO: the, Input: [d]
1 3 4 4 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 7 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 12ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 7 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 7 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 7 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 7 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 7 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 7 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 4 7 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 7 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 7 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 7 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 7 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 7 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 7 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 7 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 7 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 7 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 1 dws SO: the, Input: [d]
1 3 4 4 4 8 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 4 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 8 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 10ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 12ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 13ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 8 14ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 8 15ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 4 8 16ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 8 17ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 8 18ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 8 19ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 8 20ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 8 21ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 8 22ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 8 23ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 8 24ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 8 25ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 9 ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 1 dws SO: the, Input: [d]
1 3 4 4 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 5 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 12ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 14ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 9 16ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 9 17ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 9 18ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 9 19ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 4 9 20ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 9 21ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 9 22ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 9 23ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 9 24ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 9 25ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 9 26ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 9 27ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 9 28ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 9 29ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 10ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 4 101 dws SO: the, Input: [d]
1 3 4 4 4 102 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 103 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 104 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 105 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 106 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 108 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 109 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 1010ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 1011ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 1012ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 1013ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 1014ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 1015ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 4 1016ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 1017ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 1018ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 1019ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 1020ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 1021ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 1022ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 1023ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 1024ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 1025ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 11ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 4 111 dws SO: the, Input: [d]
1 3 4 4 4 112 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 113 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 114 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 115 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 116 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 118 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 1110ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 1112ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 1113ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 4 1114ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 1115ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 4 1116ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 1117ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 1118ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 1119ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 1120ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 1121ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 1122ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 1123ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 1124ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 4 1125ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 12ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 4 121 dws SO: the, Input: [d]
1 3 4 4 4 13ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 4 131 dws SO: the, Input: [d]
1 3 4 4 4 132 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 4 133 ism SO: {{book,{n!case,{book,n!case}}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 4 134 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 4 135 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 4 136 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 4 137 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 4 138 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 4 139 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 4 1310ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 4 1311ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 1312ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 4 1313ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 1314ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 4 1315ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 1316ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 4 1317ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 4 14ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 141 dws SO: the, Input: [d]
1 3 4 4 4 15ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 4 151 dws SO: the, Input: [d]
1 3 4 4 4 152 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 4 153 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 4 154 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 4 155 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 4 156 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 4 157 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 4 158 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 4 159 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 1510ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 4 1511ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 1512ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 4 1513ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 4 16ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 4 161 dws SO: the, Input: [d]
1 3 4 4 4 17ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 4 171 dws SO: the, Input: [d]
1 3 4 4 4 172 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 4 173 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 4 174 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 4 175 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 4 176 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 4 177 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 178 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 4 179 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 4 18ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 181 dws SO: the, Input: [d]
1 3 4 4 4 19ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 4 191 dws SO: the, Input: [d]
1 3 4 4 4 192 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 4 193 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 4 194 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 4 195 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 4 20ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 4 201 dws SO: the, Input: [d]
1 3 4 4 4 21ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 4 211 dws SO: the, Input: [d]
1 3 4 4 5 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 4 5 1 dws SO: the, Input: [d]
1 3 4 4 5 1 1 esm SO: {the,d}, Input: []
1 3 4 4 5 1 2 epm SO: <the,d>, Input: []
1 3 4 4 5 1 3 epm SO: <d,the>, Input: []
1 3 4 4 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 1 dws SO: the, Input: [d]
1 3 4 4 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 16ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 1 dws SO: the, Input: [d]
1 3 4 4 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 12ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 1 dws SO: the, Input: [d]
1 3 4 4 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 14ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 1 dws SO: the, Input: [d]
1 3 4 4 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 11ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 12ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 1 dws SO: the, Input: [d]
1 3 4 4 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 12ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 1 dws SO: the, Input: [d]
1 3 4 4 5 7 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 11ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 13ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 14ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 15ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 16ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 17ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 19ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 22ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 23ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 24ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 25ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 7 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 7 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 7 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 7 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 7 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 7 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 7 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 7 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 7 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 7 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 7 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 7 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 7 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 7 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 7 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 7 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 7 42ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 7 43ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 7 44ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 7 45ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 7 46ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 7 47ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 7 48ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 7 49ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 1 dws SO: the, Input: [d]
1 3 4 4 5 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 12ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 8 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 8 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 8 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 8 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 8 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 8 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 9 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 1 dws SO: the, Input: [d]
1 3 4 4 5 9 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 10ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 11ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 12ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 13ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 15ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 18ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 22ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 9 24ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 9 25ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 9 26ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 9 27ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 9 28ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 9 29ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 9 30ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 9 31ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 9 32ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 9 33ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 9 34ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 9 35ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 9 36ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 9 37ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 9 38ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 9 39ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 9 40ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 9 41ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 9 42ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 9 43ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 9 44ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 9 45ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 101 dws SO: the, Input: [d]
1 3 4 4 5 102 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 103 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 104 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 105 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 106 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 107 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 108 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 109 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1010ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1011ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1012ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1013ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1014ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1015ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1016ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1017ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1018ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1019ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 1020ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1021ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1022ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1023ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1024ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1025ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 1026ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1027ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 1028ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1029ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1030ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1031ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1032ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1033ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 111 dws SO: the, Input: [d]
1 3 4 4 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 117 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1113ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1114ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1116ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 121 dws SO: the, Input: [d]
1 3 4 4 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 123 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 129 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1210ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1212ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 131 dws SO: the, Input: [d]
1 3 4 4 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 135 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1311ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1312ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1314ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 14ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 141 dws SO: the, Input: [d]
1 3 4 4 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 143 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 149 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1410ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1411ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1412ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 15ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 5 151 dws SO: the, Input: [d]
1 3 4 4 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 153 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 159 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1510ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1512ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 16ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 161 dws SO: the, Input: [d]
1 3 4 4 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 5 164 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 5 166 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 5 167 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 168 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 5 169 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 5 17ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 171 dws SO: the, Input: [d]
1 3 4 4 5 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 181 dws SO: the, Input: [d]
1 3 4 4 5 182 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 5 184 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 5 185 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 5 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 5 191 dws SO: the, Input: [d]
1 3 4 4 5 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 201 dws SO: the, Input: [d]
1 3 4 4 5 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 5 211 dws SO: the, Input: [d]
1 3 4 4 5 212 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 5 213 ism SO: {{book,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 5 214 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 5 218 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 5 2110ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 5 2111ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 2112ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 5 2113ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 2114ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 5 2115ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 2116ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 5 2117ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 5 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 221 dws SO: the, Input: [d]
1 3 4 4 5 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 5 231 dws SO: the, Input: [d]
1 3 4 4 5 232 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 5 236 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 5 238 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 5 239 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 2310ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 5 2311ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 2312ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 5 2313ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 5 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 5 241 dws SO: the, Input: [d]
1 3 4 4 5 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 5 251 dws SO: the, Input: [d]
1 3 4 4 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 5 254 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 5 256 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 5 257 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 258 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 5 259 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 5 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 261 dws SO: the, Input: [d]
1 3 4 4 5 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 5 271 dws SO: the, Input: [d]
1 3 4 4 5 272 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 5 274 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 5 275 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 5 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 5 281 dws SO: the, Input: [d]
1 3 4 4 5 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 5 291 dws SO: the, Input: [d]
1 3 4 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 4 6 1 dws SO: the, Input: [d]
1 3 4 4 6 1 1 esm SO: {the,d}, Input: []
1 3 4 4 6 1 2 epm SO: <the,d>, Input: []
1 3 4 4 6 1 3 epm SO: <d,the>, Input: []
1 3 4 4 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 1 dws SO: the, Input: [d]
1 3 4 4 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 6 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 2 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 2 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 2 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 2 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 3 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 1 dws SO: the, Input: [d]
1 3 4 4 6 3 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 11ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 12ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 16ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 19ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 21ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 3 22ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 3 23ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 3 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 3 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 3 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 3 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 3 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 3 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 3 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 3 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 6 3 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 3 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 3 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 3 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 3 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 3 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 3 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 3 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 3 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 3 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 1 dws SO: the, Input: [d]
1 3 4 4 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 6 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 4 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 4 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 4 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 4 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 5 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 1 dws SO: the, Input: [d]
1 3 4 4 6 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 9 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 6 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 1 dws SO: the, Input: [d]
1 3 4 4 6 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 10ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 12ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 13ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 6 14ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 6 15ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 6 6 16ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 6 17ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 6 18ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 6 19ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 6 20ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 6 21ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 6 22ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 6 23ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 6 24ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 6 25ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 1 dws SO: the, Input: [d]
1 3 4 4 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 7 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 1 dws SO: the, Input: [d]
1 3 4 4 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 8 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 8 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 6 8 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 8 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 8 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 8 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 8 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 8 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 8 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 8 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 8 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 8 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 9 ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 1 dws SO: the, Input: [d]
1 3 4 4 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 5 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 6 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 6 101 dws SO: the, Input: [d]
1 3 4 4 6 102 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 103 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 104 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 105 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 106 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 108 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 1010ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 1012ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 1013ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 1014ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 1015ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 6 1016ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 1017ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 1018ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 1019ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 1020ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 1021ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 1022ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 1023ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 1024ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 1025ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 11ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 6 111 dws SO: the, Input: [d]
1 3 4 4 6 112 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 113 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 114 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 115 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 116 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 118 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 1110ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 1112ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 1113ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 6 1114ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 1115ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 6 1116ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 1117ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 1118ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 1119ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 1120ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 1121ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 1122ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 1123ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 1124ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 6 1125ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 12ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 121 dws SO: the, Input: [d]
1 3 4 4 6 13ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 6 131 dws SO: the, Input: [d]
1 3 4 4 6 132 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 6 133 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 6 134 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 6 136 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 6 137 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 6 138 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 6 139 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 6 1310ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 6 1311ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 1312ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 6 1313ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 1314ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 6 1315ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 1316ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 6 1317ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 141 dws SO: the, Input: [d]
1 3 4 4 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 6 151 dws SO: the, Input: [d]
1 3 4 4 6 152 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 6 154 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 6 155 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 6 156 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 6 157 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 6 158 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 6 159 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 1510ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 6 1511ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 1512ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 6 1513ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 6 161 dws SO: the, Input: [d]
1 3 4 4 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 6 171 dws SO: the, Input: [d]
1 3 4 4 6 172 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 6 173 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 6 174 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 6 175 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 6 176 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 6 177 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 178 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 6 179 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 181 dws SO: the, Input: [d]
1 3 4 4 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 6 191 dws SO: the, Input: [d]
1 3 4 4 6 192 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 6 193 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 6 194 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 6 195 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 6 201 dws SO: the, Input: [d]
1 3 4 4 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 6 211 dws SO: the, Input: [d]
1 3 4 4 7 ism SO: {{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 4 7 1 dws SO: the, Input: [d]
1 3 4 4 7 1 1 esm SO: {the,d}, Input: []
1 3 4 4 7 1 2 epm SO: <the,d>, Input: []
1 3 4 4 7 1 3 epm SO: <d,the>, Input: []
1 3 4 4 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 1 dws SO: the, Input: [d]
1 3 4 4 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 5 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 11ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 1 dws SO: the, Input: [d]
1 3 4 4 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 3 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 10ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 1 dws SO: the, Input: [d]
1 3 4 4 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 3 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 1 dws SO: the, Input: [d]
1 3 4 4 7 5 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 11ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 12ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 13ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 15ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 16ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 17ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 18ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 20ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 21ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 22ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 23ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 5 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 5 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 5 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 5 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 5 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 5 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 5 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 5 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 5 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 5 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 5 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 5 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 5 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 5 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 5 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 5 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 5 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 5 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 5 42ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 5 43ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 5 44ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 5 45ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 1 dws SO: the, Input: [d]
1 3 4 4 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 3 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 7 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 1 dws SO: the, Input: [d]
1 3 4 4 7 7 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 9 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 10ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 16ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 19ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 20ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 21ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 7 22ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 7 23ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 7 24ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 7 25ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 7 26ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 7 27ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 7 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 7 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 7 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 7 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 7 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 7 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 7 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 7 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 7 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 7 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 7 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 7 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 7 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 7 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 1 dws SO: the, Input: [d]
1 3 4 4 7 8 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 3 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 10ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 12ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 14ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 15ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 8 16ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 8 17ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 8 18ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 8 19ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 8 20ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 8 21ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 8 22ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 8 23ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 8 24ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 8 25ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 8 26ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 8 27ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 8 28ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 8 29ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 1 dws SO: the, Input: [d]
1 3 4 4 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 7 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 12ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 14ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 101 dws SO: the, Input: [d]
1 3 4 4 7 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 103 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 107 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 109 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1010ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1015ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1016ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1017ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 1018ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 1019ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1020ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1021ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 1022ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1023ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 1024ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1025ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 1026ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1027ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 1028ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1029ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 111 dws SO: the, Input: [d]
1 3 4 4 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 115 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 119 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1111ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 12ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 121 dws SO: the, Input: [d]
1 3 4 4 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 123 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 127 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 129 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1210ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1216ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1217ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 1218ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 1219ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1220ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1221ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 1222ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1223ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 1224ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1225ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 1226ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1227ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 1228ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1229ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 13ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 7 131 dws SO: the, Input: [d]
1 3 4 4 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 133 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 137 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 139 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1310ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1312ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 14ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 141 dws SO: the, Input: [d]
1 3 4 4 7 142 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 7 144 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 7 145 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 7 15ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 7 151 dws SO: the, Input: [d]
1 3 4 4 7 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 161 dws SO: the, Input: [d]
1 3 4 4 7 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 7 171 dws SO: the, Input: [d]
1 3 4 4 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 7 173 ism SO: {{book,{n!case,{book,n!case}}},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 7 174 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 7 176 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 7 178 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 7 1710ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 7 1711ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 1712ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 7 1713ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 1714ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 7 1715ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 1716ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 7 1717ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 7 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 181 dws SO: the, Input: [d]
1 3 4 4 7 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 7 191 dws SO: the, Input: [d]
1 3 4 4 7 192 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 7 194 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 7 196 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 7 198 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 7 199 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 1910ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 7 1911ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 1912ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 7 1913ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 7 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 7 201 dws SO: the, Input: [d]
1 3 4 4 7 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 7 211 dws SO: the, Input: [d]
1 3 4 4 7 212 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 7 214 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 7 216 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 7 217 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 218 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 7 219 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 7 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 221 dws SO: the, Input: [d]
1 3 4 4 7 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 7 231 dws SO: the, Input: [d]
1 3 4 4 7 232 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 7 234 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 7 235 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 7 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 7 241 dws SO: the, Input: [d]
1 3 4 4 7 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 7 251 dws SO: the, Input: [d]
1 3 4 4 8 ism SO: {book,{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 4 8 1 dws SO: the, Input: [d]
1 3 4 4 8 1 1 esm SO: {the,d}, Input: []
1 3 4 4 8 1 2 epm SO: <the,d>, Input: []
1 3 4 4 8 1 3 epm SO: <d,the>, Input: []
1 3 4 4 8 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 1 dws SO: the, Input: [d]
1 3 4 4 8 2 2 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 4 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 8 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 10ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 12ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 13ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 2 14ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 2 15ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 8 2 16ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 2 17ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 2 18ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 2 19ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 2 20ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 2 21ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 2 22ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 2 23ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 2 24ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 2 25ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 3 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 1 dws SO: the, Input: [d]
1 3 4 4 8 3 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 11ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 12ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 16ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 19ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 21ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 3 22ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 3 23ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 3 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 3 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 3 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 3 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 3 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 3 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 3 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 3 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 8 3 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 3 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 3 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 3 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 3 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 3 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 3 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 3 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 3 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 3 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 1 dws SO: the, Input: [d]
1 3 4 4 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 10ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 12ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 4 14ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 4 15ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 8 4 16ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 4 17ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 4 18ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 4 19ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 4 20ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 4 21ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 4 22ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 4 23ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 4 24ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 4 25ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 5 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 1 dws SO: the, Input: [d]
1 3 4 4 8 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 9 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 8 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 1 dws SO: the, Input: [d]
1 3 4 4 8 6 2 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 4 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 8 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 10ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 12ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 13ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 6 14ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 6 15ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 8 6 16ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 6 17ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 6 18ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 6 19ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 6 20ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 6 21ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 6 22ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 6 23ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 6 24ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 6 25ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 7 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 1 dws SO: the, Input: [d]
1 3 4 4 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 7 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 12ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 1 dws SO: the, Input: [d]
1 3 4 4 8 8 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 4 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 8 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 10ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 12ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 13ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 8 14ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 8 15ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 8 8 16ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 8 17ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 8 18ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 8 19ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 8 20ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 8 21ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 8 22ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 8 23ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 8 24ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 8 25ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 9 ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 1 dws SO: the, Input: [d]
1 3 4 4 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 5 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 12ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 10ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 8 101 dws SO: the, Input: [d]
1 3 4 4 8 102 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 103 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 104 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 105 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 106 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 108 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 1010ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 1012ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 1013ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 1014ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 1015ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 8 1016ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 1017ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 1018ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 1019ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 1020ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 1021ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 1022ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 1023ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 1024ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 1025ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 11ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 8 111 dws SO: the, Input: [d]
1 3 4 4 8 112 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 113 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 114 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 115 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 116 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 118 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 1110ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 1112ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 1113ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 8 1114ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 1115ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 8 1116ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 1117ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 1118ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 1119ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 1120ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 1121ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 1122ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 1123ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 1124ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 8 1125ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 12ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 8 121 dws SO: the, Input: [d]
1 3 4 4 8 13ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 8 131 dws SO: the, Input: [d]
1 3 4 4 8 132 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 8 133 ism SO: {{book,{n!case,{book,n!case}}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 8 134 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 8 135 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 8 136 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 8 137 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 8 138 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 8 139 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 8 1310ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 8 1311ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 1312ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 8 1313ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 1314ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 8 1315ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 1316ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 8 1317ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 8 14ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 141 dws SO: the, Input: [d]
1 3 4 4 8 15ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 8 151 dws SO: the, Input: [d]
1 3 4 4 8 152 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 8 153 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 8 154 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 8 155 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 8 156 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 8 157 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 8 158 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 8 159 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 1510ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 8 1511ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 1512ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 8 1513ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 8 16ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 8 161 dws SO: the, Input: [d]
1 3 4 4 8 17ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 8 171 dws SO: the, Input: [d]
1 3 4 4 8 172 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 8 173 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 8 174 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 8 175 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 8 176 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 8 177 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 178 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 8 179 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 8 18ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 181 dws SO: the, Input: [d]
1 3 4 4 8 19ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 8 191 dws SO: the, Input: [d]
1 3 4 4 8 192 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 8 193 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 8 194 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 8 195 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 8 20ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 8 201 dws SO: the, Input: [d]
1 3 4 4 8 21ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 8 211 dws SO: the, Input: [d]
1 3 4 4 9 ism SO: {n!case,{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 4 9 1 dws SO: the, Input: [d]
1 3 4 4 9 1 1 esm SO: {the,d}, Input: []
1 3 4 4 9 1 2 epm SO: <the,d>, Input: []
1 3 4 4 9 1 3 epm SO: <d,the>, Input: []
1 3 4 4 9 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 1 dws SO: the, Input: [d]
1 3 4 4 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 9 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 2 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 2 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 2 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 2 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 3 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 1 dws SO: the, Input: [d]
1 3 4 4 9 3 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 11ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 12ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 16ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 19ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 21ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 3 22ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 3 23ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 3 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 3 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 3 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 3 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 3 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 3 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 3 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 3 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 9 3 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 3 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 3 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 3 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 3 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 3 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 3 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 3 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 3 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 3 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 1 dws SO: the, Input: [d]
1 3 4 4 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 9 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 4 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 4 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 4 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 4 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 5 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 1 dws SO: the, Input: [d]
1 3 4 4 9 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 9 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 9 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 1 dws SO: the, Input: [d]
1 3 4 4 9 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 10ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 12ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 13ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 6 14ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 6 15ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 9 6 16ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 6 17ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 6 18ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 6 19ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 6 20ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 6 21ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 6 22ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 6 23ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 6 24ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 6 25ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 1 dws SO: the, Input: [d]
1 3 4 4 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 7 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 1 dws SO: the, Input: [d]
1 3 4 4 9 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 8 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 8 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 9 8 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 8 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 8 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 8 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 8 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 8 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 8 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 8 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 8 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 8 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 9 ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 1 dws SO: the, Input: [d]
1 3 4 4 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 5 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 9 101 dws SO: the, Input: [d]
1 3 4 4 9 102 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 103 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 104 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 105 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 106 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 108 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 1010ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 1012ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 1013ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 1014ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 1015ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 9 1016ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 1017ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 1018ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 1019ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 1020ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 1021ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 1022ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 1023ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 1024ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 1025ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 11ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 4 9 111 dws SO: the, Input: [d]
1 3 4 4 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 113 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 115 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 118 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 1110ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 1112ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 4 9 1114ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 1115ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 4 9 1116ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 1117ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 1118ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 1119ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 1120ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 1121ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 1122ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 1123ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 1124ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 4 9 1125ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 12ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 121 dws SO: the, Input: [d]
1 3 4 4 9 13ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 4 9 131 dws SO: the, Input: [d]
1 3 4 4 9 132 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 9 133 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 9 134 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 9 136 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 9 138 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 9 139 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 4 9 1310ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 9 1311ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 1312ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 9 1313ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 1314ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 9 1315ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 1316ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 4 9 1317ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 4 9 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 141 dws SO: the, Input: [d]
1 3 4 4 9 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 9 151 dws SO: the, Input: [d]
1 3 4 4 9 152 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 9 154 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 9 156 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 9 157 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 9 158 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 9 159 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 1510ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 9 1511ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 1512ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 9 1513ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 9 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 9 161 dws SO: the, Input: [d]
1 3 4 4 9 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 9 171 dws SO: the, Input: [d]
1 3 4 4 9 172 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 9 174 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 9 175 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 9 176 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 9 177 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 178 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 9 179 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 9 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 181 dws SO: the, Input: [d]
1 3 4 4 9 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 9 191 dws SO: the, Input: [d]
1 3 4 4 9 192 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 9 193 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 9 194 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 9 195 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 9 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 4 9 201 dws SO: the, Input: [d]
1 3 4 4 9 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 4 9 211 dws SO: the, Input: [d]
1 3 4 4 10ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 4 101 dws SO: the, Input: [d]
1 3 4 4 101 1 esm SO: {the,d}, Input: []
1 3 4 4 101 2 epm SO: <the,d>, Input: []
1 3 4 4 101 3 epm SO: <d,the>, Input: []
1 3 4 4 11ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 4 111 dws SO: the, Input: [d]
1 3 4 4 111 1 esm SO: {the,d}, Input: []
1 3 4 4 111 2 epm SO: <the,d>, Input: []
1 3 4 4 111 3 epm SO: <d,the>, Input: []
1 3 4 4 112 ism SO: {book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 112 1 dws SO: the, Input: [d]
1 3 4 4 112 2 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 112 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 112 4 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 112 5 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 112 6 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 112 7 ism SO: {{book,n!case},{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 112 8 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 112 9 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 112 10ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 112 11ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 4 112 12ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 112 13ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 112 14ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 112 15ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 112 16ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 112 17ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 113 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 113 1 dws SO: the, Input: [d]
1 3 4 4 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 5 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 7 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 8 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 12ism SO: {book,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 113 14ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 113 15ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 113 16ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 113 17ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 113 18ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 113 19ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 4 113 20ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 113 21ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 113 22ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 113 23ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 113 24ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 113 25ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 114 ism SO: {n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 114 1 dws SO: the, Input: [d]
1 3 4 4 114 2 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 114 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 114 4 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 114 6 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 114 7 ism SO: {{book,n!case},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 114 8 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 114 9 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 114 10ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 114 11ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 4 114 12ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 114 13ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 114 14ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 114 15ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 114 16ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 114 17ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 115 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 115 1 dws SO: the, Input: [d]
1 3 4 4 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 115 3 ism SO: {book,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 115 5 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 115 6 ism SO: {book,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 115 8 ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 115 10ism SO: {book,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 115 11ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 115 12ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 115 13ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 115 14ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 115 15ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 4 115 16ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 115 17ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 115 18ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 115 19ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 115 20ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 115 21ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 116 ism SO: {book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 116 1 dws SO: the, Input: [d]
1 3 4 4 116 2 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 116 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 116 4 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 116 5 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 116 6 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 116 7 ism SO: {{book,n!case},{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 116 8 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 116 9 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 116 10ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 116 11ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 4 116 12ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 116 13ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 116 14ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 116 15ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 116 16ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 116 17ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 117 ism SO: {n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 4 117 1 dws SO: the, Input: [d]
1 3 4 4 117 2 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 117 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 117 4 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 117 6 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 117 8 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 117 9 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 4 117 10ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 117 11ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 4 117 12ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 117 13ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 117 14ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 117 15ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 117 16ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 4 117 17ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 4 118 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 118 1 dws SO: the, Input: [d]
1 3 4 4 119 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 119 1 dws SO: the, Input: [d]
1 3 4 4 119 2 ism SO: {n!case,<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 119 3 ism SO: {{book,n!case},<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 119 4 ism SO: {book,<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 119 5 ism SO: {n!case,<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 119 6 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 119 7 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 119 8 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 119 9 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 1110ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 11101 dws SO: the, Input: [d]
1 3 4 4 1111ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 11111 dws SO: the, Input: [d]
1 3 4 4 11112 ism SO: {book,<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 4 11113 ism SO: {n!case,<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 4 11114 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 11115 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 1112ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 4 11121 dws SO: the, Input: [d]
1 3 4 4 1113ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 4 11131 dws SO: the, Input: [d]
1 3 4 4 12ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 4 121 dws SO: the, Input: [d]
1 3 4 4 121 1 esm SO: {the,d}, Input: []
1 3 4 4 121 2 epm SO: <the,d>, Input: []
1 3 4 4 121 3 epm SO: <d,the>, Input: []
1 3 4 4 13ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 4 131 dws SO: the, Input: [d]
1 3 4 4 131 1 esm SO: {the,d}, Input: []
1 3 4 4 131 2 epm SO: <the,d>, Input: []
1 3 4 4 131 3 epm SO: <d,the>, Input: []
1 3 4 4 132 ism SO: {n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 132 1 dws SO: the, Input: [d]
1 3 4 4 132 2 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 132 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 132 4 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 132 5 ism SO: {{book,n!case},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 132 6 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 132 7 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 132 8 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 4 132 9 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 4 132 10ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 4 132 11ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 132 12ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 4 132 13ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 4 133 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 133 1 dws SO: the, Input: [d]
1 3 4 4 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 133 3 ism SO: {book,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 133 5 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 133 6 ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 133 8 ism SO: {book,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 133 10ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 133 11ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 4 133 12ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 4 133 13ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 4 133 14ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 4 133 15ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 133 16ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 4 133 17ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 4 134 ism SO: {book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 134 1 dws SO: the, Input: [d]
1 3 4 4 134 2 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 134 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 134 4 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 134 5 ism SO: {{book,n!case},{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 134 6 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 134 7 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 134 8 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 4 134 9 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 4 134 10ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 4 134 11ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 134 12ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 4 134 13ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 4 135 ism SO: {n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 4 135 1 dws SO: the, Input: [d]
1 3 4 4 135 2 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 135 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 135 4 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 135 6 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 135 7 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 4 135 8 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 4 135 9 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 4 135 10ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 4 135 11ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 4 135 12ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 4 135 13ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 4 136 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 136 1 dws SO: the, Input: [d]
1 3 4 4 137 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 4 137 1 dws SO: the, Input: [d]
1 3 4 4 137 2 ism SO: {book,<<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 4 137 3 ism SO: {n!case,<<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 4 137 4 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 137 5 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 138 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 4 138 1 dws SO: the, Input: [d]
1 3 4 4 139 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 4 139 1 dws SO: the, Input: [d]
1 3 4 4 14ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 4 141 dws SO: the, Input: [d]
1 3 4 4 141 1 esm SO: {the,d}, Input: []
1 3 4 4 141 2 epm SO: <the,d>, Input: []
1 3 4 4 141 3 epm SO: <d,the>, Input: []
1 3 4 4 15ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 4 151 dws SO: the, Input: [d]
1 3 4 4 151 1 esm SO: {the,d}, Input: []
1 3 4 4 151 2 epm SO: <the,d>, Input: []
1 3 4 4 151 3 epm SO: <d,the>, Input: []
1 3 4 4 152 ism SO: {book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 152 1 dws SO: the, Input: [d]
1 3 4 4 152 2 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 4 152 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 4 152 4 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 4 152 5 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 4 152 6 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 4 152 7 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 4 152 8 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 4 152 9 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 4 153 ism SO: {n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 4 153 1 dws SO: the, Input: [d]
1 3 4 4 153 2 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 4 153 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 4 153 4 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 4 153 5 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 4 153 6 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 4 153 7 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 4 153 8 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 4 153 9 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 4 154 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 4 154 1 dws SO: the, Input: [d]
1 3 4 4 155 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 4 155 1 dws SO: the, Input: [d]
1 3 4 4 16ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 4 161 dws SO: the, Input: [d]
1 3 4 4 161 1 esm SO: {the,d}, Input: []
1 3 4 4 161 2 epm SO: <the,d>, Input: []
1 3 4 4 161 3 epm SO: <d,the>, Input: []
1 3 4 4 17ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 4 171 dws SO: the, Input: [d]
1 3 4 4 171 1 esm SO: {the,d}, Input: []
1 3 4 4 171 2 epm SO: <the,d>, Input: []
1 3 4 4 171 3 epm SO: <d,the>, Input: []
1 3 4 5 ism SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 4 5 1 dws SO: the, Input: [d]
1 3 4 5 1 1 esm SO: {the,d}, Input: []
1 3 4 5 1 1 1 uws SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 5 1 2 epm SO: <the,d>, Input: []
1 3 4 5 1 2 1 uws SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 5 1 3 epm SO: <d,the>, Input: []
1 3 4 5 1 3 1 uws SO: {{book,n!case},{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 5 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 5 2 1 dws SO: the, Input: [d]
1 3 4 5 2 1 1 esm SO: {the,d}, Input: []
1 3 4 5 2 1 2 epm SO: <the,d>, Input: []
1 3 4 5 2 1 3 epm SO: <d,the>, Input: []
1 3 4 5 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 1 dws SO: the, Input: [d]
1 3 4 5 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 1 dws SO: the, Input: [d]
1 3 4 5 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 11ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 1 dws SO: the, Input: [d]
1 3 4 5 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 1 dws SO: the, Input: [d]
1 3 4 5 2 5 2 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 4 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 5 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 6 ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 7 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 9 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 10ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 11ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 12ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 13ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 14ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 15ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 16ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 17ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 18ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 19ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 20ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 21ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 22ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 24ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 25ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 26ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 27ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 5 28ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 5 29ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 5 30ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 5 31ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 5 32ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 5 33ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 5 34ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 5 35ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 5 36ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 5 37ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 5 38ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 5 39ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 5 40ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 5 41ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 5 42ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 5 43ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 5 44ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 5 45ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 5 46ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 5 47ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 5 48ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 5 49ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 5 50ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 5 51ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 5 52ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 5 53ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 1 dws SO: the, Input: [d]
1 3 4 5 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 1 dws SO: the, Input: [d]
1 3 4 5 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 11ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 1 dws SO: the, Input: [d]
1 3 4 5 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 1 dws SO: the, Input: [d]
1 3 4 5 2 9 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 9 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 10ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 13ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 15ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 18ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 22ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 9 24ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 9 25ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 9 26ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 9 27ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 9 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 9 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 9 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 9 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 9 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 9 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 9 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 9 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 9 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 9 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 9 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 9 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 9 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 9 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 9 42ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 9 43ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 9 44ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 9 45ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 101 dws SO: the, Input: [d]
1 3 4 5 2 102 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 103 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 104 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 105 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 106 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 107 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 108 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 109 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1010ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1011ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1012ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1013ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1014ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1015ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1016ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1017ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1018ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1019ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 1020ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1021ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1022ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1023ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 1024ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1025ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1026ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1027ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 1028ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1029ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 1030ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1031ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1032ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1033ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 111 dws SO: the, Input: [d]
1 3 4 5 2 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 117 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1111ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1113ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1114ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1116ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 121 dws SO: the, Input: [d]
1 3 4 5 2 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 123 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 127 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1212ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1217ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1218ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1219ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 131 dws SO: the, Input: [d]
1 3 4 5 2 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 135 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 139 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1314ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 141 dws SO: the, Input: [d]
1 3 4 5 2 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 143 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 147 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1411ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1412ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 15ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 2 151 dws SO: the, Input: [d]
1 3 4 5 2 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 153 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 157 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1512ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1514ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 2 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 2 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 2 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 16ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 161 dws SO: the, Input: [d]
1 3 4 5 2 162 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 2 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 2 164 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 2 165 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 2 17ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 2 171 dws SO: the, Input: [d]
1 3 4 5 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 181 dws SO: the, Input: [d]
1 3 4 5 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 2 191 dws SO: the, Input: [d]
1 3 4 5 2 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 2 193 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 2 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 2 195 ism SO: {{book,{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 2 196 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 2 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 2 198 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 2 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 2 1910ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 2 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 2 1912ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1913ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 2 1914ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 2 1915ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 1916ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 2 1917ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 1918ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 2 1919ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 1920ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 2 1921ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 201 dws SO: the, Input: [d]
1 3 4 5 2 202 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 2 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 2 204 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 2 205 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 2 211 dws SO: the, Input: [d]
1 3 4 5 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 221 dws SO: the, Input: [d]
1 3 4 5 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 2 231 dws SO: the, Input: [d]
1 3 4 5 2 232 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 2 233 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 2 234 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 2 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 2 236 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 2 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 2 238 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 2 239 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 2310ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 2 2311ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 2312ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 2 2313ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 2 241 dws SO: the, Input: [d]
1 3 4 5 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 2 251 dws SO: the, Input: [d]
1 3 4 5 2 252 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 2 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 2 254 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 2 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 2 256 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 2 257 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 258 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 2 259 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 261 dws SO: the, Input: [d]
1 3 4 5 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 2 271 dws SO: the, Input: [d]
1 3 4 5 2 272 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 2 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 2 274 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 2 275 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 2 281 dws SO: the, Input: [d]
1 3 4 5 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 2 291 dws SO: the, Input: [d]
1 3 4 5 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 5 3 1 dws SO: the, Input: [d]
1 3 4 5 3 1 1 esm SO: {the,d}, Input: []
1 3 4 5 3 1 2 epm SO: <the,d>, Input: []
1 3 4 5 3 1 3 epm SO: <d,the>, Input: []
1 3 4 5 3 2 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 1 dws SO: the, Input: [d]
1 3 4 5 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 10ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 12ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 14ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 2 16ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 2 17ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 2 18ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 2 19ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 2 20ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 2 21ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 2 22ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 2 23ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 2 24ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 2 25ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 2 26ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 2 27ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 2 28ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 2 29ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 3 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 1 dws SO: the, Input: [d]
1 3 4 5 3 3 2 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 4 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 5 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 6 ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 7 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 9 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 11ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 12ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 13ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 14ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 15ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 17ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 18ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 19ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 20ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 22ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 24ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 25ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 3 26ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 3 27ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 3 28ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 3 29ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 3 30ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 3 31ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 3 32ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 3 33ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 3 34ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 3 35ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 3 36ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 3 37ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 3 38ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 3 39ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 3 40ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 3 41ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 3 42ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 3 43ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 3 44ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 3 45ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 3 46ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 3 47ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 3 48ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 3 49ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 1 dws SO: the, Input: [d]
1 3 4 5 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 5 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 11ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 5 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 1 dws SO: the, Input: [d]
1 3 4 5 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 10ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 12ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 14ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 5 16ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 5 17ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 5 18ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 5 19ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 5 20ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 5 21ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 5 22ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 5 23ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 5 24ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 5 25ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 5 26ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 5 27ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 5 28ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 5 29ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 1 dws SO: the, Input: [d]
1 3 4 5 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 14ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 6 16ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 6 17ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 6 26ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 6 27ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 6 28ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 6 29ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 1 dws SO: the, Input: [d]
1 3 4 5 3 7 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 9 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 12ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 13ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 16ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 19ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 20ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 21ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 7 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 7 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 7 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 7 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 7 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 7 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 7 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 7 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 7 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 7 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 7 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 7 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 7 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 7 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 7 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 7 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 7 38ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 7 39ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 7 40ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 7 41ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 8 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 1 dws SO: the, Input: [d]
1 3 4 5 3 8 2 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 4 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 7 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 10ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 12ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 14ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 8 16ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 8 17ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 8 18ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 8 19ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 8 20ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 8 21ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 8 22ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 8 23ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 8 24ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 8 25ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 8 26ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 8 27ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 8 28ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 8 29ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 9 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 1 dws SO: the, Input: [d]
1 3 4 5 3 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 7 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 11ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 14ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 18ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 9 20ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 9 21ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 9 22ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 9 23ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 9 24ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 9 25ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 9 26ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 9 27ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 9 28ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 9 29ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 9 30ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 9 31ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 9 32ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 9 33ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 9 34ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 9 35ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 9 36ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 9 37ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 10ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 101 dws SO: the, Input: [d]
1 3 4 5 3 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 103 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 104 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 105 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 107 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 109 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1010ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1011ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1013ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1014ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1015ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1016ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 1017ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 1018ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1019ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 1020ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1021ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1022ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 1023ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 1024ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1025ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 1026ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 1027ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1028ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1029ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 11ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 111 dws SO: the, Input: [d]
1 3 4 5 3 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 115 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 117 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1111ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1112ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1114ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 12ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 121 dws SO: the, Input: [d]
1 3 4 5 3 122 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 123 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 124 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 125 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 127 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 128 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 129 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1210ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1211ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1212ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1214ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1215ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1216ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1217ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 1218ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1219ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 1220ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1221ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1222ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 1223ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 1224ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1225ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 1226ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 1227ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1228ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1229ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 13ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 3 131 dws SO: the, Input: [d]
1 3 4 5 3 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 133 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 134 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 135 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 137 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 139 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1310ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1311ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1312ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1314ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 3 1316ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 1317ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 3 1318ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1319ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 1320ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1321ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1322ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 1323ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 1324ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1325ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 1326ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 1327ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1328ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 3 1329ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 14ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 3 141 dws SO: the, Input: [d]
1 3 4 5 3 15ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 3 151 dws SO: the, Input: [d]
1 3 4 5 3 152 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 3 153 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 3 154 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 3 155 ism SO: {{book,{n!case,{book,n!case}}},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 3 156 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 3 157 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 3 158 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 3 159 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 3 1510ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 3 1511ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 3 1512ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1513ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 3 1514ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 3 1515ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 1516ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 3 1517ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 1518ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 3 1519ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1520ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 3 1521ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 3 16ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 161 dws SO: the, Input: [d]
1 3 4 5 3 162 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 3 163 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 3 164 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 3 165 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 3 17ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 3 171 dws SO: the, Input: [d]
1 3 4 5 3 18ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 181 dws SO: the, Input: [d]
1 3 4 5 3 19ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 3 191 dws SO: the, Input: [d]
1 3 4 5 3 192 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 3 193 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 3 194 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 3 195 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 3 196 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 3 197 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 3 198 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 3 199 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 1910ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 3 1911ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 1912ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 3 1913ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 3 20ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 3 201 dws SO: the, Input: [d]
1 3 4 5 3 21ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 3 211 dws SO: the, Input: [d]
1 3 4 5 3 212 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 3 213 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 3 214 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 3 215 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 3 216 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 3 217 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 218 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 3 219 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 3 22ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 221 dws SO: the, Input: [d]
1 3 4 5 3 23ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 3 231 dws SO: the, Input: [d]
1 3 4 5 3 232 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 3 233 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 3 234 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 3 235 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 3 24ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 3 241 dws SO: the, Input: [d]
1 3 4 5 3 25ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 3 251 dws SO: the, Input: [d]
1 3 4 5 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 5 4 1 dws SO: the, Input: [d]
1 3 4 5 4 1 1 esm SO: {the,d}, Input: []
1 3 4 5 4 1 2 epm SO: <the,d>, Input: []
1 3 4 5 4 1 3 epm SO: <d,the>, Input: []
1 3 4 5 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 1 dws SO: the, Input: [d]
1 3 4 5 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 3 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 1 dws SO: the, Input: [d]
1 3 4 5 4 3 2 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 4 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 5 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 6 ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 7 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 9 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 11ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 12ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 13ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 14ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 15ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 17ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 18ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 19ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 20ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 22ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 24ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 25ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 3 26ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 3 27ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 3 28ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 3 29ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 3 30ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 3 31ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 3 32ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 3 33ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 3 34ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 3 35ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 3 36ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 3 37ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 3 38ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 3 39ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 3 40ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 3 41ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 3 42ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 3 43ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 3 44ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 3 45ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 3 46ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 3 47ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 3 48ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 3 49ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 1 dws SO: the, Input: [d]
1 3 4 5 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 5 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 11ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 12ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 1 dws SO: the, Input: [d]
1 3 4 5 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 5 16ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 5 17ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 5 26ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 5 27ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 5 28ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 5 29ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 1 dws SO: the, Input: [d]
1 3 4 5 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 1 dws SO: the, Input: [d]
1 3 4 5 4 7 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 9 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 12ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 13ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 16ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 19ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 20ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 21ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 7 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 7 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 7 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 7 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 7 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 7 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 7 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 7 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 7 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 7 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 7 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 7 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 7 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 7 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 7 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 7 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 7 38ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 7 39ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 7 40ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 7 41ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 1 dws SO: the, Input: [d]
1 3 4 5 4 8 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 12ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 8 16ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 8 17ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 8 18ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 8 19ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 8 20ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 8 21ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 8 22ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 8 23ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 8 24ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 8 25ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 8 26ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 8 27ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 8 28ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 8 29ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 1 dws SO: the, Input: [d]
1 3 4 5 4 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 7 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 14ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 10ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 101 dws SO: the, Input: [d]
1 3 4 5 4 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 103 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 105 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 109 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1010ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1013ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1015ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1016ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1017ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 1018ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1019ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 1020ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1021ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1022ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1023ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 1024ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1025ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 1026ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1027ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1028ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1029ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 11ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 111 dws SO: the, Input: [d]
1 3 4 5 4 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 115 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 117 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1111ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1112ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1114ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 12ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 121 dws SO: the, Input: [d]
1 3 4 5 4 122 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 123 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 125 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 127 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 129 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1210ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1214ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1216ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1217ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 1218ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1219ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 1220ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1221ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1222ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1223ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 1224ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1225ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 1226ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1227ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1228ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1229ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 13ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 4 131 dws SO: the, Input: [d]
1 3 4 5 4 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 133 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 135 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 139 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1310ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1312ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 4 1316ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1317ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 4 1318ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1319ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 1320ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1321ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1322ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1323ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 1324ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1325ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 1326ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 1327ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1328ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 4 1329ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 14ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 141 dws SO: the, Input: [d]
1 3 4 5 4 15ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 4 151 dws SO: the, Input: [d]
1 3 4 5 4 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 4 153 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 4 154 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 4 155 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 4 156 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 4 157 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 4 158 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 4 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 4 1510ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 4 1511ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 4 1512ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1513ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 4 1514ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 4 1515ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 1516ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 4 1517ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 1518ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 4 1519ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1520ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 4 1521ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 4 16ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 161 dws SO: the, Input: [d]
1 3 4 5 4 162 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 4 163 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 4 164 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 4 165 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 4 17ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 4 171 dws SO: the, Input: [d]
1 3 4 5 4 18ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 181 dws SO: the, Input: [d]
1 3 4 5 4 19ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 4 191 dws SO: the, Input: [d]
1 3 4 5 4 192 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 4 193 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 4 194 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 4 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 4 196 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 4 197 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 4 198 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 4 199 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 1910ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 4 1911ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 1912ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 4 1913ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 4 20ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 4 201 dws SO: the, Input: [d]
1 3 4 5 4 21ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 4 211 dws SO: the, Input: [d]
1 3 4 5 4 212 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 4 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 4 214 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 4 215 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 4 216 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 4 217 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 218 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 4 219 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 4 22ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 221 dws SO: the, Input: [d]
1 3 4 5 4 23ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 4 231 dws SO: the, Input: [d]
1 3 4 5 4 232 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 4 233 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 4 234 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 4 235 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 4 24ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 4 241 dws SO: the, Input: [d]
1 3 4 5 4 25ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 4 251 dws SO: the, Input: [d]
1 3 4 5 5 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 5 5 1 dws SO: the, Input: [d]
1 3 4 5 5 1 1 esm SO: {the,d}, Input: []
1 3 4 5 5 1 2 epm SO: <the,d>, Input: []
1 3 4 5 5 1 3 epm SO: <d,the>, Input: []
1 3 4 5 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 1 dws SO: the, Input: [d]
1 3 4 5 5 2 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 9 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 10ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 15ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 17ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 18ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 19ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 21ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 22ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 23ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 24ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 25ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 26ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 27ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 2 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 2 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 2 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 2 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 2 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 2 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 2 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 2 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 2 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 2 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 2 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 2 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 2 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 2 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 2 42ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 2 43ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 2 44ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 2 45ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 2 46ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 2 47ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 2 48ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 2 49ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 2 50ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 2 51ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 2 52ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 2 53ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 1 dws SO: the, Input: [d]
1 3 4 5 5 3 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 3 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 12ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 13ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 14ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 15ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 16ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 17ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 18ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 19ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 20ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 21ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 3 22ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 3 23ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 3 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 3 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 3 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 3 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 3 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 3 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 3 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 3 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 3 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 3 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 3 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 3 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 3 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 3 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 3 38ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 3 39ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 3 40ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 3 41ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 1 dws SO: the, Input: [d]
1 3 4 5 5 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 5 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 7 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 8 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 9 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 13ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 15ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 17ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 18ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 19ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 20ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 22ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 24ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 25ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 4 26ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 4 27ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 4 28ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 4 29ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 4 30ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 4 31ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 4 32ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 4 33ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 4 34ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 4 35ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 4 36ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 4 37ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 4 38ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 4 39ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 4 40ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 4 41ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 4 42ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 4 43ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 4 44ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 4 45ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 4 46ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 4 47ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 4 48ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 4 49ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 1 dws SO: the, Input: [d]
1 3 4 5 5 5 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 3 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 12ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 13ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 14ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 15ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 16ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 17ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 18ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 19ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 20ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 21ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 5 22ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 5 23ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 5 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 5 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 5 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 5 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 5 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 5 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 5 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 5 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 5 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 5 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 5 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 5 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 5 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 5 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 5 38ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 5 39ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 5 40ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 5 41ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 1 dws SO: the, Input: [d]
1 3 4 5 5 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 3 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 4 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 5 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 6 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 7 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 9 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 11ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 12ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 13ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 14ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 15ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 16ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 17ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 18ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 20ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 21ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 22ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 23ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 6 24ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 6 25ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 6 26ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 6 27ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 6 28ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 6 29ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 6 30ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 6 31ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 6 32ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 6 33ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 6 34ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 6 35ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 6 36ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 6 37ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 6 38ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 6 39ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 6 40ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 6 41ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 6 42ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 6 43ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 6 44ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 6 45ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 1 dws SO: the, Input: [d]
1 3 4 5 5 7 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 3 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 12ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 13ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 14ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 15ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 16ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 17ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 18ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 19ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 20ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 21ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 7 22ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 7 23ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 7 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 7 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 7 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 7 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 7 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 7 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 7 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 7 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 7 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 7 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 7 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 7 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 7 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 7 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 7 38ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 7 39ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 7 40ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 7 41ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 1 dws SO: the, Input: [d]
1 3 4 5 5 8 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 3 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 12ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 13ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 14ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 15ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 16ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 17ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 18ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 19ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 20ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 21ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 8 22ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 8 23ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 8 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 8 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 8 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 8 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 8 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 8 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 8 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 8 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 8 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 8 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 8 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 8 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 8 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 8 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 8 38ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 8 39ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 8 40ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 8 41ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 1 dws SO: the, Input: [d]
1 3 4 5 5 9 2 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 3 ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 4 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 5 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 6 ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 7 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 9 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 10ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 11ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 12ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 13ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 14ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 15ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 17ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 18ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 19ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 20ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 21ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 22ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 23ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 24ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 25ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 26ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 28ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 29ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 30ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 31ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 9 32ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 9 33ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 9 34ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 9 35ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 9 36ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 9 37ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 9 38ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 9 39ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 9 40ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 9 41ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 9 42ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 9 43ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 9 44ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 9 45ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 9 46ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 9 47ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 9 48ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 9 49ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 9 50ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 9 51ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 9 52ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 9 53ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 9 54ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 9 55ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 9 56ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 9 57ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 9 58ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 9 59ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 9 60ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 9 61ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 10ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 101 dws SO: the, Input: [d]
1 3 4 5 5 102 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 103 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 104 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 105 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 106 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 107 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 108 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 109 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1010ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1011ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1012ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1013ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1014ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1015ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1016ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1017ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1018ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1019ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1020ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1021ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1022ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1023ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1024ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1025ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1026ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1027ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 1028ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1029ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1030ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1031ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1032ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1033ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1034ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1035ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 1036ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1037ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1038ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1039ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1040ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1041ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1042ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1043ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1044ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1045ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 111 dws SO: the, Input: [d]
1 3 4 5 5 112 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 113 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 114 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 115 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 116 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 117 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 118 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 119 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1110ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1111ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1112ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1113ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1114ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1115ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1116ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1117ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1118ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1119ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1120ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1121ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1122ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1123ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 1124ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1125ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1126ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1127ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1128ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1129ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1130ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1131ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 1132ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1133ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1134ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1135ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1136ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1137ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1138ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1139ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1140ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1141ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 121 dws SO: the, Input: [d]
1 3 4 5 5 122 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 123 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 124 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 125 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 126 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 127 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 128 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 129 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1210ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1211ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1212ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1213ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1214ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1215ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1216ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1217ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1218ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1219ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1220ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1221ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1222ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1223ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 1224ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1225ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1226ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1227ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1228ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1229ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1230ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1231ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 1232ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1233ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1234ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1235ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1236ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1237ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1238ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1239ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1240ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1241ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 131 dws SO: the, Input: [d]
1 3 4 5 5 132 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 133 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 134 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 135 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 136 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 137 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 138 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 139 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1310ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1311ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1312ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1313ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1314ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1315ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1316ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1317ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1318ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1319ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1320ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1321ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1322ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1323ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1324ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1325ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1326ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1327ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1328ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1329ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1330ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1331ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1332ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1333ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1334ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1335ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 1336ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1337ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1338ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1339ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1340ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1341ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1342ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1343ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 1344ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1345ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1346ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1347ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1348ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1349ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1350ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1351ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1352ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1353ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 141 dws SO: the, Input: [d]
1 3 4 5 5 142 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 143 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 144 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 145 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 146 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 147 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 148 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 149 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1410ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1411ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1412ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1413ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1414ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1415ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1416ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1417ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1418ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1419ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1420ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1421ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1422ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1423ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 1424ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1425ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1426ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1427ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1428ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1429ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1430ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1431ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 1432ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1433ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1434ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1435ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1436ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1437ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1438ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1439ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1440ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1441ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 151 dws SO: the, Input: [d]
1 3 4 5 5 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 153 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 155 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 156 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 157 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 158 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 159 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1510ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1511ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1512ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1513ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1514ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1515ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1516ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1517ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1518ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1519ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1520ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1522ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1524ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1525ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1526ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1527ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1528ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1529ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1530ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1531ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 1532ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1533ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1534ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1535ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1536ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1537ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1538ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1539ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 1540ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1541ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1542ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1543ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1544ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1545ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1546ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1547ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1548ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1549ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 161 dws SO: the, Input: [d]
1 3 4 5 5 162 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 163 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 164 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 165 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 166 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 167 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 168 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 169 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1610ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1611ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1612ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1613ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1614ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1615ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1616ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1617ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1618ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1619ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1620ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1621ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1622ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1623ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 1624ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1625ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1626ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1627ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1628ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1629ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1630ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1631ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 1632ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1633ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1634ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1635ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1636ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1637ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1638ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1639ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1640ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1641ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 171 dws SO: the, Input: [d]
1 3 4 5 5 172 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 173 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 174 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 175 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 176 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 177 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 178 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 179 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1710ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1711ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1712ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1713ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1714ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1715ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1716ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1717ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1718ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1720ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1721ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1722ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1723ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1724ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1725ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1726ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1727ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 1728ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1729ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1730ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1731ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1732ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1733ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1734ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1735ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 1736ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1737ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1738ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1739ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1740ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1741ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1742ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1743ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1744ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1745ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 181 dws SO: the, Input: [d]
1 3 4 5 5 182 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 183 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 184 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 185 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 186 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 187 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 188 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 189 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1810ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1811ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1812ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1813ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1814ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1815ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1816ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1817ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1818ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1819ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1820ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1821ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1822ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1823ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 1824ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1825ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1826ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1827ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1828ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1829ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1830ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1831ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 1832ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1833ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1834ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1835ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1836ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1837ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1838ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1839ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1840ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1841ipm SO: <{book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 5 191 dws SO: the, Input: [d]
1 3 4 5 5 192 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 193 ism SO: {{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 194 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 195 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 196 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 197 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 198 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 199 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1910ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1911ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1912ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1913ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1914ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1915ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1916ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1917ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1918ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1919ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1920ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1921ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 5 1922ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1923ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 5 1924ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1925ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1926ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1927ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1928ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1929ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1930ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1931ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 1932ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1933ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1934ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1935ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 1936ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1937ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 1938ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 1939ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 1940ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 5 1941ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 201 dws SO: the, Input: [d]
1 3 4 5 5 202 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 203 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 204 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 205 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 206 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 207 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 208 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 5 209 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 2010ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 5 2011ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 2012ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 5 2013ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 5 211 dws SO: the, Input: [d]
1 3 4 5 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 221 dws SO: the, Input: [d]
1 3 4 5 5 222 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 5 223 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 5 224 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 5 225 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 5 226 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 5 227 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 228 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 5 229 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 231 dws SO: the, Input: [d]
1 3 4 5 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 241 dws SO: the, Input: [d]
1 3 4 5 5 242 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 5 243 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 5 244 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 5 245 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 5 251 dws SO: the, Input: [d]
1 3 4 5 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 261 dws SO: the, Input: [d]
1 3 4 5 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 5 271 dws SO: the, Input: [d]
1 3 4 5 5 272 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 5 273 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 5 274 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 5 275 ism SO: {{book,{n!case,{book,n!case}}},<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 5 276 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 5 277 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 5 278 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 5 279 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 5 2710ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 5 2711ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 5 2712ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 2713ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 5 2714ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 5 2715ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 2716ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 5 2717ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 2718ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 5 2719ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 2720ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 5 2721ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 281 dws SO: the, Input: [d]
1 3 4 5 5 282 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 5 283 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 5 284 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 5 285 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 5 291 dws SO: the, Input: [d]
1 3 4 5 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 301 dws SO: the, Input: [d]
1 3 4 5 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 5 311 dws SO: the, Input: [d]
1 3 4 5 5 312 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 313 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 314 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 315 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 316 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 317 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 5 318 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 5 319 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 3110ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 5 3111ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 3112ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 5 3113ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 5 321 dws SO: the, Input: [d]
1 3 4 5 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 5 331 dws SO: the, Input: [d]
1 3 4 5 5 332 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 5 333 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 5 334 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 5 335 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 5 336 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 5 337 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 338 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 5 339 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 341 dws SO: the, Input: [d]
1 3 4 5 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 5 351 dws SO: the, Input: [d]
1 3 4 5 5 352 ism SO: {book,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 5 353 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 5 354 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 5 355 ipm SO: <<{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 5 361 dws SO: the, Input: [d]
1 3 4 5 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 5 371 dws SO: the, Input: [d]
1 3 4 5 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 5 6 1 dws SO: the, Input: [d]
1 3 4 5 6 1 1 esm SO: {the,d}, Input: []
1 3 4 5 6 1 2 epm SO: <the,d>, Input: []
1 3 4 5 6 1 3 epm SO: <d,the>, Input: []
1 3 4 5 6 2 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 1 dws SO: the, Input: [d]
1 3 4 5 6 2 2 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 4 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 7 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 10ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 12ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 14ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 2 16ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 2 17ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 2 18ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 2 19ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 2 20ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 2 21ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 2 22ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 2 23ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 2 24ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 2 25ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 2 26ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 2 27ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 2 28ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 2 29ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 3 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 1 dws SO: the, Input: [d]
1 3 4 5 6 3 2 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 4 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 5 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 6 ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 7 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 9 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 11ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 12ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 13ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 14ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 15ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 17ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 18ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 19ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 20ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 22ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 24ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 25ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 3 26ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 3 27ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 3 28ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 3 29ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 3 30ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 3 31ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 3 32ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 3 33ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 3 34ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 3 35ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 3 36ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 3 37ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 3 38ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 3 39ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 3 40ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 3 41ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 3 42ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 3 43ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 3 44ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 3 45ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 3 46ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 3 47ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 3 48ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 3 49ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 1 dws SO: the, Input: [d]
1 3 4 5 6 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 5 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 11ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 5 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 1 dws SO: the, Input: [d]
1 3 4 5 6 5 2 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 4 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 7 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 10ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 12ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 14ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 5 16ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 5 17ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 5 18ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 5 19ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 5 20ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 5 21ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 5 22ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 5 23ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 5 24ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 5 25ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 5 26ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 5 27ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 5 28ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 5 29ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 1 dws SO: the, Input: [d]
1 3 4 5 6 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 14ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 6 16ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 6 17ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 6 18ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 6 19ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 6 20ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 6 21ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 6 22ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 6 23ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 6 24ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 6 25ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 6 26ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 6 27ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 6 28ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 6 29ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 1 dws SO: the, Input: [d]
1 3 4 5 6 7 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 9 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 12ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 13ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 16ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 19ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 20ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 21ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 7 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 7 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 7 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 7 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 7 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 7 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 7 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 7 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 7 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 7 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 7 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 7 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 7 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 7 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 7 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 7 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 7 38ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 7 39ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 7 40ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 7 41ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 8 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 1 dws SO: the, Input: [d]
1 3 4 5 6 8 2 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 4 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 7 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 10ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 12ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 14ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 8 16ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 8 17ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 8 18ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 8 19ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 8 20ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 8 21ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 8 22ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 8 23ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 8 24ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 8 25ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 8 26ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 8 27ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 8 28ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 8 29ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 9 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 1 dws SO: the, Input: [d]
1 3 4 5 6 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 7 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 11ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 14ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 18ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 9 20ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 9 21ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 9 22ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 9 23ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 9 24ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 9 25ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 9 26ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 9 27ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 9 28ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 9 29ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 9 30ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 9 31ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 9 32ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 9 33ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 9 34ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 9 35ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 9 36ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 9 37ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 10ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 101 dws SO: the, Input: [d]
1 3 4 5 6 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 103 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 104 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 105 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 107 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 109 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1010ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1011ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1013ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1014ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1015ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1016ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 1017ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 1018ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1019ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 1020ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1021ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1022ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 1023ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 1024ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1025ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 1026ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 1027ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1028ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1029ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 11ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 111 dws SO: the, Input: [d]
1 3 4 5 6 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 115 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 117 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1111ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1112ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1114ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 12ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 121 dws SO: the, Input: [d]
1 3 4 5 6 122 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 123 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 124 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 125 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 127 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 128 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 129 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1210ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1211ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1212ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1214ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1215ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1216ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1217ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 1218ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1219ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 1220ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1221ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1222ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 1223ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 1224ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1225ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 1226ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 1227ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1228ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1229ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 13ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 6 131 dws SO: the, Input: [d]
1 3 4 5 6 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 133 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 134 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 135 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 137 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 139 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1310ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1311ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1312ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1314ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 6 1316ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 1317ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 6 1318ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1319ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 1320ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1321ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1322ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 1323ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 1324ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1325ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 1326ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 1327ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1328ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 6 1329ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 14ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 6 141 dws SO: the, Input: [d]
1 3 4 5 6 15ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 6 151 dws SO: the, Input: [d]
1 3 4 5 6 152 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 6 153 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 6 154 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 6 155 ism SO: {{book,{n!case,{book,n!case}}},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 6 156 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 6 157 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 6 158 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 6 159 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 6 1510ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 6 1511ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 6 1512ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1513ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 6 1514ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 6 1515ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 1516ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 6 1517ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 1518ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 6 1519ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1520ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 6 1521ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 6 16ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 161 dws SO: the, Input: [d]
1 3 4 5 6 162 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 6 163 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 6 164 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 6 165 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 6 17ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 6 171 dws SO: the, Input: [d]
1 3 4 5 6 18ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 181 dws SO: the, Input: [d]
1 3 4 5 6 19ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 6 191 dws SO: the, Input: [d]
1 3 4 5 6 192 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 6 193 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 6 194 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 6 195 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 6 196 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 6 197 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 6 198 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 6 199 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 1910ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 6 1911ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 1912ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 6 1913ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 6 20ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 6 201 dws SO: the, Input: [d]
1 3 4 5 6 21ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 6 211 dws SO: the, Input: [d]
1 3 4 5 6 212 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 6 213 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 6 214 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 6 215 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 6 216 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 6 217 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 218 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 6 219 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 6 22ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 221 dws SO: the, Input: [d]
1 3 4 5 6 23ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 6 231 dws SO: the, Input: [d]
1 3 4 5 6 232 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 6 233 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 6 234 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 6 235 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 6 24ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 6 241 dws SO: the, Input: [d]
1 3 4 5 6 25ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 6 251 dws SO: the, Input: [d]
1 3 4 5 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 5 7 1 dws SO: the, Input: [d]
1 3 4 5 7 1 1 esm SO: {the,d}, Input: []
1 3 4 5 7 1 2 epm SO: <the,d>, Input: []
1 3 4 5 7 1 3 epm SO: <d,the>, Input: []
1 3 4 5 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 1 dws SO: the, Input: [d]
1 3 4 5 7 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 13ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 15ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 17ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 18ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 1 dws SO: the, Input: [d]
1 3 4 5 7 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 14ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 1 dws SO: the, Input: [d]
1 3 4 5 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 15ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 16ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 20ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 21ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 1 dws SO: the, Input: [d]
1 3 4 5 7 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 14ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 18ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 5 20ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 5 21ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 1 dws SO: the, Input: [d]
1 3 4 5 7 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 14ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 1 dws SO: the, Input: [d]
1 3 4 5 7 7 2 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 3 ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 4 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 5 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 6 ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 7 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 9 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 10ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 11ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 12ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 14ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 15ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 16ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 17ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 18ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 19ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 20ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 21ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 22ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 23ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 24ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 26ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 27ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 28ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 29ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 7 30ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 7 31ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 7 32ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 7 33ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 7 34ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 7 35ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 7 36ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 7 37ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 7 38ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 7 39ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 7 40ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 7 41ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 7 42ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 7 43ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 7 44ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 7 45ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 7 46ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 7 47ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 7 48ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 7 49ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 7 50ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 7 51ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 7 52ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 7 53ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 7 54ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 7 55ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 7 56ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 7 57ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 1 dws SO: the, Input: [d]
1 3 4 5 7 8 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 15ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 16ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 20ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 21ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 8 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 8 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 8 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 8 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 8 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 8 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 8 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 8 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 8 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 8 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 8 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 8 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 8 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 8 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 8 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 8 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 8 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 8 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 8 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 8 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 1 dws SO: the, Input: [d]
1 3 4 5 7 9 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 14ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 18ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 9 20ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 9 21ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 9 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 9 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 9 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 9 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 9 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 9 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 9 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 9 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 9 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 9 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 9 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 9 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 9 34ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 9 35ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 9 36ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 9 37ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 101 dws SO: the, Input: [d]
1 3 4 5 7 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 103 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 109 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1010ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1011ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1013ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1014ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1015ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1016ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1017ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1018ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1019ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1034ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1035ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1036ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1037ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 111 dws SO: the, Input: [d]
1 3 4 5 7 112 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 113 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 114 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 115 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 116 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 117 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 118 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 119 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1110ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1111ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1112ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1113ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1114ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1115ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1116ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1117ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1118ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1119ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1120ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1121ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1122ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1123ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1124ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1125ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1126ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 1127ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1128ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1129ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1130ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1131ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1132ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1133ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 1134ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1135ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1136ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1137ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1138ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1139ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 1140ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1141ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1142ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1143ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 1144ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1145ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1146ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1147ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1148ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1149ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 12ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 121 dws SO: the, Input: [d]
1 3 4 5 7 122 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 123 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 124 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 125 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 126 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 127 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 128 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 129 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1210ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1211ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1212ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1213ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1214ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1215ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1216ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1217ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1218ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1219ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1220ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1221ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 1222ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1223ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1224ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1225ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1226ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1227ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 1228ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1229ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1230ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1231ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 1232ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1233ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1234ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1235ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1236ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1237ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 131 dws SO: the, Input: [d]
1 3 4 5 7 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 137 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 138 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1310ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1311ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1312ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1313ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1314ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1315ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1316ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1317ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1318ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 141 dws SO: the, Input: [d]
1 3 4 5 7 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 143 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 149 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1410ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1411ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1412ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1413ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1414ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1417ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1418ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1419ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1420ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1421ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 151 dws SO: the, Input: [d]
1 3 4 5 7 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 153 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 155 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 156 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 158 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 159 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1510ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1511ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1512ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1513ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1514ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1515ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1516ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1518ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1520ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1522ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1523ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1524ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1525ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 1526ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1527ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1528ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1529ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1530ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1531ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 1532ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1533ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1534ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1535ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 1536ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1537ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1538ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1539ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1540ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1541ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 16ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 161 dws SO: the, Input: [d]
1 3 4 5 7 162 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 163 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 164 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 165 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 166 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 167 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 168 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 169 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1610ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1611ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1612ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1613ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1614ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1616ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1617ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1618ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1619ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1620ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1621ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 1622ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1623ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1624ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1625ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1626ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1627ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 1628ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1629ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1630ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1631ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 1632ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1633ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1634ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1635ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1636ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1637ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 17ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 7 171 dws SO: the, Input: [d]
1 3 4 5 7 172 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 173 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 174 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 175 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 176 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 177 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 178 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 179 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1710ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1711ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1712ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1713ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1714ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1716ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1718ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1719ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 7 1720ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1721ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 7 1722ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1723ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1724ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1725ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1726ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1727ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 1728ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1729ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1730ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1731ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 1732ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1733ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 1734ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 1735ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 1736ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 7 1737ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 18ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 181 dws SO: the, Input: [d]
1 3 4 5 7 182 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 7 183 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 7 184 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 7 185 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 7 186 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 7 187 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 188 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 7 189 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 7 19ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 191 dws SO: the, Input: [d]
1 3 4 5 7 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 201 dws SO: the, Input: [d]
1 3 4 5 7 202 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 7 203 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 7 204 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 7 205 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 7 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 7 211 dws SO: the, Input: [d]
1 3 4 5 7 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 221 dws SO: the, Input: [d]
1 3 4 5 7 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 7 231 dws SO: the, Input: [d]
1 3 4 5 7 232 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 7 233 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 7 234 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 7 235 ism SO: {{book,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 7 236 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 7 237 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 7 238 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 7 239 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 7 2310ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 7 2311ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 7 2312ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 2313ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 7 2314ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 7 2315ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 2316ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 7 2317ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 2318ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 7 2319ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 2320ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 7 2321ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 7 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 241 dws SO: the, Input: [d]
1 3 4 5 7 242 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 7 243 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 7 244 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 7 245 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 7 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 7 251 dws SO: the, Input: [d]
1 3 4 5 7 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 261 dws SO: the, Input: [d]
1 3 4 5 7 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 7 271 dws SO: the, Input: [d]
1 3 4 5 7 272 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 7 273 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 7 274 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 7 275 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 7 276 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 7 277 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 7 278 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 7 279 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 2710ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 7 2711ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 2712ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 7 2713ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 7 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 7 281 dws SO: the, Input: [d]
1 3 4 5 7 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 7 291 dws SO: the, Input: [d]
1 3 4 5 7 292 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 7 293 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 7 294 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 7 295 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 7 296 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 7 297 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 298 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 7 299 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 7 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 301 dws SO: the, Input: [d]
1 3 4 5 7 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 7 311 dws SO: the, Input: [d]
1 3 4 5 7 312 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 7 313 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 7 314 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 7 315 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 7 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 7 321 dws SO: the, Input: [d]
1 3 4 5 7 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 7 331 dws SO: the, Input: [d]
1 3 4 5 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 5 8 1 dws SO: the, Input: [d]
1 3 4 5 8 1 1 esm SO: {the,d}, Input: []
1 3 4 5 8 1 2 epm SO: <the,d>, Input: []
1 3 4 5 8 1 3 epm SO: <d,the>, Input: []
1 3 4 5 8 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 1 dws SO: the, Input: [d]
1 3 4 5 8 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 3 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 1 dws SO: the, Input: [d]
1 3 4 5 8 3 2 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 4 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 5 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 6 ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 7 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 9 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 10ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 11ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 12ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 13ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 14ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 15ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 16ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 17ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 18ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 19ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 20ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 22ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 23ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 24ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 25ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 3 26ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 3 27ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 3 28ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 3 29ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 3 30ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 3 31ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 3 32ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 3 33ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 3 34ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 3 35ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 3 36ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 3 37ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 3 38ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 3 39ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 3 40ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 3 41ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 3 42ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 3 43ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 3 44ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 3 45ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 3 46ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 3 47ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 3 48ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 3 49ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 1 dws SO: the, Input: [d]
1 3 4 5 8 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 5 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 11ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 12ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 5 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 1 dws SO: the, Input: [d]
1 3 4 5 8 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 5 16ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 5 17ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 5 18ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 5 19ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 5 20ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 5 21ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 5 22ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 5 23ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 5 24ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 5 25ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 5 26ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 5 27ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 5 28ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 5 29ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 1 dws SO: the, Input: [d]
1 3 4 5 8 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 1 dws SO: the, Input: [d]
1 3 4 5 8 7 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 9 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 12ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 13ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 16ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 19ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 20ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 21ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 7 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 7 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 7 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 7 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 7 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 7 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 7 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 7 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 7 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 7 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 7 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 7 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 7 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 7 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 7 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 7 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 7 38ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 7 39ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 7 40ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 7 41ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 8 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 1 dws SO: the, Input: [d]
1 3 4 5 8 8 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 12ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 8 16ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 8 17ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 8 18ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 8 19ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 8 20ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 8 21ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 8 22ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 8 23ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 8 24ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 8 25ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 8 26ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 8 27ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 8 28ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 8 29ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 1 dws SO: the, Input: [d]
1 3 4 5 8 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 7 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 14ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 10ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 101 dws SO: the, Input: [d]
1 3 4 5 8 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 103 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 105 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 109 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1010ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1013ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1015ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1016ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1017ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 1018ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1019ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 1020ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1021ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1022ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1023ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 1024ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1025ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 1026ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1027ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1028ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1029ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 11ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 111 dws SO: the, Input: [d]
1 3 4 5 8 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 115 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 117 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1111ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1112ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1114ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 12ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 121 dws SO: the, Input: [d]
1 3 4 5 8 122 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 123 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 125 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 127 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 129 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1210ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1214ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1216ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1217ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 1218ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1219ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 1220ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1221ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1222ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1223ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 1224ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1225ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 1226ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1227ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1228ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1229ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 13ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 8 131 dws SO: the, Input: [d]
1 3 4 5 8 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 133 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 135 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 139 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1310ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1312ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 8 1316ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1317ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 8 1318ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1319ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 1320ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1321ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1322ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1323ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 1324ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1325ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 1326ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 1327ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1328ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 8 1329ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 14ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 141 dws SO: the, Input: [d]
1 3 4 5 8 15ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 8 151 dws SO: the, Input: [d]
1 3 4 5 8 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 8 153 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 8 154 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 8 155 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 8 156 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 8 157 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 8 158 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 8 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 8 1510ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 8 1511ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 8 1512ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1513ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 8 1514ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 8 1515ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 1516ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 8 1517ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 1518ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 8 1519ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1520ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 8 1521ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 8 16ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 161 dws SO: the, Input: [d]
1 3 4 5 8 162 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 8 163 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 8 164 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 8 165 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 8 17ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 8 171 dws SO: the, Input: [d]
1 3 4 5 8 18ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 181 dws SO: the, Input: [d]
1 3 4 5 8 19ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 8 191 dws SO: the, Input: [d]
1 3 4 5 8 192 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 8 193 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 8 194 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 8 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 8 196 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 8 197 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 8 198 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 8 199 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 1910ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 8 1911ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 1912ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 8 1913ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 8 20ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 8 201 dws SO: the, Input: [d]
1 3 4 5 8 21ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 8 211 dws SO: the, Input: [d]
1 3 4 5 8 212 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 8 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 8 214 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 8 215 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 8 216 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 8 217 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 218 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 8 219 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 8 22ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 221 dws SO: the, Input: [d]
1 3 4 5 8 23ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 8 231 dws SO: the, Input: [d]
1 3 4 5 8 232 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 8 233 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 8 234 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 8 235 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 8 24ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 8 241 dws SO: the, Input: [d]
1 3 4 5 8 25ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 8 251 dws SO: the, Input: [d]
1 3 4 5 9 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 5 9 1 dws SO: the, Input: [d]
1 3 4 5 9 1 1 esm SO: {the,d}, Input: []
1 3 4 5 9 1 2 epm SO: <the,d>, Input: []
1 3 4 5 9 1 3 epm SO: <d,the>, Input: []
1 3 4 5 9 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 1 dws SO: the, Input: [d]
1 3 4 5 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 5 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 1 dws SO: the, Input: [d]
1 3 4 5 9 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 3 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 11ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 1 dws SO: the, Input: [d]
1 3 4 5 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 3 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 1 dws SO: the, Input: [d]
1 3 4 5 9 5 2 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 3 ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 4 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 5 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 6 ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 7 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 9 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 10ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 11ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 12ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 13ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 14ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 15ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 16ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 17ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 18ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 19ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 20ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 21ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 22ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 24ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 25ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 26ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 27ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 5 28ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 5 29ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 5 30ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 5 31ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 5 32ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 5 33ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 5 34ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 5 35ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 5 36ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 5 37ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 5 38ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 5 39ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 5 40ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 5 41ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 5 42ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 5 43ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 5 44ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 5 45ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 5 46ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 5 47ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 5 48ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 5 49ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 5 50ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 5 51ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 5 52ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 5 53ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 1 dws SO: the, Input: [d]
1 3 4 5 9 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 5 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 14ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 1 dws SO: the, Input: [d]
1 3 4 5 9 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 3 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 11ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 12ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 1 dws SO: the, Input: [d]
1 3 4 5 9 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 3 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 12ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 1 dws SO: the, Input: [d]
1 3 4 5 9 9 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 9 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 10ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 13ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 15ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 18ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 22ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 9 24ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 9 25ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 9 26ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 9 27ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 9 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 9 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 9 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 9 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 9 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 9 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 9 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 9 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 9 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 9 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 9 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 9 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 9 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 9 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 9 42ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 9 43ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 9 44ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 9 45ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 101 dws SO: the, Input: [d]
1 3 4 5 9 102 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 103 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 104 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 105 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 106 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 107 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 108 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 109 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1010ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1011ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1012ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1013ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1014ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1015ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1016ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1017ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1018ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1019ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 1020ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1021ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1022ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1023ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 1024ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1025ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1026ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1027ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 1028ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1029ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 1030ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1031ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1032ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1033ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 111 dws SO: the, Input: [d]
1 3 4 5 9 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 117 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1111ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1113ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1114ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1116ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 12ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 121 dws SO: the, Input: [d]
1 3 4 5 9 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 123 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 127 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1212ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1217ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1218ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1219ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 131 dws SO: the, Input: [d]
1 3 4 5 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 135 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 139 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1314ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 14ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 141 dws SO: the, Input: [d]
1 3 4 5 9 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 143 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 147 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1411ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1412ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 15ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 9 151 dws SO: the, Input: [d]
1 3 4 5 9 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 153 ism SO: {{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 157 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1512ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1514ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 9 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 9 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 9 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 16ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 161 dws SO: the, Input: [d]
1 3 4 5 9 162 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 9 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 9 164 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 9 165 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 9 17ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 9 171 dws SO: the, Input: [d]
1 3 4 5 9 18ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 181 dws SO: the, Input: [d]
1 3 4 5 9 19ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 9 191 dws SO: the, Input: [d]
1 3 4 5 9 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 9 193 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 9 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 9 195 ism SO: {{book,{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 9 196 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 9 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 9 198 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 9 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 9 1910ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 9 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 9 1912ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1913ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 9 1914ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 9 1915ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 1916ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 9 1917ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 1918ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 9 1919ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 1920ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 9 1921ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 9 20ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 201 dws SO: the, Input: [d]
1 3 4 5 9 202 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 9 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 9 204 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 9 205 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 9 21ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 9 211 dws SO: the, Input: [d]
1 3 4 5 9 22ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 221 dws SO: the, Input: [d]
1 3 4 5 9 23ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 9 231 dws SO: the, Input: [d]
1 3 4 5 9 232 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 9 233 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 9 234 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 9 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 9 236 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 9 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 9 238 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 9 239 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 2310ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 9 2311ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 2312ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 9 2313ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 9 24ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 9 241 dws SO: the, Input: [d]
1 3 4 5 9 25ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 9 251 dws SO: the, Input: [d]
1 3 4 5 9 252 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 9 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 9 254 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 9 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 9 256 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 9 257 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 258 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 9 259 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 9 26ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 261 dws SO: the, Input: [d]
1 3 4 5 9 27ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 9 271 dws SO: the, Input: [d]
1 3 4 5 9 272 ism SO: {book,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 9 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 9 274 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 9 275 ipm SO: <<{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 9 28ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 9 281 dws SO: the, Input: [d]
1 3 4 5 9 29ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 9 291 dws SO: the, Input: [d]
1 3 4 5 10ism SO: {book,{{book,n!case},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 5 101 dws SO: the, Input: [d]
1 3 4 5 101 1 esm SO: {the,d}, Input: []
1 3 4 5 101 2 epm SO: <the,d>, Input: []
1 3 4 5 101 3 epm SO: <d,the>, Input: []
1 3 4 5 102 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 102 1 dws SO: the, Input: [d]
1 3 4 5 102 2 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 4 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 7 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 10ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 12ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 14ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 102 16ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 102 17ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 102 18ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 102 19ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 102 20ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 102 21ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 102 22ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 102 23ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 102 24ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 102 25ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 102 26ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 102 27ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 102 28ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 102 29ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 103 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 103 1 dws SO: the, Input: [d]
1 3 4 5 103 2 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 3 ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 4 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 5 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 6 ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 7 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 9 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 10ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 11ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 12ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 13ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 14ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 15ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 16ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 17ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 18ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 19ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 20ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 22ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 23ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 24ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 25ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 103 26ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 103 27ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 103 28ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 103 29ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 103 30ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 103 31ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 103 32ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 103 33ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 103 34ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 103 35ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 103 36ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 103 37ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 103 38ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 103 39ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 103 40ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 103 41ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 103 42ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 103 43ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 103 44ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 103 45ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 103 46ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 103 47ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 103 48ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 103 49ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 104 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 104 1 dws SO: the, Input: [d]
1 3 4 5 104 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 5 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 11ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 12ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 104 18ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 104 19ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 104 20ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 104 21ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 104 22ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 104 23ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 104 24ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 104 25ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 104 26ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 104 27ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 104 28ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 104 29ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 104 30ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 104 31ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 104 32ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 104 33ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 105 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 105 1 dws SO: the, Input: [d]
1 3 4 5 105 2 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 4 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 7 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 10ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 12ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 14ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 105 16ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 105 17ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 105 18ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 105 19ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 105 20ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 105 21ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 105 22ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 105 23ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 105 24ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 105 25ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 105 26ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 105 27ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 105 28ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 105 29ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 106 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 106 1 dws SO: the, Input: [d]
1 3 4 5 106 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 4 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 7 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 10ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 12ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 14ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 15ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 106 16ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 106 17ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 106 18ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 106 19ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 106 20ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 106 21ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 106 22ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 106 23ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 106 24ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 106 25ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 106 26ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 106 27ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 106 28ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 106 29ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 107 1 dws SO: the, Input: [d]
1 3 4 5 107 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 9 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 12ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 13ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 16ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 19ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 20ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 21ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 107 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 107 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 107 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 107 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 107 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 107 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 107 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 107 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 107 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 107 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 107 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 107 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 107 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 107 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 107 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 107 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 107 38ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 107 39ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 107 40ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 107 41ipm SO: <{{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 108 ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 108 1 dws SO: the, Input: [d]
1 3 4 5 108 2 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 3 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 4 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 7 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 8 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 10ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 12ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 14ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 15ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 108 16ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 108 17ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 108 18ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 108 19ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 108 20ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 108 21ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 108 22ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 108 23ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 108 24ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 108 25ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 108 26ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 108 27ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 108 28ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 108 29ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 109 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 109 1 dws SO: the, Input: [d]
1 3 4 5 109 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 7 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 11ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 14ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 18ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 109 20ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 109 21ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 109 22ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 109 23ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 109 24ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 109 25ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 109 26ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 109 27ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 109 28ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 109 29ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 109 30ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 109 31ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 109 32ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 109 33ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 109 34ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 109 35ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 109 36ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 109 37ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 1010ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 10101 dws SO: the, Input: [d]
1 3 4 5 10102 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10103 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10104 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10105 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10107 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10108 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10109 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101010ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101011ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101012ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101013ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101014ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101015ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101016ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 101017ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 101018ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101019ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 101020ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 101021ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101022ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 101023ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 101024ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101025ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 101026ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 101027ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 101028ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101029ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 1011ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 10111 dws SO: the, Input: [d]
1 3 4 5 10112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10115 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10117 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101111ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101112ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101114ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101116ism SO: {book,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101118ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 101119ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101120ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 101121ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 101122ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101123ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 101124ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 101125ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101126ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 101127ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 101128ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101129ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 101130ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 101131ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 101132ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101133ipm SO: <{{book,n!case},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 1012ism SO: {book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 10121 dws SO: the, Input: [d]
1 3 4 5 10122 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10123 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10124 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10125 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10127 ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10128 ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10129 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101210ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101211ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101212ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101213ism SO: {{book,n!case},{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101214ism SO: {book,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101215ism SO: {n!case,{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101216ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101217ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 101218ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101219ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 101220ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 101221ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101222ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 101223ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 101224ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101225ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 101226ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 101227ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 101228ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101229ipm SO: <{book,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 1013ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 10131 dws SO: the, Input: [d]
1 3 4 5 10132 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10133 ism SO: {{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10134 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10135 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10137 ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10138 ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 10139 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101310ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101311ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101312ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101314ism SO: {book,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101315ism SO: {n!case,{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 101316ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 101317ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 101318ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101319ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 101320ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 101321ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101322ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 101323ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 101324ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101325ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 101326ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 101327ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 101328ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 101329ipm SO: <{n!case,{book,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 1014ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 10141 dws SO: the, Input: [d]
1 3 4 5 1015ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 10151 dws SO: the, Input: [d]
1 3 4 5 10152 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 10153 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 10154 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 10155 ism SO: {{book,{n!case,{book,n!case}}},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 10156 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 10157 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 10158 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 10159 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 101510ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 101511ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 101512ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 101513ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 101514ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 101515ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 101516ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 101517ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 101518ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 101519ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 101520ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 101521ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 1016ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 10161 dws SO: the, Input: [d]
1 3 4 5 10162 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 10163 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 10164 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 10165 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 1017ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 10171 dws SO: the, Input: [d]
1 3 4 5 1018ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 10181 dws SO: the, Input: [d]
1 3 4 5 1019ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 10191 dws SO: the, Input: [d]
1 3 4 5 10192 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 10193 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 10194 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 10195 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 10196 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 10197 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 10198 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 10199 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 101910ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 101911ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 101912ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 101913ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 1020ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 10201 dws SO: the, Input: [d]
1 3 4 5 1021ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 10211 dws SO: the, Input: [d]
1 3 4 5 10212 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 10213 ism SO: {{book,n!case},<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 10214 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 10215 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 10216 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 10217 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 10218 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 10219 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 1022ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 10221 dws SO: the, Input: [d]
1 3 4 5 1023ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 10231 dws SO: the, Input: [d]
1 3 4 5 10232 ism SO: {book,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 10233 ism SO: {n!case,<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 10234 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 10235 ipm SO: <<{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 1024ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 10241 dws SO: the, Input: [d]
1 3 4 5 1025ipm SO: <{book,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 10251 dws SO: the, Input: [d]
1 3 4 5 11ism SO: {n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 5 111 dws SO: the, Input: [d]
1 3 4 5 111 1 esm SO: {the,d}, Input: []
1 3 4 5 111 2 epm SO: <the,d>, Input: []
1 3 4 5 111 3 epm SO: <d,the>, Input: []
1 3 4 5 112 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 112 1 dws SO: the, Input: [d]
1 3 4 5 112 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 112 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 112 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 112 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 112 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 112 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 112 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 112 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 112 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 112 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 112 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 112 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 112 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 112 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 112 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 113 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 113 1 dws SO: the, Input: [d]
1 3 4 5 113 2 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 3 ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 4 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 5 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 6 ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 7 ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 9 ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 10ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 11ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 12ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 13ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 14ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 15ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 16ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 17ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 18ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 19ism SO: {{book,{n!case,{book,n!case}}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 20ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 22ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 23ism SO: {{book,n!case},{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 24ism SO: {book,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 25ism SO: {n!case,{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 113 26ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 113 27ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 113 28ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 113 29ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 113 30ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 113 31ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 113 32ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 113 33ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 113 34ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 113 35ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 113 36ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 113 37ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 113 38ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 113 39ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 113 40ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 113 41ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 113 42ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 113 43ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 113 44ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 113 45ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 113 46ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 113 47ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 113 48ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 113 49ipm SO: <{{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 114 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 114 1 dws SO: the, Input: [d]
1 3 4 5 114 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 5 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 7 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 11ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 12ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 114 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 114 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 114 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 114 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 114 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 114 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 114 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 114 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 114 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 114 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 114 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 114 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 114 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 114 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 114 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 114 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 115 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 115 1 dws SO: the, Input: [d]
1 3 4 5 115 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 12ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 115 16ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 115 17ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 115 18ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 115 19ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 115 20ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 115 21ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 115 22ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 115 23ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 115 24ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 115 25ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 115 26ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 115 27ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 115 28ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 115 29ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 116 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 116 1 dws SO: the, Input: [d]
1 3 4 5 116 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 10ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 14ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 116 16ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 116 17ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 116 18ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 116 19ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 116 20ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 116 21ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 116 22ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 116 23ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 116 24ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 116 25ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 116 26ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 116 27ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 116 28ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 116 29ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 117 1 dws SO: the, Input: [d]
1 3 4 5 117 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 9 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 11ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 12ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 13ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 16ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 19ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 20ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 21ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 117 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 117 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 117 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 117 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 117 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 117 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 117 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 117 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 117 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 117 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 117 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 117 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 117 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 117 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 117 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 117 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 117 38ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 117 39ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 117 40ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 117 41ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 118 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 118 1 dws SO: the, Input: [d]
1 3 4 5 118 2 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 3 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 5 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 7 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 10ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 12ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 14ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 15ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 118 16ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 118 17ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 118 18ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 118 19ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 118 20ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 118 21ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 118 22ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 118 23ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 118 24ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 118 25ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 118 26ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 118 27ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 118 28ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 118 29ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 119 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 119 1 dws SO: the, Input: [d]
1 3 4 5 119 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 7 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 9 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 14ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 119 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 119 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 119 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 119 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 119 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 119 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 119 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 119 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 119 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 119 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 119 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 119 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 119 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 119 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 119 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 119 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 119 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 119 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 1110ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 11101 dws SO: the, Input: [d]
1 3 4 5 11102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11103 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11105 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11107 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11109 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111010ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111013ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111014ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111015ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111016ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111017ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 111018ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111019ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 111020ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 111021ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111022ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111023ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 111024ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111025ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 111026ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111027ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 111028ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111029ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 1111ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 11111 dws SO: the, Input: [d]
1 3 4 5 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11115 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11117 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111111ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111112ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111114ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 111119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 111122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 111124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 111125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 111128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 111130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 111132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 1112ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 11121 dws SO: the, Input: [d]
1 3 4 5 11122 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11123 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11124 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11125 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11127 ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11128 ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11129 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111210ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111211ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111212ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111214ism SO: {book,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111215ism SO: {n!case,{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111216ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111217ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 111218ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111219ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 111220ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 111221ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111222ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111223ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 111224ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111225ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 111226ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111227ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 111228ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111229ipm SO: <{book,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 1113ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 5 11131 dws SO: the, Input: [d]
1 3 4 5 11132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11133 ism SO: {{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11135 ism SO: {{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11137 ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 11139 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111310ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111312ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111314ism SO: {book,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 5 111316ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111317ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 5 111318ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111319ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 111320ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 111321ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111322ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111323ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 111324ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111325ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 111326ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 111327ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 111328ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 5 111329ipm SO: <{n!case,{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 5 1114ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 11141 dws SO: the, Input: [d]
1 3 4 5 1115ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 5 11151 dws SO: the, Input: [d]
1 3 4 5 11152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 11153 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 11154 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 11155 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 11156 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 11157 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 11158 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 11159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 111510ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 111511ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 5 111512ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 111513ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 111514ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 111515ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 111516ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 111517ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 111518ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 111519ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 111520ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 5 111521ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 5 1116ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 11161 dws SO: the, Input: [d]
1 3 4 5 11162 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 11163 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 11164 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 11165 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 1117ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 11171 dws SO: the, Input: [d]
1 3 4 5 1118ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 11181 dws SO: the, Input: [d]
1 3 4 5 1119ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 11191 dws SO: the, Input: [d]
1 3 4 5 11192 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 11193 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 11194 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 11195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 11196 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 11197 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 11198 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 11199 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 111910ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 111911ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 111912ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 111913ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 1120ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 11201 dws SO: the, Input: [d]
1 3 4 5 1121ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 11211 dws SO: the, Input: [d]
1 3 4 5 11212 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 11213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 11214 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 11215 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 11216 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 11217 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 11218 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 11219 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 1122ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 11221 dws SO: the, Input: [d]
1 3 4 5 1123ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 11231 dws SO: the, Input: [d]
1 3 4 5 11232 ism SO: {book,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 11233 ism SO: {n!case,<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 11234 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 11235 ipm SO: <<{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 1124ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 5 11241 dws SO: the, Input: [d]
1 3 4 5 1125ipm SO: <{n!case,{{book,n!case},{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 5 11251 dws SO: the, Input: [d]
1 3 4 5 12ipm SO: <{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 121 dws SO: the, Input: [d]
1 3 4 5 121 1 esm SO: {the,d}, Input: []
1 3 4 5 121 2 epm SO: <the,d>, Input: []
1 3 4 5 121 3 epm SO: <d,the>, Input: []
1 3 4 5 122 ism SO: {book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 122 1 dws SO: the, Input: [d]
1 3 4 5 122 2 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 122 3 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 122 4 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 122 5 ism SO: {n!case,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 122 6 ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 5 122 7 ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 5 122 8 ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 5 122 9 ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 5 123 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 123 1 dws SO: the, Input: [d]
1 3 4 5 123 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 123 3 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 123 4 ism SO: {book,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 123 5 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 123 6 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 5 123 7 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 5 123 8 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 5 123 9 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 5 124 ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 124 1 dws SO: the, Input: [d]
1 3 4 5 125 ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 125 1 dws SO: the, Input: [d]
1 3 4 5 13ipm SO: <{{book,n!case},{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 5 131 dws SO: the, Input: [d]
1 3 4 5 131 1 esm SO: {the,d}, Input: []
1 3 4 5 131 2 epm SO: <the,d>, Input: []
1 3 4 5 131 3 epm SO: <d,the>, Input: []
1 3 4 5 14ipm SO: <{{book,n!case},{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 5 141 dws SO: the, Input: [d]
1 3 4 5 141 1 esm SO: {the,d}, Input: []
1 3 4 5 141 2 epm SO: <the,d>, Input: []
1 3 4 5 141 3 epm SO: <d,the>, Input: []
1 3 4 5 15ipm SO: <{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 5 151 dws SO: the, Input: [d]
1 3 4 5 151 1 esm SO: {the,d}, Input: []
1 3 4 5 151 2 epm SO: <the,d>, Input: []
1 3 4 5 151 3 epm SO: <d,the>, Input: []
1 3 4 5 152 ism SO: {book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 152 1 dws SO: the, Input: [d]
1 3 4 5 152 2 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 152 3 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 152 4 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 152 5 ism SO: {{n!case,{book,n!case}},{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 152 6 ism SO: {n!case,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 152 7 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 152 8 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 152 9 ism SO: {n!case,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 152 10ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 152 11ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 5 152 12ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 152 13ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 152 14ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 152 15ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 152 16ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 152 17ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 153 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 153 1 dws SO: the, Input: [d]
1 3 4 5 153 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 3 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 5 ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 6 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 7 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 8 ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 10ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 12ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 13ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 153 14ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 153 15ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 153 16ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 153 17ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 153 18ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 153 19ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 5 153 20ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 153 21ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 153 22ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 153 23ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 153 24ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 153 25ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 154 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 154 1 dws SO: the, Input: [d]
1 3 4 5 154 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 154 3 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 154 4 ism SO: {book,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 154 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 154 6 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 154 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 154 8 ism SO: {book,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 154 9 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 154 10ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 154 11ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 5 154 12ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 154 13ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 154 14ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 154 15ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 154 16ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 154 17ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 155 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 155 1 dws SO: the, Input: [d]
1 3 4 5 155 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 155 3 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 155 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 155 5 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 155 6 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 155 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 155 8 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 155 9 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 155 10ism SO: {book,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 155 11ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 155 12ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 155 13ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 155 14ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 155 15ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 5 155 16ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 155 17ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 155 18ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 155 19ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 155 20ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 155 21ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 156 ism SO: {book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 156 1 dws SO: the, Input: [d]
1 3 4 5 156 2 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 156 3 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 156 4 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 156 5 ism SO: {{n!case,{book,n!case}},{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 156 6 ism SO: {n!case,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 156 7 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 156 8 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 156 9 ism SO: {n!case,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 156 10ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 156 11ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 5 156 12ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 156 13ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 156 14ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 156 15ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 156 16ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 156 17ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 157 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 5 157 1 dws SO: the, Input: [d]
1 3 4 5 157 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 157 3 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 157 4 ism SO: {book,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 157 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 157 6 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 157 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 157 8 ism SO: {book,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 157 9 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 5 157 10ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 157 11ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 5 157 12ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 157 13ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 157 14ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 157 15ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 157 16ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 5 157 17ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 5 158 ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 158 1 dws SO: the, Input: [d]
1 3 4 5 159 ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 159 1 dws SO: the, Input: [d]
1 3 4 5 159 2 ism SO: {n!case,<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 159 3 ism SO: {{book,n!case},<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 159 4 ism SO: {book,<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 159 5 ism SO: {n!case,<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 159 6 ipm SO: <<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 159 7 ipm SO: <<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 159 8 ipm SO: <<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 159 9 ipm SO: <<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 1510ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 15101 dws SO: the, Input: [d]
1 3 4 5 1511ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 15111 dws SO: the, Input: [d]
1 3 4 5 15112 ism SO: {book,<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 5 15113 ism SO: {n!case,<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 5 15114 ipm SO: <<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 15115 ipm SO: <<<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 1512ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 5 15121 dws SO: the, Input: [d]
1 3 4 5 1513ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 5 15131 dws SO: the, Input: [d]
1 3 4 5 16ipm SO: <{{book,n!case},{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 5 161 dws SO: the, Input: [d]
1 3 4 5 161 1 esm SO: {the,d}, Input: []
1 3 4 5 161 2 epm SO: <the,d>, Input: []
1 3 4 5 161 3 epm SO: <d,the>, Input: []
1 3 4 5 17ipm SO: <{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 5 171 dws SO: the, Input: [d]
1 3 4 5 171 1 esm SO: {the,d}, Input: []
1 3 4 5 171 2 epm SO: <the,d>, Input: []
1 3 4 5 171 3 epm SO: <d,the>, Input: []
1 3 4 5 172 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 172 1 dws SO: the, Input: [d]
1 3 4 5 172 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 172 3 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 172 4 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 172 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 172 6 ism SO: {book,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 172 7 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 172 8 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 5 172 9 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 5 172 10ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 5 172 11ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 172 12ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 5 172 13ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 5 173 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 173 1 dws SO: the, Input: [d]
1 3 4 5 173 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 173 3 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 173 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 173 5 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 173 6 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 173 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 173 8 ism SO: {book,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 173 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 173 10ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 173 11ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 5 173 12ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 5 173 13ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 5 173 14ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 5 173 15ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 173 16ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 5 173 17ipm SO: <{{book,n!case},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 5 174 ism SO: {book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 174 1 dws SO: the, Input: [d]
1 3 4 5 174 2 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 174 3 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 174 4 ism SO: {n!case,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 174 5 ism SO: {{book,n!case},{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 174 6 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 174 7 ism SO: {n!case,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 174 8 ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 5 174 9 ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 5 174 10ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 5 174 11ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 174 12ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 5 174 13ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 5 175 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 5 175 1 dws SO: the, Input: [d]
1 3 4 5 175 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 175 3 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 175 4 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 175 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 175 6 ism SO: {book,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 175 7 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 5 175 8 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 5 175 9 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 5 175 10ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 5 175 11ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 5 175 12ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 5 175 13ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 5 176 ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 176 1 dws SO: the, Input: [d]
1 3 4 5 177 ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 5 177 1 dws SO: the, Input: [d]
1 3 4 5 177 2 ism SO: {book,<<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 5 177 3 ism SO: {n!case,<<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 5 177 4 ipm SO: <<<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 177 5 ipm SO: <<<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 178 ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 5 178 1 dws SO: the, Input: [d]
1 3 4 5 179 ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 5 179 1 dws SO: the, Input: [d]
1 3 4 5 18ipm SO: <{{book,n!case},{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 5 181 dws SO: the, Input: [d]
1 3 4 5 181 1 esm SO: {the,d}, Input: []
1 3 4 5 181 2 epm SO: <the,d>, Input: []
1 3 4 5 181 3 epm SO: <d,the>, Input: []
1 3 4 5 19ipm SO: <{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 5 191 dws SO: the, Input: [d]
1 3 4 5 191 1 esm SO: {the,d}, Input: []
1 3 4 5 191 2 epm SO: <the,d>, Input: []
1 3 4 5 191 3 epm SO: <d,the>, Input: []
1 3 4 5 192 ism SO: {book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 192 1 dws SO: the, Input: [d]
1 3 4 5 192 2 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 192 3 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 192 4 ism SO: {book,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 192 5 ism SO: {n!case,{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 192 6 ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 5 192 7 ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 5 192 8 ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 5 192 9 ipm SO: <{book,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 5 193 ism SO: {n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 5 193 1 dws SO: the, Input: [d]
1 3 4 5 193 2 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 193 3 ism SO: {<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 193 4 ism SO: {book,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 193 5 ism SO: {n!case,{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 5 193 6 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 5 193 7 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 5 193 8 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 5 193 9 ipm SO: <{n!case,<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 5 194 ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 5 194 1 dws SO: the, Input: [d]
1 3 4 5 195 ipm SO: <<{{book,n!case},{book,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 5 195 1 dws SO: the, Input: [d]
1 3 4 5 20ipm SO: <{{book,n!case},{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 5 201 dws SO: the, Input: [d]
1 3 4 5 201 1 esm SO: {the,d}, Input: []
1 3 4 5 201 2 epm SO: <the,d>, Input: []
1 3 4 5 201 3 epm SO: <d,the>, Input: []
1 3 4 5 21ipm SO: <{{book,n!case},{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 5 211 dws SO: the, Input: [d]
1 3 4 5 211 1 esm SO: {the,d}, Input: []
1 3 4 5 211 2 epm SO: <the,d>, Input: []
1 3 4 5 211 3 epm SO: <d,the>, Input: []
1 3 4 6 ism SO: {book,{book,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 4 6 1 dws SO: the, Input: [d]
1 3 4 6 1 1 esm SO: {the,d}, Input: []
1 3 4 6 1 1 1 uws SO: {book,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 6 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 6 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 6 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 6 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 6 1 2 epm SO: <the,d>, Input: []
1 3 4 6 1 2 1 uws SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 6 1 3 epm SO: <d,the>, Input: []
1 3 4 6 1 3 1 uws SO: {book,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 6 2 ism SO: {book,{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 6 2 1 dws SO: the, Input: [d]
1 3 4 6 2 1 1 esm SO: {the,d}, Input: []
1 3 4 6 2 1 2 epm SO: <the,d>, Input: []
1 3 4 6 2 1 3 epm SO: <d,the>, Input: []
1 3 4 6 2 2 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 1 dws SO: the, Input: [d]
1 3 4 6 2 2 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 2 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 2 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 2 2 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 2 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 2 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 2 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 2 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 2 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 2 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 2 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 2 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 2 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 3 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 1 dws SO: the, Input: [d]
1 3 4 6 2 3 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 11ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 12ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 14ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 17ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 19ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 21ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 3 22ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 3 23ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 3 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 3 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 3 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 3 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 3 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 3 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 3 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 3 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 2 3 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 3 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 3 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 3 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 3 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 3 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 3 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 3 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 3 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 3 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 4 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 1 dws SO: the, Input: [d]
1 3 4 6 2 4 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 4 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 4 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 2 4 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 4 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 4 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 4 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 4 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 4 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 4 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 4 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 4 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 4 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 5 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 1 dws SO: the, Input: [d]
1 3 4 6 2 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 9 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 12ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 2 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 6 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 1 dws SO: the, Input: [d]
1 3 4 6 2 6 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 6 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 6 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 2 6 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 6 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 6 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 6 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 6 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 6 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 6 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 6 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 6 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 6 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 7 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 1 dws SO: the, Input: [d]
1 3 4 6 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 7 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 12ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 7 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 7 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 7 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 7 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 7 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 7 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 2 7 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 7 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 7 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 7 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 7 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 7 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 7 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 7 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 7 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 7 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 1 dws SO: the, Input: [d]
1 3 4 6 2 8 2 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 4 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 6 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 8 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 10ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 11ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 12ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 13ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 8 14ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 8 15ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 2 8 16ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 8 17ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 8 18ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 8 19ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 8 20ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 8 21ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 8 22ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 8 23ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 8 24ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 8 25ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 9 ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 1 dws SO: the, Input: [d]
1 3 4 6 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 5 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 12ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 9 16ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 9 17ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 9 18ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 9 19ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 2 9 20ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 9 21ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 9 22ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 9 23ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 9 24ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 9 25ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 9 26ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 9 27ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 9 28ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 9 29ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 10ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 2 101 dws SO: the, Input: [d]
1 3 4 6 2 102 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 103 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 104 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 105 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 106 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 108 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 109 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 1010ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 1011ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 1012ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 1013ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 1014ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 1015ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 2 1016ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 1017ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 1018ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 1019ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 1020ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 1021ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 1022ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 1023ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 1024ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 1025ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 11ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 2 111 dws SO: the, Input: [d]
1 3 4 6 2 112 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 113 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 114 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 115 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 116 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 118 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 1110ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 1112ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 1113ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 2 1114ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 1115ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 2 1116ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 1117ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 1118ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 1119ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 1120ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 1121ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 1122ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 1123ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 1124ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 2 1125ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 12ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 2 121 dws SO: the, Input: [d]
1 3 4 6 2 13ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 2 131 dws SO: the, Input: [d]
1 3 4 6 2 132 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 2 133 ism SO: {{book,{n!case,{book,n!case}}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 2 134 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 2 135 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 2 136 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 2 137 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 2 138 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 2 139 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 2 1310ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 2 1311ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 1312ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 2 1313ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 1314ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 2 1315ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 1316ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 2 1317ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 2 14ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 2 141 dws SO: the, Input: [d]
1 3 4 6 2 15ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 2 151 dws SO: the, Input: [d]
1 3 4 6 2 152 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 2 153 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 2 154 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 2 155 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 2 156 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 2 157 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 2 158 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 2 159 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 1510ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 2 1511ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 1512ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 2 1513ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 2 16ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 2 161 dws SO: the, Input: [d]
1 3 4 6 2 17ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 2 171 dws SO: the, Input: [d]
1 3 4 6 2 172 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 2 173 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 2 174 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 2 175 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 2 176 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 2 177 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 178 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 2 179 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 2 18ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 181 dws SO: the, Input: [d]
1 3 4 6 2 19ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 2 191 dws SO: the, Input: [d]
1 3 4 6 2 192 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 2 193 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 2 194 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 2 195 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 2 20ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 2 201 dws SO: the, Input: [d]
1 3 4 6 2 21ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 2 211 dws SO: the, Input: [d]
1 3 4 6 3 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 6 3 1 dws SO: the, Input: [d]
1 3 4 6 3 1 1 esm SO: {the,d}, Input: []
1 3 4 6 3 1 2 epm SO: <the,d>, Input: []
1 3 4 6 3 1 3 epm SO: <d,the>, Input: []
1 3 4 6 3 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 1 dws SO: the, Input: [d]
1 3 4 6 3 2 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 9 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 10ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 15ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 17ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 18ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 19ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 20ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 21ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 22ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 23ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 24ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 25ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 2 26ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 2 27ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 2 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 2 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 2 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 2 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 2 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 2 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 2 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 2 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 2 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 2 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 2 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 2 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 2 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 2 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 2 42ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 2 43ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 2 44ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 2 45ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 2 46ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 2 47ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 2 48ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 2 49ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 1 dws SO: the, Input: [d]
1 3 4 6 3 3 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 3 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 12ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 14ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 15ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 16ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 17ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 18ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 19ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 3 20ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 3 21ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 3 22ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 3 23ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 3 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 3 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 3 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 3 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 3 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 3 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 3 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 3 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 3 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 3 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 3 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 3 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 3 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 3 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 1 dws SO: the, Input: [d]
1 3 4 6 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 7 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 8 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 9 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 15ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 16ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 17ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 18ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 4 24ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 4 25ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 4 26ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 4 27ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 4 28ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 4 29ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 4 30ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 4 31ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 4 32ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 4 33ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 4 34ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 4 35ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 4 36ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 4 37ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 4 38ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 4 39ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 4 40ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 4 41ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 4 42ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 4 43ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 4 44ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 4 45ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 1 dws SO: the, Input: [d]
1 3 4 6 3 5 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 3 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 12ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 14ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 16ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 17ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 18ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 19ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 5 20ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 5 21ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 5 22ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 5 23ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 5 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 5 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 5 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 5 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 5 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 5 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 5 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 5 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 5 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 5 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 5 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 5 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 5 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 5 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 1 dws SO: the, Input: [d]
1 3 4 6 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 3 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 5 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 6 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 7 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 9 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 11ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 12ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 14ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 15ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 16ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 18ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 20ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 21ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 6 22ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 6 23ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 6 24ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 6 25ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 6 26ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 6 27ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 6 28ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 6 29ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 6 30ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 6 31ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 6 32ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 6 33ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 6 34ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 6 35ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 6 36ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 6 37ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 6 38ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 6 39ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 6 40ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 6 41ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 1 dws SO: the, Input: [d]
1 3 4 6 3 7 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 3 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 12ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 14ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 16ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 17ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 18ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 19ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 7 20ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 7 21ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 7 22ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 7 23ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 7 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 7 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 7 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 7 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 7 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 7 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 7 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 7 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 7 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 7 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 7 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 7 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 7 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 7 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 1 dws SO: the, Input: [d]
1 3 4 6 3 8 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 3 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 12ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 14ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 16ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 17ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 18ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 19ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 8 20ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 8 21ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 8 22ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 8 23ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 8 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 8 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 8 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 8 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 8 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 8 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 8 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 8 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 8 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 8 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 8 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 8 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 8 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 8 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 1 dws SO: the, Input: [d]
1 3 4 6 3 9 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 11ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 12ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 13ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 14ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 15ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 16ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 17ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 19ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 21ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 22ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 23ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 24ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 25ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 26ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 27ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 9 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 9 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 9 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 9 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 9 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 9 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 9 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 9 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 9 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 9 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 9 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 9 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 9 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 9 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 9 42ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 9 43ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 9 44ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 9 45ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 9 46ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 9 47ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 9 48ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 9 49ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 9 50ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 9 51ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 9 52ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 9 53ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 101 dws SO: the, Input: [d]
1 3 4 6 3 102 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 103 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 104 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 105 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 106 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 107 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 108 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 109 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1010ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1011ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1012ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1013ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1014ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1015ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1016ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1017ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1018ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1019ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1020ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1021ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 1022ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1023ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1024ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1025ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1026ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1027ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1028ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1029ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 1030ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1031ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1032ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1033ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1034ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1035ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1036ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1037ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 11ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 111 dws SO: the, Input: [d]
1 3 4 6 3 112 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 113 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 114 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 115 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 116 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 117 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 118 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 119 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1110ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1111ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1112ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1113ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1114ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1115ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1116ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1117ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1118ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1119ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1120ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1121ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1122ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1123ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1124ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1125ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1126ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1127ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1128ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1129ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1130ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1131ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1132ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1133ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 1134ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1135ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1136ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1137ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1138ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1139ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1140ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1141ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 1142ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1143ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1144ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1145ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1146ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1147ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1148ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1149ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 12ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 121 dws SO: the, Input: [d]
1 3 4 6 3 122 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 123 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 124 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 125 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 126 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 127 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 128 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 129 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1210ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1211ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1212ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1213ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1214ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1215ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1216ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1217ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1218ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1219ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1220ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1221ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 1222ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1223ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1224ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1225ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1226ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1227ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1228ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1229ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 1230ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1231ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1232ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1233ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1234ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1235ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1236ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1237ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 13ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 131 dws SO: the, Input: [d]
1 3 4 6 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 135 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 137 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 138 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 139 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1313ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1315ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1316ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1317ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1318ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1322ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1324ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1325ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1326ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1327ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1328ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1329ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 1330ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1331ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1332ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1333ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1334ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1335ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1336ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1337ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 1338ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1339ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1340ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1341ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1342ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1343ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1344ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1345ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 141 dws SO: the, Input: [d]
1 3 4 6 3 142 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 143 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 144 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 145 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 147 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 148 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 149 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1410ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1411ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1412ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1413ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1414ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1416ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1417ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1418ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1419ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1420ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1421ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 1422ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1423ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1424ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1425ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1426ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1427ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1428ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1429ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 1430ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1431ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1432ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1433ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1434ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1435ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1436ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1437ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 15ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 151 dws SO: the, Input: [d]
1 3 4 6 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 153 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 154 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 155 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 156 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 157 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 159 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1511ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1512ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1513ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1514ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1515ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1516ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1518ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1520ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1521ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1522ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1523ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1524ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1525ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 1526ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1527ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1528ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1529ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1530ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1531ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1532ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1533ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 1534ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1535ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1536ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1537ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1538ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1539ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1540ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1541ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 16ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 161 dws SO: the, Input: [d]
1 3 4 6 3 162 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 163 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 164 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 165 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 166 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 167 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 168 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 169 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1610ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1611ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1612ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1613ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1614ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1615ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1616ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1617ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1618ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1619ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1620ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1621ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 1622ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1623ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1624ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1625ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1626ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1627ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1628ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1629ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 1630ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1631ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1632ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1633ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1634ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1635ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1636ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1637ipm SO: <{book,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 17ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 3 171 dws SO: the, Input: [d]
1 3 4 6 3 172 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 173 ism SO: {{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 174 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 175 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 177 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 178 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 179 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1710ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1711ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1712ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1713ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1714ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1716ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1717ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1718ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1719ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 3 1720ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1721ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 3 1722ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1723ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1724ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1725ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1726ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1727ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1728ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1729ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 1730ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1731ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 1732ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1733ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1734ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 1735ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1736ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 3 1737ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 18ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 181 dws SO: the, Input: [d]
1 3 4 6 3 182 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 183 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 184 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 185 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 186 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 187 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 188 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 3 189 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 1810ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 3 1811ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 1812ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 3 1813ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 3 19ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 3 191 dws SO: the, Input: [d]
1 3 4 6 3 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 201 dws SO: the, Input: [d]
1 3 4 6 3 202 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 3 203 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 3 204 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 3 205 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 3 206 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 3 207 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 208 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 3 209 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 3 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 211 dws SO: the, Input: [d]
1 3 4 6 3 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 221 dws SO: the, Input: [d]
1 3 4 6 3 222 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 3 223 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 3 224 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 3 225 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 3 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 3 231 dws SO: the, Input: [d]
1 3 4 6 3 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 241 dws SO: the, Input: [d]
1 3 4 6 3 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 3 251 dws SO: the, Input: [d]
1 3 4 6 3 252 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 3 253 ism SO: {{book,{n!case,{book,n!case}}},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 3 254 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 3 255 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 3 256 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 3 257 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 3 258 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 3 259 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 3 2510ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 3 2511ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 2512ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 3 2513ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 2514ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 3 2515ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 2516ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 3 2517ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 3 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 3 261 dws SO: the, Input: [d]
1 3 4 6 3 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 3 271 dws SO: the, Input: [d]
1 3 4 6 3 272 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 273 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 274 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 275 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 276 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 277 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 3 278 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 3 279 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 2710ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 3 2711ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 2712ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 3 2713ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 3 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 3 281 dws SO: the, Input: [d]
1 3 4 6 3 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 3 291 dws SO: the, Input: [d]
1 3 4 6 3 292 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 3 293 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 3 294 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 3 295 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 3 296 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 3 297 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 298 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 3 299 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 3 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 301 dws SO: the, Input: [d]
1 3 4 6 3 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 3 311 dws SO: the, Input: [d]
1 3 4 6 3 312 ism SO: {book,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 3 313 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 3 314 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 3 315 ipm SO: <<{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 3 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 3 321 dws SO: the, Input: [d]
1 3 4 6 3 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 3 331 dws SO: the, Input: [d]
1 3 4 6 4 ism SO: {book,{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 6 4 1 dws SO: the, Input: [d]
1 3 4 6 4 1 1 esm SO: {the,d}, Input: []
1 3 4 6 4 1 2 epm SO: <the,d>, Input: []
1 3 4 6 4 1 3 epm SO: <d,the>, Input: []
1 3 4 6 4 2 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 1 dws SO: the, Input: [d]
1 3 4 6 4 2 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 2 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 2 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 4 2 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 2 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 2 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 2 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 2 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 2 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 2 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 2 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 2 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 2 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 3 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 1 dws SO: the, Input: [d]
1 3 4 6 4 3 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 11ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 12ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 14ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 17ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 19ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 21ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 3 22ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 3 23ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 3 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 3 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 3 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 3 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 3 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 3 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 3 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 3 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 4 3 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 3 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 3 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 3 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 3 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 3 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 3 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 3 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 3 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 3 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 4 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 1 dws SO: the, Input: [d]
1 3 4 6 4 4 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 4 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 4 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 4 4 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 4 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 4 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 4 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 4 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 4 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 4 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 4 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 4 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 4 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 5 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 1 dws SO: the, Input: [d]
1 3 4 6 4 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 9 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 12ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 4 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 6 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 1 dws SO: the, Input: [d]
1 3 4 6 4 6 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 6 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 6 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 4 6 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 6 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 6 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 6 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 6 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 6 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 6 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 6 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 6 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 6 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 7 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 1 dws SO: the, Input: [d]
1 3 4 6 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 7 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 12ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 7 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 7 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 7 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 7 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 7 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 7 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 4 7 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 7 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 7 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 7 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 7 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 7 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 7 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 7 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 7 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 7 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 1 dws SO: the, Input: [d]
1 3 4 6 4 8 2 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 4 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 6 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 8 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 10ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 11ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 12ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 13ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 8 14ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 8 15ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 4 8 16ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 8 17ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 8 18ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 8 19ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 8 20ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 8 21ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 8 22ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 8 23ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 8 24ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 8 25ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 9 ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 1 dws SO: the, Input: [d]
1 3 4 6 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 5 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 12ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 9 16ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 9 17ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 9 18ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 9 19ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 4 9 20ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 9 21ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 9 22ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 9 23ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 9 24ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 9 25ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 9 26ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 9 27ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 9 28ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 9 29ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 10ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 4 101 dws SO: the, Input: [d]
1 3 4 6 4 102 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 103 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 104 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 105 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 106 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 108 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 109 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 1010ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 1011ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 1012ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 1013ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 1014ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 1015ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 4 1016ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 1017ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 1018ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 1019ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 1020ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 1021ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 1022ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 1023ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 1024ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 1025ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 11ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 4 111 dws SO: the, Input: [d]
1 3 4 6 4 112 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 113 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 114 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 115 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 116 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 118 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 1110ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 1112ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 1113ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 4 1114ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 1115ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 4 1116ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 1117ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 1118ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 1119ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 1120ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 1121ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 1122ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 1123ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 1124ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 4 1125ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 12ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 4 121 dws SO: the, Input: [d]
1 3 4 6 4 13ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 4 131 dws SO: the, Input: [d]
1 3 4 6 4 132 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 4 133 ism SO: {{book,{n!case,{book,n!case}}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 4 134 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 4 135 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 4 136 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 4 137 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 4 138 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 4 139 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 4 1310ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 4 1311ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 1312ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 4 1313ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 1314ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 4 1315ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 1316ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 4 1317ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 4 14ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 4 141 dws SO: the, Input: [d]
1 3 4 6 4 15ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 4 151 dws SO: the, Input: [d]
1 3 4 6 4 152 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 4 153 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 4 154 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 4 155 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 4 156 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 4 157 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 4 158 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 4 159 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 1510ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 4 1511ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 1512ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 4 1513ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 4 16ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 4 161 dws SO: the, Input: [d]
1 3 4 6 4 17ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 4 171 dws SO: the, Input: [d]
1 3 4 6 4 172 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 4 173 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 4 174 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 4 175 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 4 176 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 4 177 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 178 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 4 179 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 4 18ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 181 dws SO: the, Input: [d]
1 3 4 6 4 19ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 4 191 dws SO: the, Input: [d]
1 3 4 6 4 192 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 4 193 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 4 194 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 4 195 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 4 20ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 4 201 dws SO: the, Input: [d]
1 3 4 6 4 21ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 4 211 dws SO: the, Input: [d]
1 3 4 6 5 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 6 5 1 dws SO: the, Input: [d]
1 3 4 6 5 1 1 esm SO: {the,d}, Input: []
1 3 4 6 5 1 2 epm SO: <the,d>, Input: []
1 3 4 6 5 1 3 epm SO: <d,the>, Input: []
1 3 4 6 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 1 dws SO: the, Input: [d]
1 3 4 6 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 7 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 14ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 16ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 1 dws SO: the, Input: [d]
1 3 4 6 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 3 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 12ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 1 dws SO: the, Input: [d]
1 3 4 6 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 5 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 12ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 14ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 1 dws SO: the, Input: [d]
1 3 4 6 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 3 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 11ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 12ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 1 dws SO: the, Input: [d]
1 3 4 6 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 3 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 12ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 1 dws SO: the, Input: [d]
1 3 4 6 5 7 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 11ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 12ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 13ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 14ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 15ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 16ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 17ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 18ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 19ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 21ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 22ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 23ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 24ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 25ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 7 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 7 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 7 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 7 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 7 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 7 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 7 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 7 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 7 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 7 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 7 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 7 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 7 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 7 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 7 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 7 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 7 42ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 7 43ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 7 44ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 7 45ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 7 46ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 7 47ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 7 48ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 7 49ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 1 dws SO: the, Input: [d]
1 3 4 6 5 8 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 3 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 11ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 12ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 16ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 8 18ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 8 19ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 8 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 8 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 8 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 8 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 8 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 8 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 8 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 8 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 8 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 8 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 8 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 8 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 8 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 8 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 9 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 1 dws SO: the, Input: [d]
1 3 4 6 5 9 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 9 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 10ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 11ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 12ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 13ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 15ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 16ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 18ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 22ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 9 24ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 9 25ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 9 26ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 9 27ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 9 28ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 9 29ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 9 30ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 9 31ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 9 32ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 9 33ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 9 34ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 9 35ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 9 36ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 9 37ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 9 38ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 9 39ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 9 40ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 9 41ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 9 42ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 9 43ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 9 44ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 9 45ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 101 dws SO: the, Input: [d]
1 3 4 6 5 102 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 103 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 104 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 105 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 106 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 107 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 108 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 109 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1010ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1011ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1012ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1013ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1014ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1015ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1016ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1017ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1018ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1019ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 1020ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1021ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1022ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1023ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1024ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1025ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 1026ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1027ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 1028ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1029ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1030ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1031ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1032ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1033ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 111 dws SO: the, Input: [d]
1 3 4 6 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 117 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1113ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1114ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1116ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 121 dws SO: the, Input: [d]
1 3 4 6 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 123 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 129 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1210ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1212ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 131 dws SO: the, Input: [d]
1 3 4 6 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 135 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1311ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1312ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1314ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 14ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 141 dws SO: the, Input: [d]
1 3 4 6 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 143 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 149 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1410ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1411ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1412ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 15ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 5 151 dws SO: the, Input: [d]
1 3 4 6 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 153 ism SO: {{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 159 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1510ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1512ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 16ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 161 dws SO: the, Input: [d]
1 3 4 6 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 5 164 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 5 166 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 5 167 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 168 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 5 169 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 5 17ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 171 dws SO: the, Input: [d]
1 3 4 6 5 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 181 dws SO: the, Input: [d]
1 3 4 6 5 182 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 5 184 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 5 185 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 5 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 5 191 dws SO: the, Input: [d]
1 3 4 6 5 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 201 dws SO: the, Input: [d]
1 3 4 6 5 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 5 211 dws SO: the, Input: [d]
1 3 4 6 5 212 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 5 213 ism SO: {{book,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 5 214 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 5 218 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 5 2110ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 5 2111ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 2112ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 5 2113ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 2114ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 5 2115ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 2116ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 5 2117ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 5 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 5 221 dws SO: the, Input: [d]
1 3 4 6 5 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 5 231 dws SO: the, Input: [d]
1 3 4 6 5 232 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 5 236 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 5 238 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 5 239 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 2310ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 5 2311ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 2312ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 5 2313ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 5 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 5 241 dws SO: the, Input: [d]
1 3 4 6 5 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 5 251 dws SO: the, Input: [d]
1 3 4 6 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 5 254 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 5 256 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 5 257 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 258 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 5 259 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 5 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 261 dws SO: the, Input: [d]
1 3 4 6 5 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 5 271 dws SO: the, Input: [d]
1 3 4 6 5 272 ism SO: {book,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 5 274 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 5 275 ipm SO: <<{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 5 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 5 281 dws SO: the, Input: [d]
1 3 4 6 5 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 5 291 dws SO: the, Input: [d]
1 3 4 6 6 ism SO: {n!case,{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 6 6 1 dws SO: the, Input: [d]
1 3 4 6 6 1 1 esm SO: {the,d}, Input: []
1 3 4 6 6 1 2 epm SO: <the,d>, Input: []
1 3 4 6 6 1 3 epm SO: <d,the>, Input: []
1 3 4 6 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 1 dws SO: the, Input: [d]
1 3 4 6 6 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 10ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 12ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 13ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 2 14ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 2 15ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 6 2 16ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 2 17ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 2 18ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 2 19ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 2 20ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 2 21ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 2 22ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 2 23ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 2 24ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 2 25ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 3 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 1 dws SO: the, Input: [d]
1 3 4 6 6 3 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 11ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 12ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 14ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 17ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 19ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 21ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 3 22ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 3 23ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 3 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 3 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 3 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 3 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 3 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 3 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 3 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 3 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 6 3 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 3 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 3 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 3 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 3 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 3 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 3 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 3 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 3 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 3 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 1 dws SO: the, Input: [d]
1 3 4 6 6 4 2 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 6 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 8 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 10ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 12ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 13ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 4 14ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 4 15ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 6 4 16ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 4 17ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 4 18ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 4 19ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 4 20ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 4 21ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 4 22ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 4 23ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 4 24ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 4 25ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 5 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 1 dws SO: the, Input: [d]
1 3 4 6 6 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 9 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 12ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 6 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 1 dws SO: the, Input: [d]
1 3 4 6 6 6 2 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 6 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 8 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 10ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 12ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 13ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 6 14ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 6 15ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 6 6 16ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 6 17ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 6 18ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 6 19ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 6 20ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 6 21ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 6 22ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 6 23ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 6 24ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 6 25ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 1 dws SO: the, Input: [d]
1 3 4 6 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 7 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 1 dws SO: the, Input: [d]
1 3 4 6 6 8 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 6 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 8 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 10ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 12ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 13ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 8 14ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 8 15ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 6 8 16ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 8 17ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 8 18ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 8 19ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 8 20ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 8 21ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 8 22ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 8 23ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 8 24ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 8 25ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 9 ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 1 dws SO: the, Input: [d]
1 3 4 6 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 5 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 14ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 9 16ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 9 17ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 9 18ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 9 19ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 6 9 20ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 9 21ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 9 22ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 9 23ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 9 24ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 9 25ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 9 26ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 9 27ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 9 28ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 9 29ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 10ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 6 101 dws SO: the, Input: [d]
1 3 4 6 6 102 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 103 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 104 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 105 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 106 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 108 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 1010ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 1011ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 1012ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 1013ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 1014ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 1015ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 6 1016ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 1017ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 1018ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 1019ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 1020ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 1021ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 1022ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 1023ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 1024ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 1025ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 11ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 6 111 dws SO: the, Input: [d]
1 3 4 6 6 112 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 113 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 114 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 115 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 116 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 118 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 1110ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 1112ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 1113ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 6 1114ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 1115ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 6 1116ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 1117ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 1118ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 1119ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 1120ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 1121ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 1122ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 1123ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 1124ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 6 1125ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 12ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 121 dws SO: the, Input: [d]
1 3 4 6 6 13ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 6 131 dws SO: the, Input: [d]
1 3 4 6 6 132 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 6 133 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 6 134 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 6 136 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 6 137 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 6 138 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 6 139 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 6 1310ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 6 1311ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 1312ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 6 1313ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 1314ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 6 1315ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 1316ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 6 1317ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 6 14ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 6 141 dws SO: the, Input: [d]
1 3 4 6 6 15ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 6 151 dws SO: the, Input: [d]
1 3 4 6 6 152 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 6 154 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 6 155 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 6 156 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 6 157 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 6 158 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 6 159 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 1510ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 6 1511ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 1512ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 6 1513ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 6 16ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 6 161 dws SO: the, Input: [d]
1 3 4 6 6 17ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 6 171 dws SO: the, Input: [d]
1 3 4 6 6 172 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 6 173 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 6 174 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 6 175 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 6 176 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 6 177 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 178 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 6 179 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 6 18ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 181 dws SO: the, Input: [d]
1 3 4 6 6 19ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 6 191 dws SO: the, Input: [d]
1 3 4 6 6 192 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 6 193 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 6 194 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 6 195 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 6 20ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 6 201 dws SO: the, Input: [d]
1 3 4 6 6 21ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 6 211 dws SO: the, Input: [d]
1 3 4 6 7 ism SO: {{book,n!case},{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 6 7 1 dws SO: the, Input: [d]
1 3 4 6 7 1 1 esm SO: {the,d}, Input: []
1 3 4 6 7 1 2 epm SO: <the,d>, Input: []
1 3 4 6 7 1 3 epm SO: <d,the>, Input: []
1 3 4 6 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 1 dws SO: the, Input: [d]
1 3 4 6 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 5 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 11ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 1 dws SO: the, Input: [d]
1 3 4 6 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 3 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 10ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 12ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 14ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 3 16ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 3 17ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 3 18ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 3 19ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 3 20ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 3 21ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 3 22ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 3 23ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 3 24ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 3 25ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 3 26ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 3 27ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 3 28ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 3 29ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 1 dws SO: the, Input: [d]
1 3 4 6 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 3 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 10ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 1 dws SO: the, Input: [d]
1 3 4 6 7 5 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 11ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 12ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 13ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 14ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 15ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 18ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 19ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 20ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 21ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 22ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 23ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 5 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 5 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 5 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 5 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 5 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 5 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 5 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 5 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 5 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 5 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 5 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 5 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 5 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 5 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 5 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 5 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 5 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 5 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 5 42ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 5 43ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 5 44ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 5 45ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 1 dws SO: the, Input: [d]
1 3 4 6 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 3 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 10ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 12ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 14ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 6 16ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 6 17ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 6 18ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 6 19ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 6 20ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 6 21ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 6 22ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 6 23ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 6 24ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 6 25ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 6 26ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 6 27ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 6 28ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 6 29ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 7 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 1 dws SO: the, Input: [d]
1 3 4 6 7 7 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 9 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 10ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 14ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 16ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 19ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 20ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 21ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 7 22ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 7 23ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 7 24ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 7 25ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 7 26ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 7 27ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 7 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 7 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 7 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 7 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 7 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 7 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 7 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 7 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 7 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 7 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 7 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 7 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 7 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 7 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 1 dws SO: the, Input: [d]
1 3 4 6 7 8 2 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 3 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 5 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 6 ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 8 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 10ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 12ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 14ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 15ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 8 16ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 8 17ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 8 18ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 8 19ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 8 20ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 8 21ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 8 22ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 8 23ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 8 24ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 8 25ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 8 26ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 8 27ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 8 28ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 8 29ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 1 dws SO: the, Input: [d]
1 3 4 6 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 7 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 12ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 14ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 101 dws SO: the, Input: [d]
1 3 4 6 7 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 103 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 105 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 107 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 108 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 109 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1010ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1014ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1015ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1016ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 1017ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 1018ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 1019ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1020ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 1021ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 1022ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1023ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 1024ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1025ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 1026ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 1027ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 1028ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1029ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 11ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 111 dws SO: the, Input: [d]
1 3 4 6 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 115 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 119 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1111ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 12ism SO: {book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 121 dws SO: the, Input: [d]
1 3 4 6 7 122 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 123 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 125 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 127 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 128 ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 129 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1210ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1212ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1214ism SO: {book,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1216ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1217ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 1218ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 1219ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1220ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 1221ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 1222ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1223ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 1224ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1225ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 1226ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 1227ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 1228ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1229ipm SO: <{book,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 13ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 7 131 dws SO: the, Input: [d]
1 3 4 6 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 133 ism SO: {{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 137 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 139 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1310ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1312ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 7 1316ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 1317ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 7 1318ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 1319ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1320ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 1321ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 1322ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1323ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 1324ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1325ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 1326ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 1327ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 1328ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 7 1329ipm SO: <{n!case,{{book,n!case},{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 14ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 141 dws SO: the, Input: [d]
1 3 4 6 7 142 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 7 143 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 7 144 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 7 145 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 7 15ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 7 151 dws SO: the, Input: [d]
1 3 4 6 7 16ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 161 dws SO: the, Input: [d]
1 3 4 6 7 17ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 7 171 dws SO: the, Input: [d]
1 3 4 6 7 172 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 7 173 ism SO: {{book,{n!case,{book,n!case}}},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 7 174 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 7 176 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 7 178 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 7 179 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 7 1710ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 7 1711ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 1712ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 7 1713ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 1714ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 7 1715ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 1716ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 7 1717ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 7 18ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 7 181 dws SO: the, Input: [d]
1 3 4 6 7 19ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 7 191 dws SO: the, Input: [d]
1 3 4 6 7 192 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 7 194 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 7 196 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 7 197 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 7 198 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 7 199 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 1910ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 7 1911ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 1912ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 7 1913ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 7 20ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 7 201 dws SO: the, Input: [d]
1 3 4 6 7 21ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 7 211 dws SO: the, Input: [d]
1 3 4 6 7 212 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 7 214 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 7 215 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 7 216 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 7 217 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 218 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 7 219 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 7 22ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 221 dws SO: the, Input: [d]
1 3 4 6 7 23ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 7 231 dws SO: the, Input: [d]
1 3 4 6 7 232 ism SO: {book,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 7 233 ism SO: {n!case,<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 7 234 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 7 235 ipm SO: <<{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 7 24ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 7 241 dws SO: the, Input: [d]
1 3 4 6 7 25ipm SO: <{{book,n!case},{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 7 251 dws SO: the, Input: [d]
1 3 4 6 8 ism SO: {book,{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 6 8 1 dws SO: the, Input: [d]
1 3 4 6 8 1 1 esm SO: {the,d}, Input: []
1 3 4 6 8 1 2 epm SO: <the,d>, Input: []
1 3 4 6 8 1 3 epm SO: <d,the>, Input: []
1 3 4 6 8 2 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 1 dws SO: the, Input: [d]
1 3 4 6 8 2 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 2 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 2 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 8 2 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 2 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 2 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 2 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 2 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 2 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 2 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 2 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 2 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 2 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 3 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 1 dws SO: the, Input: [d]
1 3 4 6 8 3 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 11ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 12ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 14ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 17ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 19ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 21ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 3 22ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 3 23ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 3 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 3 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 3 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 3 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 3 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 3 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 3 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 3 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 8 3 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 3 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 3 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 3 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 3 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 3 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 3 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 3 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 3 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 3 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 4 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 1 dws SO: the, Input: [d]
1 3 4 6 8 4 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 4 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 4 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 8 4 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 4 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 4 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 4 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 4 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 4 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 4 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 4 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 4 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 4 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 5 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 1 dws SO: the, Input: [d]
1 3 4 6 8 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 9 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 12ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 8 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 6 ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 1 dws SO: the, Input: [d]
1 3 4 6 8 6 2 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 4 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 6 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 8 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 10ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 11ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 12ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 13ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 6 14ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 6 15ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 8 6 16ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 6 17ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 6 18ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 6 19ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 6 20ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 6 21ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 6 22ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 6 23ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 6 24ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 6 25ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 7 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 1 dws SO: the, Input: [d]
1 3 4 6 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 7 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 12ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 8 ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 1 dws SO: the, Input: [d]
1 3 4 6 8 8 2 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 3 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 4 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 6 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 8 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 10ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 11ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 12ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 13ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 8 14ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 8 15ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 8 8 16ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 8 17ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 8 18ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 8 19ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 8 20ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 8 21ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 8 22ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 8 23ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 8 24ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 8 25ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 9 ism SO: {{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 1 dws SO: the, Input: [d]
1 3 4 6 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 5 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 10ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 12ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 14ism SO: {book,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 9 16ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 9 17ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 9 18ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 9 19ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 8 9 20ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 9 21ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 9 22ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 9 23ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 9 24ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 9 25ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 9 26ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 9 27ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 9 28ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 9 29ipm SO: <{{book,n!case},{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 10ism SO: {book,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 8 101 dws SO: the, Input: [d]
1 3 4 6 8 102 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 103 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 104 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 105 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 106 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 108 ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 1010ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 1011ism SO: {{book,n!case},{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 1012ism SO: {book,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 1013ism SO: {n!case,{book,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 1014ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 1015ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 8 1016ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 1017ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 1018ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 1019ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 1020ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 1021ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 1022ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 1023ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 1024ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 1025ipm SO: <{book,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 11ism SO: {n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 8 111 dws SO: the, Input: [d]
1 3 4 6 8 112 ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 113 ism SO: {{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 114 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 115 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 116 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 118 ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 1110ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 1112ism SO: {book,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 1113ism SO: {n!case,{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 8 1114ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 1115ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 8 1116ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 1117ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 1118ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 1119ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 1120ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 1121ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 1122ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 1123ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 1124ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 8 1125ipm SO: <{n!case,{book,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 12ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 8 121 dws SO: the, Input: [d]
1 3 4 6 8 13ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 8 131 dws SO: the, Input: [d]
1 3 4 6 8 132 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 8 133 ism SO: {{book,{n!case,{book,n!case}}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 8 134 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 8 135 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 8 136 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 8 137 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 8 138 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 8 139 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 8 1310ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 8 1311ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 1312ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 8 1313ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 1314ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 8 1315ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 1316ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 8 1317ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 8 14ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 8 141 dws SO: the, Input: [d]
1 3 4 6 8 15ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 8 151 dws SO: the, Input: [d]
1 3 4 6 8 152 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 8 153 ism SO: {{n!case,{book,n!case}},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 8 154 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 8 155 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 8 156 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 8 157 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 8 158 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 8 159 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 1510ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 8 1511ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 1512ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 8 1513ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 8 16ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 8 161 dws SO: the, Input: [d]
1 3 4 6 8 17ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 8 171 dws SO: the, Input: [d]
1 3 4 6 8 172 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 8 173 ism SO: {{book,n!case},<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 8 174 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 8 175 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 8 176 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 8 177 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 178 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 8 179 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 8 18ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 181 dws SO: the, Input: [d]
1 3 4 6 8 19ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 8 191 dws SO: the, Input: [d]
1 3 4 6 8 192 ism SO: {book,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 8 193 ism SO: {n!case,<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 8 194 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 8 195 ipm SO: <<{book,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 8 20ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 8 201 dws SO: the, Input: [d]
1 3 4 6 8 21ipm SO: <{book,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 8 211 dws SO: the, Input: [d]
1 3 4 6 9 ism SO: {n!case,{book,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 6 9 1 dws SO: the, Input: [d]
1 3 4 6 9 1 1 esm SO: {the,d}, Input: []
1 3 4 6 9 1 2 epm SO: <the,d>, Input: []
1 3 4 6 9 1 3 epm SO: <d,the>, Input: []
1 3 4 6 9 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 1 dws SO: the, Input: [d]
1 3 4 6 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 6 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 8 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 10ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 12ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 2 14ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 2 15ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 9 2 16ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 2 17ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 2 18ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 2 19ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 2 20ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 2 21ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 2 22ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 2 23ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 2 24ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 2 25ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 3 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 1 dws SO: the, Input: [d]
1 3 4 6 9 3 2 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 3 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 5 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 6 ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 7 ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 8 ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 9 ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 10ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 11ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 12ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 13ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 14ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 16ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 17ism SO: {{n!case,{book,n!case}},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 18ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 19ism SO: {{book,n!case},{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 20ism SO: {book,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 21ism SO: {n!case,{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 3 22ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 3 23ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 3 24ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 3 25ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 3 26ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 3 27ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 3 28ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 3 29ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 3 30ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 3 31ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 9 3 32ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 3 33ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 3 34ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 3 35ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 3 36ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 3 37ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 3 38ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 3 39ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 3 40ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 3 41ipm SO: <{{book,{book,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 4 ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 1 dws SO: the, Input: [d]
1 3 4 6 9 4 2 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 4 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 6 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 8 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 10ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 12ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 13ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 4 14ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 4 15ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 9 4 16ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 4 17ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 4 18ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 4 19ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 4 20ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 4 21ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 4 22ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 4 23ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 4 24ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 4 25ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 5 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 1 dws SO: the, Input: [d]
1 3 4 6 9 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 9 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 11ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 12ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 9 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 6 ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 1 dws SO: the, Input: [d]
1 3 4 6 9 6 2 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 4 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 6 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 8 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 10ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 11ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 12ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 13ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 6 14ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 6 15ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 9 6 16ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 6 17ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 6 18ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 6 19ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 6 20ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 6 21ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 6 22ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 6 23ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 6 24ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 6 25ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 1 dws SO: the, Input: [d]
1 3 4 6 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 7 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 9 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 1 dws SO: the, Input: [d]
1 3 4 6 9 8 2 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 3 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 4 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 5 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 6 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 8 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 10ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 12ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 13ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 8 14ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 8 15ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 9 8 16ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 8 17ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 8 18ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 8 19ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 8 20ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 8 21ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 8 22ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 8 23ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 8 24ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 8 25ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 9 ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 1 dws SO: the, Input: [d]
1 3 4 6 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 5 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 7 ism SO: {{book,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 10ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 10ism SO: {book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 9 101 dws SO: the, Input: [d]
1 3 4 6 9 102 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 103 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 104 ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 105 ism SO: {{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 106 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 108 ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 1010ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 1012ism SO: {book,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 1013ism SO: {n!case,{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 1014ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 1015ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 9 1016ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 1017ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 1018ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 1019ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 1020ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 1021ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 1022ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 1023ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 1024ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 1025ipm SO: <{book,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 11ism SO: {n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 6 9 111 dws SO: the, Input: [d]
1 3 4 6 9 112 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 113 ism SO: {{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 114 ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 115 ism SO: {{book,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 116 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 118 ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 1110ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 1112ism SO: {book,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 1113ism SO: {n!case,{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 6 9 1114ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 1115ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 6 9 1116ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 1117ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 1118ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 1119ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 1120ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 1121ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 1122ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 1123ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 1124ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 6 9 1125ipm SO: <{n!case,{n!case,{book,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 12ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 121 dws SO: the, Input: [d]
1 3 4 6 9 13ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 6 9 131 dws SO: the, Input: [d]
1 3 4 6 9 132 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 9 133 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 9 134 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 9 136 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 9 137 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 9 138 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 9 139 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 6 9 1310ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 9 1311ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 1312ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 9 1313ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 1314ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 9 1315ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 1316ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 6 9 1317ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 6 9 14ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 9 141 dws SO: the, Input: [d]
1 3 4 6 9 15ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 9 151 dws SO: the, Input: [d]
1 3 4 6 9 152 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 9 154 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 9 155 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 9 156 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 9 157 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 9 158 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 9 159 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 1510ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 9 1511ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 1512ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 9 1513ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 9 16ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 9 161 dws SO: the, Input: [d]
1 3 4 6 9 17ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 9 171 dws SO: the, Input: [d]
1 3 4 6 9 172 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 9 173 ism SO: {{book,n!case},<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 9 174 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 9 175 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 9 176 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 9 177 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 178 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 9 179 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 9 18ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 181 dws SO: the, Input: [d]
1 3 4 6 9 19ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 9 191 dws SO: the, Input: [d]
1 3 4 6 9 192 ism SO: {book,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 9 193 ism SO: {n!case,<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 9 194 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 9 195 ipm SO: <<{n!case,{book,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 9 20ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 6 9 201 dws SO: the, Input: [d]
1 3 4 6 9 21ipm SO: <{n!case,{book,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 6 9 211 dws SO: the, Input: [d]
1 3 4 6 10ipm SO: <{book,{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 6 101 dws SO: the, Input: [d]
1 3 4 6 101 1 esm SO: {the,d}, Input: []
1 3 4 6 101 2 epm SO: <the,d>, Input: []
1 3 4 6 101 3 epm SO: <d,the>, Input: []
1 3 4 6 11ipm SO: <{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 6 111 dws SO: the, Input: [d]
1 3 4 6 111 1 esm SO: {the,d}, Input: []
1 3 4 6 111 2 epm SO: <the,d>, Input: []
1 3 4 6 111 3 epm SO: <d,the>, Input: []
1 3 4 6 112 ism SO: {book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 112 1 dws SO: the, Input: [d]
1 3 4 6 112 2 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 112 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 112 4 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 112 5 ism SO: {{n!case,{book,n!case}},{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 112 6 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 112 7 ism SO: {{book,n!case},{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 112 8 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 112 9 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 112 10ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 112 11ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 6 112 12ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 112 13ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 112 14ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 112 15ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 112 16ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 112 17ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 113 ism SO: {{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 113 1 dws SO: the, Input: [d]
1 3 4 6 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 5 ism SO: {book,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 7 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 8 ism SO: {book,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 12ism SO: {book,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 113 14ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 113 15ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 113 16ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 113 17ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 113 18ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 113 19ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 6 113 20ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 113 21ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 113 22ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 113 23ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 113 24ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 113 25ipm SO: <{{n!case,{book,n!case}},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 114 ism SO: {n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 114 1 dws SO: the, Input: [d]
1 3 4 6 114 2 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 114 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 114 4 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 114 6 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 114 7 ism SO: {{book,n!case},{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 114 8 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 114 9 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 114 10ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 114 11ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 6 114 12ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 114 13ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 114 14ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 114 15ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 114 16ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 114 17ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 115 ism SO: {{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 115 1 dws SO: the, Input: [d]
1 3 4 6 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 115 3 ism SO: {book,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 115 4 ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 115 5 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 115 6 ism SO: {book,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 115 8 ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 115 10ism SO: {book,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 115 11ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 115 12ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 115 13ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 115 14ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 115 15ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 6 115 16ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 115 17ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 115 18ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 115 19ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 115 20ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 115 21ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 116 ism SO: {book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 116 1 dws SO: the, Input: [d]
1 3 4 6 116 2 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 116 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 116 4 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 116 5 ism SO: {{n!case,{book,n!case}},{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 116 6 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 116 7 ism SO: {{book,n!case},{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 116 8 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 116 9 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 116 10ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 116 11ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 6 116 12ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 116 13ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 116 14ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 116 15ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 116 16ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 116 17ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 117 ism SO: {n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 6 117 1 dws SO: the, Input: [d]
1 3 4 6 117 2 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 117 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 117 4 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 117 6 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 117 7 ism SO: {{book,n!case},{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 117 8 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 117 9 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 6 117 10ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 117 11ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 6 117 12ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 117 13ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 117 14ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 117 15ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 117 16ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 6 117 17ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 6 118 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 118 1 dws SO: the, Input: [d]
1 3 4 6 119 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 119 1 dws SO: the, Input: [d]
1 3 4 6 119 2 ism SO: {n!case,<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 119 3 ism SO: {{book,n!case},<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 119 4 ism SO: {book,<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 119 5 ism SO: {n!case,<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 119 6 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 119 7 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 119 8 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 119 9 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 1110ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 11101 dws SO: the, Input: [d]
1 3 4 6 1111ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 11111 dws SO: the, Input: [d]
1 3 4 6 11112 ism SO: {book,<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 6 11113 ism SO: {n!case,<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 6 11114 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 11115 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 1112ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 6 11121 dws SO: the, Input: [d]
1 3 4 6 1113ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 6 11131 dws SO: the, Input: [d]
1 3 4 6 12ipm SO: <{book,{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 6 121 dws SO: the, Input: [d]
1 3 4 6 121 1 esm SO: {the,d}, Input: []
1 3 4 6 121 2 epm SO: <the,d>, Input: []
1 3 4 6 121 3 epm SO: <d,the>, Input: []
1 3 4 6 13ipm SO: <{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 6 131 dws SO: the, Input: [d]
1 3 4 6 131 1 esm SO: {the,d}, Input: []
1 3 4 6 131 2 epm SO: <the,d>, Input: []
1 3 4 6 131 3 epm SO: <d,the>, Input: []
1 3 4 6 132 ism SO: {n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 132 1 dws SO: the, Input: [d]
1 3 4 6 132 2 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 132 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 132 4 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 132 5 ism SO: {{book,n!case},{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 132 6 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 132 7 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 132 8 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 6 132 9 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 6 132 10ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 6 132 11ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 132 12ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 6 132 13ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 6 133 ism SO: {{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 133 1 dws SO: the, Input: [d]
1 3 4 6 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 133 3 ism SO: {book,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 133 4 ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 133 5 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 133 6 ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 133 8 ism SO: {book,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 133 9 ism SO: {n!case,{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 133 10ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 133 11ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 6 133 12ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 6 133 13ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 6 133 14ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 6 133 15ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 133 16ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 6 133 17ipm SO: <{{book,n!case},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 6 134 ism SO: {book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 134 1 dws SO: the, Input: [d]
1 3 4 6 134 2 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 134 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 134 4 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 134 5 ism SO: {{book,n!case},{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 134 6 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 134 7 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 134 8 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 6 134 9 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 6 134 10ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 6 134 11ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 134 12ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 6 134 13ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 6 135 ism SO: {n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 6 135 1 dws SO: the, Input: [d]
1 3 4 6 135 2 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 135 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 135 4 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 135 5 ism SO: {{book,n!case},{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 135 6 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 135 7 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 6 135 8 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 6 135 9 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 6 135 10ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 6 135 11ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 6 135 12ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 6 135 13ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 6 136 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 136 1 dws SO: the, Input: [d]
1 3 4 6 137 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 6 137 1 dws SO: the, Input: [d]
1 3 4 6 137 2 ism SO: {book,<<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 6 137 3 ism SO: {n!case,<<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 6 137 4 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 137 5 ipm SO: <<<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 138 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 6 138 1 dws SO: the, Input: [d]
1 3 4 6 139 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 6 139 1 dws SO: the, Input: [d]
1 3 4 6 14ipm SO: <{book,{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 6 141 dws SO: the, Input: [d]
1 3 4 6 141 1 esm SO: {the,d}, Input: []
1 3 4 6 141 2 epm SO: <the,d>, Input: []
1 3 4 6 141 3 epm SO: <d,the>, Input: []
1 3 4 6 15ipm SO: <{book,{book,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 6 151 dws SO: the, Input: [d]
1 3 4 6 151 1 esm SO: {the,d}, Input: []
1 3 4 6 151 2 epm SO: <the,d>, Input: []
1 3 4 6 151 3 epm SO: <d,the>, Input: []
1 3 4 6 152 ism SO: {book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 152 1 dws SO: the, Input: [d]
1 3 4 6 152 2 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 6 152 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 6 152 4 ism SO: {book,{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 6 152 5 ism SO: {n!case,{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 6 152 6 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 6 152 7 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 6 152 8 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 6 152 9 ipm SO: <{book,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 6 153 ism SO: {n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 6 153 1 dws SO: the, Input: [d]
1 3 4 6 153 2 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 6 153 3 ism SO: {<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 6 153 4 ism SO: {book,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 6 153 5 ism SO: {n!case,{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 6 153 6 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 6 153 7 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 6 153 8 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 6 153 9 ipm SO: <{n!case,<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 6 154 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 6 154 1 dws SO: the, Input: [d]
1 3 4 6 155 ipm SO: <<{book,{book,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 6 155 1 dws SO: the, Input: [d]
1 3 4 6 16ipm SO: <{book,{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 6 161 dws SO: the, Input: [d]
1 3 4 6 161 1 esm SO: {the,d}, Input: []
1 3 4 6 161 2 epm SO: <the,d>, Input: []
1 3 4 6 161 3 epm SO: <d,the>, Input: []
1 3 4 6 17ipm SO: <{book,{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 6 171 dws SO: the, Input: [d]
1 3 4 6 171 1 esm SO: {the,d}, Input: []
1 3 4 6 171 2 epm SO: <the,d>, Input: []
1 3 4 6 171 3 epm SO: <d,the>, Input: []
1 3 4 7 ism SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 4 7 1 dws SO: the, Input: [d]
1 3 4 7 1 1 esm SO: {the,d}, Input: []
1 3 4 7 1 1 1 uws SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 4 7 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 7 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 7 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 7 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 7 1 2 epm SO: <the,d>, Input: []
1 3 4 7 1 2 1 uws SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 4 7 1 3 epm SO: <d,the>, Input: []
1 3 4 7 1 3 1 uws SO: {n!case,{book,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 4 7 2 ism SO: {n!case,{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 7 2 1 dws SO: the, Input: [d]
1 3 4 7 2 1 1 esm SO: {the,d}, Input: []
1 3 4 7 2 1 2 epm SO: <the,d>, Input: []
1 3 4 7 2 1 3 epm SO: <d,the>, Input: []
1 3 4 7 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 1 dws SO: the, Input: [d]
1 3 4 7 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 2 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 2 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 2 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 2 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 2 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 3 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 1 dws SO: the, Input: [d]
1 3 4 7 2 3 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 11ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 12ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 16ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 19ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 21ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 3 22ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 3 23ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 3 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 3 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 3 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 3 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 3 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 3 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 3 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 3 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 2 3 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 3 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 3 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 3 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 3 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 3 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 3 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 3 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 3 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 3 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 1 dws SO: the, Input: [d]
1 3 4 7 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 2 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 4 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 4 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 4 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 4 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 5 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 1 dws SO: the, Input: [d]
1 3 4 7 2 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 9 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 2 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 1 dws SO: the, Input: [d]
1 3 4 7 2 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 10ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 12ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 13ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 6 14ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 6 15ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 2 6 16ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 6 17ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 6 18ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 6 19ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 6 20ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 6 21ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 6 22ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 6 23ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 6 24ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 6 25ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 1 dws SO: the, Input: [d]
1 3 4 7 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 7 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 2 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 1 dws SO: the, Input: [d]
1 3 4 7 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 8 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 8 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 2 8 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 8 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 8 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 8 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 8 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 8 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 8 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 8 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 8 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 8 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 9 ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 1 dws SO: the, Input: [d]
1 3 4 7 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 5 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 2 101 dws SO: the, Input: [d]
1 3 4 7 2 102 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 103 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 104 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 105 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 106 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 108 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 1010ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 1012ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 1013ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 1014ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 1015ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 2 1016ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 1017ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 1018ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 1019ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 1020ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 1021ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 1022ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 1023ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 1024ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 1025ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 11ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 2 111 dws SO: the, Input: [d]
1 3 4 7 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 113 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 115 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 118 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 1110ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 1112ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 2 1114ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 1115ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 2 1116ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 1117ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 1118ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 1119ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 1120ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 1121ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 1122ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 1123ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 1124ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 2 1125ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 12ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 121 dws SO: the, Input: [d]
1 3 4 7 2 13ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 2 131 dws SO: the, Input: [d]
1 3 4 7 2 132 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 2 133 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 2 134 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 2 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 2 136 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 2 138 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 2 139 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 2 1310ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 2 1311ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 1312ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 2 1313ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 1314ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 2 1315ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 1316ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 2 1317ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 141 dws SO: the, Input: [d]
1 3 4 7 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 2 151 dws SO: the, Input: [d]
1 3 4 7 2 152 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 2 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 2 154 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 2 156 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 2 157 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 2 158 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 2 159 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 1510ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 2 1511ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 1512ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 2 1513ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 2 161 dws SO: the, Input: [d]
1 3 4 7 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 2 171 dws SO: the, Input: [d]
1 3 4 7 2 172 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 2 174 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 2 175 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 2 176 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 2 177 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 178 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 2 179 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 181 dws SO: the, Input: [d]
1 3 4 7 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 2 191 dws SO: the, Input: [d]
1 3 4 7 2 192 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 2 193 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 2 194 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 2 195 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 2 201 dws SO: the, Input: [d]
1 3 4 7 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 2 211 dws SO: the, Input: [d]
1 3 4 7 3 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 7 3 1 dws SO: the, Input: [d]
1 3 4 7 3 1 1 esm SO: {the,d}, Input: []
1 3 4 7 3 1 2 epm SO: <the,d>, Input: []
1 3 4 7 3 1 3 epm SO: <d,the>, Input: []
1 3 4 7 3 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 1 dws SO: the, Input: [d]
1 3 4 7 3 2 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 9 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 10ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 13ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 14ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 15ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 17ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 19ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 20ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 21ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 22ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 23ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 24ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 25ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 2 26ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 2 27ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 2 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 2 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 2 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 2 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 2 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 2 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 2 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 2 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 2 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 2 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 2 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 2 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 2 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 2 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 2 42ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 2 43ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 2 44ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 2 45ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 2 46ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 2 47ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 2 48ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 2 49ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 1 dws SO: the, Input: [d]
1 3 4 7 3 3 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 3 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 12ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 14ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 15ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 16ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 17ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 18ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 19ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 3 20ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 3 21ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 3 22ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 3 23ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 3 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 3 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 3 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 3 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 3 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 3 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 3 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 3 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 3 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 3 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 3 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 3 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 3 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 3 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 1 dws SO: the, Input: [d]
1 3 4 7 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 7 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 8 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 9 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 15ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 17ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 18ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 4 24ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 4 25ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 4 26ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 4 27ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 4 28ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 4 29ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 4 30ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 4 31ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 4 32ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 4 33ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 4 34ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 4 35ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 4 36ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 4 37ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 4 38ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 4 39ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 4 40ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 4 41ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 4 42ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 4 43ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 4 44ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 4 45ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 1 dws SO: the, Input: [d]
1 3 4 7 3 5 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 3 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 12ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 14ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 16ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 17ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 18ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 19ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 5 20ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 5 21ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 5 22ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 5 23ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 5 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 5 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 5 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 5 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 5 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 5 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 5 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 5 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 5 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 5 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 5 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 5 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 5 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 5 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 1 dws SO: the, Input: [d]
1 3 4 7 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 3 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 4 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 5 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 6 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 7 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 9 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 10ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 11ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 12ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 14ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 15ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 16ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 18ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 19ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 20ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 21ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 6 22ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 6 23ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 6 24ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 6 25ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 6 26ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 6 27ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 6 28ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 6 29ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 6 30ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 6 31ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 6 32ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 6 33ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 6 34ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 6 35ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 6 36ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 6 37ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 6 38ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 6 39ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 6 40ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 6 41ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 1 dws SO: the, Input: [d]
1 3 4 7 3 7 2 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 3 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 4 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 5 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 7 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 8 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 9 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 10ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 12ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 13ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 14ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 16ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 17ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 18ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 19ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 7 20ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 7 21ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 7 22ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 7 23ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 7 24ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 7 25ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 7 26ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 7 27ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 7 28ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 7 29ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 7 30ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 7 31ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 7 32ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 7 33ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 7 34ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 7 35ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 7 36ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 7 37ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 1 dws SO: the, Input: [d]
1 3 4 7 3 8 2 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 3 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 4 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 5 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 7 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 8 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 9 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 10ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 12ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 13ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 14ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 16ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 17ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 18ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 19ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 8 20ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 8 21ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 8 22ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 8 23ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 8 24ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 8 25ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 8 26ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 8 27ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 8 28ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 8 29ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 8 30ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 8 31ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 8 32ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 8 33ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 8 34ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 8 35ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 8 36ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 8 37ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 1 dws SO: the, Input: [d]
1 3 4 7 3 9 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 11ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 12ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 13ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 15ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 16ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 17ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 19ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 20ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 21ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 22ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 24ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 25ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 26ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 27ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 9 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 9 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 9 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 9 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 9 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 9 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 9 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 9 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 9 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 9 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 9 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 9 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 9 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 9 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 9 42ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 9 43ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 9 44ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 9 45ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 9 46ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 9 47ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 9 48ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 9 49ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 9 50ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 9 51ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 9 52ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 9 53ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 101 dws SO: the, Input: [d]
1 3 4 7 3 102 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 103 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 104 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 105 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 106 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 107 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 108 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 109 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1010ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1011ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1012ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1013ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1014ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1015ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1016ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1017ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1018ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1019ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1020ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1021ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 1022ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1023ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1024ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1025ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1026ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1027ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1028ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1029ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 1030ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1031ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1032ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1033ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1034ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1035ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1036ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1037ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 11ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 111 dws SO: the, Input: [d]
1 3 4 7 3 112 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 113 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 114 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 115 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 116 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 117 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 118 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 119 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1110ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1111ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1112ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1113ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1114ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1115ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1116ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1117ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1118ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1119ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1120ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1121ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1122ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1123ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1124ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1125ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1126ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1127ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1128ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1129ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1130ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1131ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1132ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1133ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 1134ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1135ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1136ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1137ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1138ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1139ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1140ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1141ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 1142ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1143ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1144ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1145ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1146ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1147ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1148ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1149ipm SO: <{{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 12ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 121 dws SO: the, Input: [d]
1 3 4 7 3 122 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 123 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 124 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 125 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 126 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 127 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 128 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 129 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1210ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1211ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1212ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1213ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1214ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1215ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1216ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1217ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1218ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1219ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1220ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1221ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 1222ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1223ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1224ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1225ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1226ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1227ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1228ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1229ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 1230ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1231ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1232ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1233ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1234ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1235ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1236ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1237ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 13ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 131 dws SO: the, Input: [d]
1 3 4 7 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 135 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 137 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 138 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 139 ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1313ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1315ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1316ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1317ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1318ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1322ism SO: {book,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1324ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1325ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1326ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1327ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1328ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1329ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 1330ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1331ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1332ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1333ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1334ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1335ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1336ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1337ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 1338ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1339ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1340ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1341ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1342ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1343ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1344ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1345ipm SO: <{{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 141 dws SO: the, Input: [d]
1 3 4 7 3 142 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 143 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 144 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 145 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 147 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 148 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 149 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1410ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1411ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1412ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1413ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1414ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1416ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1417ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1418ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1419ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1420ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1421ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 1422ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1423ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1424ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1425ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1426ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1427ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1428ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1429ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 1430ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1431ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1432ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1433ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1434ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1435ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1436ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1437ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 15ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 151 dws SO: the, Input: [d]
1 3 4 7 3 152 ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 153 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 154 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 155 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 156 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 157 ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 159 ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1510ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1511ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1512ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1513ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1514ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1515ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1516ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1518ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1519ism SO: {{book,n!case},{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1520ism SO: {book,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1521ism SO: {n!case,{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1522ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1523ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1524ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1525ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 1526ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1527ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1528ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1529ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1530ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1531ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1532ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1533ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 1534ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1535ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1536ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1537ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1538ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1539ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1540ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1541ipm SO: <{{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 16ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 161 dws SO: the, Input: [d]
1 3 4 7 3 162 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 163 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 164 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 165 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 166 ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 167 ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 168 ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 169 ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1610ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1611ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1612ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1613ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1614ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1615ism SO: {{n!case,{book,n!case}},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1616ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1617ism SO: {{book,n!case},{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1618ism SO: {book,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1619ism SO: {n!case,{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1620ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1621ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 1622ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1623ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1624ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1625ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1626ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1627ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1628ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1629ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 1630ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1631ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1632ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1633ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1634ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1635ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1636ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1637ipm SO: <{book,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 17ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 3 171 dws SO: the, Input: [d]
1 3 4 7 3 172 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 173 ism SO: {{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 174 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 175 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 177 ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 178 ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 179 ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1710ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1711ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1712ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1713ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1714ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1716ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1717ism SO: {{book,n!case},{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1718ism SO: {book,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1719ism SO: {n!case,{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 3 1720ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1721ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 3 1722ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1723ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1724ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1725ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1726ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1727ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1728ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1729ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 1730ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1731ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 1732ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1733ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1734ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 1735ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1736ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 3 1737ipm SO: <{n!case,{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 18ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 181 dws SO: the, Input: [d]
1 3 4 7 3 182 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 183 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 184 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 185 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 186 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 187 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 188 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 3 189 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 1810ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 3 1811ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 1812ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 3 1813ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 3 19ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 3 191 dws SO: the, Input: [d]
1 3 4 7 3 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 201 dws SO: the, Input: [d]
1 3 4 7 3 202 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 3 203 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 3 204 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 3 205 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 3 206 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 3 207 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 208 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 3 209 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 3 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 211 dws SO: the, Input: [d]
1 3 4 7 3 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 221 dws SO: the, Input: [d]
1 3 4 7 3 222 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 3 223 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 3 224 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 3 225 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 3 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 3 231 dws SO: the, Input: [d]
1 3 4 7 3 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 241 dws SO: the, Input: [d]
1 3 4 7 3 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 3 251 dws SO: the, Input: [d]
1 3 4 7 3 252 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 3 253 ism SO: {{book,{n!case,{book,n!case}}},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 3 254 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 3 255 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 3 256 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 3 257 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 3 258 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 3 259 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 3 2510ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 3 2511ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 2512ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 3 2513ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 2514ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 3 2515ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 2516ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 3 2517ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 3 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 261 dws SO: the, Input: [d]
1 3 4 7 3 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 3 271 dws SO: the, Input: [d]
1 3 4 7 3 272 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 273 ism SO: {{n!case,{book,n!case}},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 274 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 275 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 276 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 277 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 3 278 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 3 279 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 2710ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 3 2711ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 2712ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 3 2713ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 3 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 3 281 dws SO: the, Input: [d]
1 3 4 7 3 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 3 291 dws SO: the, Input: [d]
1 3 4 7 3 292 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 3 293 ism SO: {{book,n!case},<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 3 294 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 3 295 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 3 296 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 3 297 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 298 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 3 299 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 3 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 301 dws SO: the, Input: [d]
1 3 4 7 3 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 3 311 dws SO: the, Input: [d]
1 3 4 7 3 312 ism SO: {book,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 3 313 ism SO: {n!case,<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 3 314 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 3 315 ipm SO: <<{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 3 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 3 321 dws SO: the, Input: [d]
1 3 4 7 3 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 3 331 dws SO: the, Input: [d]
1 3 4 7 4 ism SO: {book,{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 7 4 1 dws SO: the, Input: [d]
1 3 4 7 4 1 1 esm SO: {the,d}, Input: []
1 3 4 7 4 1 2 epm SO: <the,d>, Input: []
1 3 4 7 4 1 3 epm SO: <d,the>, Input: []
1 3 4 7 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 1 dws SO: the, Input: [d]
1 3 4 7 4 2 2 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 4 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 8 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 10ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 12ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 13ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 2 14ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 2 15ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 4 2 16ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 2 17ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 2 18ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 2 19ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 2 20ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 2 21ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 2 22ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 2 23ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 2 24ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 2 25ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 3 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 1 dws SO: the, Input: [d]
1 3 4 7 4 3 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 11ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 12ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 16ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 19ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 21ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 3 22ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 3 23ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 3 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 3 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 3 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 3 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 3 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 3 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 3 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 3 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 4 3 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 3 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 3 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 3 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 3 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 3 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 3 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 3 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 3 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 3 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 1 dws SO: the, Input: [d]
1 3 4 7 4 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 10ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 12ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 13ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 4 14ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 4 15ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 4 4 16ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 4 17ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 4 18ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 4 19ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 4 20ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 4 21ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 4 22ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 4 23ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 4 24ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 4 25ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 5 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 1 dws SO: the, Input: [d]
1 3 4 7 4 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 9 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 4 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 1 dws SO: the, Input: [d]
1 3 4 7 4 6 2 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 4 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 8 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 10ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 12ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 13ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 6 14ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 6 15ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 4 6 16ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 6 17ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 6 18ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 6 19ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 6 20ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 6 21ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 6 22ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 6 23ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 6 24ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 6 25ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 7 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 1 dws SO: the, Input: [d]
1 3 4 7 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 7 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 12ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 7 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 7 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 7 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 7 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 7 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 7 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 4 7 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 7 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 7 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 7 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 7 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 7 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 7 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 7 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 7 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 7 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 1 dws SO: the, Input: [d]
1 3 4 7 4 8 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 4 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 8 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 10ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 12ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 13ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 8 14ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 8 15ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 4 8 16ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 8 17ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 8 18ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 8 19ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 8 20ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 8 21ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 8 22ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 8 23ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 8 24ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 8 25ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 9 ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 1 dws SO: the, Input: [d]
1 3 4 7 4 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 5 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 12ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 14ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 9 16ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 9 17ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 9 18ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 9 19ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 4 9 20ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 9 21ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 9 22ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 9 23ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 9 24ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 9 25ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 9 26ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 9 27ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 9 28ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 9 29ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 10ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 4 101 dws SO: the, Input: [d]
1 3 4 7 4 102 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 103 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 104 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 105 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 106 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 108 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 109 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 1010ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 1011ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 1012ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 1013ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 1014ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 1015ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 4 1016ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 1017ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 1018ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 1019ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 1020ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 1021ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 1022ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 1023ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 1024ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 1025ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 11ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 4 111 dws SO: the, Input: [d]
1 3 4 7 4 112 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 113 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 114 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 115 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 116 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 118 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 1110ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 1112ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 1113ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 4 1114ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 1115ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 4 1116ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 1117ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 1118ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 1119ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 1120ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 1121ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 1122ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 1123ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 1124ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 4 1125ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 12ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 4 121 dws SO: the, Input: [d]
1 3 4 7 4 13ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 4 131 dws SO: the, Input: [d]
1 3 4 7 4 132 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 4 133 ism SO: {{book,{n!case,{book,n!case}}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 4 134 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 4 135 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 4 136 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 4 137 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 4 138 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 4 139 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 4 1310ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 4 1311ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 1312ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 4 1313ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 1314ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 4 1315ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 1316ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 4 1317ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 4 14ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 141 dws SO: the, Input: [d]
1 3 4 7 4 15ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 4 151 dws SO: the, Input: [d]
1 3 4 7 4 152 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 4 153 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 4 154 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 4 155 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 4 156 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 4 157 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 4 158 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 4 159 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 1510ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 4 1511ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 1512ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 4 1513ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 4 16ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 4 161 dws SO: the, Input: [d]
1 3 4 7 4 17ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 4 171 dws SO: the, Input: [d]
1 3 4 7 4 172 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 4 173 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 4 174 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 4 175 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 4 176 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 4 177 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 178 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 4 179 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 4 18ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 181 dws SO: the, Input: [d]
1 3 4 7 4 19ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 4 191 dws SO: the, Input: [d]
1 3 4 7 4 192 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 4 193 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 4 194 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 4 195 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 4 20ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 4 201 dws SO: the, Input: [d]
1 3 4 7 4 21ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 4 211 dws SO: the, Input: [d]
1 3 4 7 5 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 7 5 1 dws SO: the, Input: [d]
1 3 4 7 5 1 1 esm SO: {the,d}, Input: []
1 3 4 7 5 1 2 epm SO: <the,d>, Input: []
1 3 4 7 5 1 3 epm SO: <d,the>, Input: []
1 3 4 7 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 1 dws SO: the, Input: [d]
1 3 4 7 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 16ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 1 dws SO: the, Input: [d]
1 3 4 7 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 12ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 1 dws SO: the, Input: [d]
1 3 4 7 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 13ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 14ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 1 dws SO: the, Input: [d]
1 3 4 7 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 11ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 12ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 1 dws SO: the, Input: [d]
1 3 4 7 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 12ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 1 dws SO: the, Input: [d]
1 3 4 7 5 7 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 11ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 13ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 14ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 15ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 16ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 17ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 19ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 22ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 23ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 24ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 25ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 7 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 7 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 7 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 7 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 7 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 7 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 7 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 7 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 7 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 7 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 7 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 7 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 7 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 7 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 7 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 7 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 7 42ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 7 43ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 7 44ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 7 45ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 7 46ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 7 47ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 7 48ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 7 49ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 1 dws SO: the, Input: [d]
1 3 4 7 5 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 11ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 12ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 8 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 8 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 8 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 8 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 8 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 8 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 9 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 1 dws SO: the, Input: [d]
1 3 4 7 5 9 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 10ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 11ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 12ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 13ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 15ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 17ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 18ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 20ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 21ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 22ism SO: {book,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 23ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 9 24ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 9 25ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 9 26ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 9 27ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 9 28ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 9 29ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 9 30ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 9 31ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 9 32ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 9 33ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 9 34ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 9 35ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 9 36ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 9 37ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 9 38ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 9 39ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 9 40ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 9 41ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 9 42ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 9 43ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 9 44ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 9 45ipm SO: <{{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 101 dws SO: the, Input: [d]
1 3 4 7 5 102 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 103 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 104 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 105 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 106 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 107 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 108 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 109 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1010ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1011ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1012ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1013ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1014ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1015ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1016ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1017ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1018ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1019ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 1020ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1021ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1022ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1023ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1024ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1025ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 1026ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1027ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 1028ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1029ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1030ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1031ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1032ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1033ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 111 dws SO: the, Input: [d]
1 3 4 7 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 117 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1113ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1114ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1115ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1116ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 121 dws SO: the, Input: [d]
1 3 4 7 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 123 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 129 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1210ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1211ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1212ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 131 dws SO: the, Input: [d]
1 3 4 7 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 135 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1311ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1312ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1313ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1314ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 14ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 141 dws SO: the, Input: [d]
1 3 4 7 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 143 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 149 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1410ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1411ism SO: {{book,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1412ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 15ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 5 151 dws SO: the, Input: [d]
1 3 4 7 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 153 ism SO: {{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 159 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1510ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1511ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1512ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 16ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 161 dws SO: the, Input: [d]
1 3 4 7 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 5 164 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 5 166 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 5 167 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 168 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 5 169 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 5 17ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 171 dws SO: the, Input: [d]
1 3 4 7 5 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 181 dws SO: the, Input: [d]
1 3 4 7 5 182 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 5 184 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 5 185 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 5 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 5 191 dws SO: the, Input: [d]
1 3 4 7 5 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 201 dws SO: the, Input: [d]
1 3 4 7 5 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 5 211 dws SO: the, Input: [d]
1 3 4 7 5 212 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 5 213 ism SO: {{book,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 5 214 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 5 218 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 5 2110ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 5 2111ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 2112ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 5 2113ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 2114ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 5 2115ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 2116ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 5 2117ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 5 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 221 dws SO: the, Input: [d]
1 3 4 7 5 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 5 231 dws SO: the, Input: [d]
1 3 4 7 5 232 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 5 236 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 5 238 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 5 239 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 2310ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 5 2311ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 2312ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 5 2313ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 5 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 5 241 dws SO: the, Input: [d]
1 3 4 7 5 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 5 251 dws SO: the, Input: [d]
1 3 4 7 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 5 254 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 5 256 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 5 257 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 258 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 5 259 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 5 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 261 dws SO: the, Input: [d]
1 3 4 7 5 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 5 271 dws SO: the, Input: [d]
1 3 4 7 5 272 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 5 274 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 5 275 ipm SO: <<{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 5 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 5 281 dws SO: the, Input: [d]
1 3 4 7 5 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 5 291 dws SO: the, Input: [d]
1 3 4 7 6 ism SO: {n!case,{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 7 6 1 dws SO: the, Input: [d]
1 3 4 7 6 1 1 esm SO: {the,d}, Input: []
1 3 4 7 6 1 2 epm SO: <the,d>, Input: []
1 3 4 7 6 1 3 epm SO: <d,the>, Input: []
1 3 4 7 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 1 dws SO: the, Input: [d]
1 3 4 7 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 6 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 2 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 2 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 2 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 2 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 3 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 1 dws SO: the, Input: [d]
1 3 4 7 6 3 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 11ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 12ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 16ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 19ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 21ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 3 22ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 3 23ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 3 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 3 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 3 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 3 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 3 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 3 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 3 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 3 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 6 3 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 3 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 3 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 3 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 3 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 3 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 3 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 3 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 3 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 3 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 1 dws SO: the, Input: [d]
1 3 4 7 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 6 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 4 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 4 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 4 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 4 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 5 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 1 dws SO: the, Input: [d]
1 3 4 7 6 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 9 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 6 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 1 dws SO: the, Input: [d]
1 3 4 7 6 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 10ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 12ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 13ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 6 14ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 6 15ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 6 6 16ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 6 17ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 6 18ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 6 19ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 6 20ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 6 21ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 6 22ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 6 23ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 6 24ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 6 25ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 1 dws SO: the, Input: [d]
1 3 4 7 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 7 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 1 dws SO: the, Input: [d]
1 3 4 7 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 8 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 8 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 6 8 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 8 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 8 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 8 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 8 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 8 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 8 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 8 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 8 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 8 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 9 ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 1 dws SO: the, Input: [d]
1 3 4 7 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 5 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 6 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 6 101 dws SO: the, Input: [d]
1 3 4 7 6 102 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 103 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 104 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 105 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 106 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 108 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 1010ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 1012ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 1013ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 1014ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 1015ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 6 1016ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 1017ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 1018ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 1019ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 1020ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 1021ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 1022ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 1023ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 1024ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 1025ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 11ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 6 111 dws SO: the, Input: [d]
1 3 4 7 6 112 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 113 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 114 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 115 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 116 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 118 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 1110ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 1112ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 1113ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 6 1114ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 1115ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 6 1116ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 1117ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 1118ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 1119ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 1120ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 1121ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 1122ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 1123ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 1124ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 6 1125ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 12ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 121 dws SO: the, Input: [d]
1 3 4 7 6 13ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 6 131 dws SO: the, Input: [d]
1 3 4 7 6 132 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 6 133 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 6 134 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 6 136 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 6 137 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 6 138 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 6 139 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 6 1310ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 6 1311ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 1312ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 6 1313ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 1314ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 6 1315ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 1316ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 6 1317ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 141 dws SO: the, Input: [d]
1 3 4 7 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 6 151 dws SO: the, Input: [d]
1 3 4 7 6 152 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 6 154 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 6 155 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 6 156 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 6 157 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 6 158 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 6 159 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 1510ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 6 1511ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 1512ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 6 1513ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 6 161 dws SO: the, Input: [d]
1 3 4 7 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 6 171 dws SO: the, Input: [d]
1 3 4 7 6 172 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 6 173 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 6 174 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 6 175 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 6 176 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 6 177 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 178 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 6 179 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 181 dws SO: the, Input: [d]
1 3 4 7 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 6 191 dws SO: the, Input: [d]
1 3 4 7 6 192 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 6 193 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 6 194 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 6 195 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 6 201 dws SO: the, Input: [d]
1 3 4 7 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 6 211 dws SO: the, Input: [d]
1 3 4 7 7 ism SO: {{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 7 7 1 dws SO: the, Input: [d]
1 3 4 7 7 1 1 esm SO: {the,d}, Input: []
1 3 4 7 7 1 2 epm SO: <the,d>, Input: []
1 3 4 7 7 1 3 epm SO: <d,the>, Input: []
1 3 4 7 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 1 dws SO: the, Input: [d]
1 3 4 7 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 5 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 11ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 12ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 1 dws SO: the, Input: [d]
1 3 4 7 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 3 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 10ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 1 dws SO: the, Input: [d]
1 3 4 7 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 3 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 1 dws SO: the, Input: [d]
1 3 4 7 7 5 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 11ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 12ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 13ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 15ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 16ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 17ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 18ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 20ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 21ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 22ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 23ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 5 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 5 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 5 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 5 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 5 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 5 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 5 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 5 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 5 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 5 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 5 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 5 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 5 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 5 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 5 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 5 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 5 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 5 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 5 42ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 5 43ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 5 44ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 5 45ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 1 dws SO: the, Input: [d]
1 3 4 7 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 3 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 9 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 10ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 7 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 1 dws SO: the, Input: [d]
1 3 4 7 7 7 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 9 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 10ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 11ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 14ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 15ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 16ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 18ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 19ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 20ism SO: {book,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 21ism SO: {n!case,{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 7 22ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 7 23ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 7 24ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 7 25ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 7 26ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 7 27ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 7 28ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 7 29ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 7 30ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 7 31ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 7 32ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 7 33ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 7 34ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 7 35ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 7 36ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 7 37ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 7 38ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 7 39ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 7 40ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 7 41ipm SO: <{{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 1 dws SO: the, Input: [d]
1 3 4 7 7 8 2 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 3 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 5 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 9 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 10ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 12ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 14ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 15ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 8 16ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 8 17ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 8 18ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 8 19ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 8 20ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 8 21ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 8 22ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 8 23ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 8 24ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 8 25ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 8 26ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 8 27ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 8 28ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 8 29ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 1 dws SO: the, Input: [d]
1 3 4 7 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 7 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 12ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 13ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 14ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 101 dws SO: the, Input: [d]
1 3 4 7 7 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 103 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 107 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 109 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1010ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1015ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1016ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1017ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 1018ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 1019ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1020ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1021ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 1022ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1023ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 1024ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1025ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 1026ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1027ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 1028ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1029ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 111 dws SO: the, Input: [d]
1 3 4 7 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 115 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 119 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1111ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1112ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 12ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 121 dws SO: the, Input: [d]
1 3 4 7 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 123 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 127 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 129 ism SO: {{book,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1210ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1216ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1217ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 1218ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 1219ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1220ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1221ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 1222ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1223ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 1224ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1225ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 1226ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1227ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 1228ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1229ipm SO: <{book,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 13ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 7 131 dws SO: the, Input: [d]
1 3 4 7 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 133 ism SO: {{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 137 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 139 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1310ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1312ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 14ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 141 dws SO: the, Input: [d]
1 3 4 7 7 142 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 7 144 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 7 145 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 7 15ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 7 151 dws SO: the, Input: [d]
1 3 4 7 7 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 161 dws SO: the, Input: [d]
1 3 4 7 7 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 7 171 dws SO: the, Input: [d]
1 3 4 7 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 7 173 ism SO: {{book,{n!case,{book,n!case}}},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 7 174 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 7 176 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 7 178 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 7 1710ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 7 1711ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 1712ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 7 1713ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 1714ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 7 1715ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 1716ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 7 1717ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 7 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 181 dws SO: the, Input: [d]
1 3 4 7 7 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 7 191 dws SO: the, Input: [d]
1 3 4 7 7 192 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 7 194 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 7 196 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 7 198 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 7 199 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 1910ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 7 1911ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 1912ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 7 1913ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 7 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 7 201 dws SO: the, Input: [d]
1 3 4 7 7 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 7 211 dws SO: the, Input: [d]
1 3 4 7 7 212 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 7 214 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 7 216 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 7 217 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 218 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 7 219 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 7 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 221 dws SO: the, Input: [d]
1 3 4 7 7 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 7 231 dws SO: the, Input: [d]
1 3 4 7 7 232 ism SO: {book,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 7 234 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 7 235 ipm SO: <<{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 7 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 7 241 dws SO: the, Input: [d]
1 3 4 7 7 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 7 251 dws SO: the, Input: [d]
1 3 4 7 8 ism SO: {book,{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 7 8 1 dws SO: the, Input: [d]
1 3 4 7 8 1 1 esm SO: {the,d}, Input: []
1 3 4 7 8 1 2 epm SO: <the,d>, Input: []
1 3 4 7 8 1 3 epm SO: <d,the>, Input: []
1 3 4 7 8 2 ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 1 dws SO: the, Input: [d]
1 3 4 7 8 2 2 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 4 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 6 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 8 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 10ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 12ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 13ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 2 14ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 2 15ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 8 2 16ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 2 17ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 2 18ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 2 19ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 2 20ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 2 21ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 2 22ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 2 23ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 2 24ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 2 25ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 3 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 1 dws SO: the, Input: [d]
1 3 4 7 8 3 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 11ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 12ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 16ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 19ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 21ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 3 22ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 3 23ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 3 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 3 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 3 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 3 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 3 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 3 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 3 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 3 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 8 3 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 3 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 3 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 3 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 3 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 3 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 3 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 3 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 3 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 3 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 1 dws SO: the, Input: [d]
1 3 4 7 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 4 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 8 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 10ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 12ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 4 14ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 4 15ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 8 4 16ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 4 17ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 4 18ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 4 19ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 4 20ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 4 21ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 4 22ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 4 23ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 4 24ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 4 25ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 5 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 1 dws SO: the, Input: [d]
1 3 4 7 8 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 9 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 10ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 8 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 6 ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 1 dws SO: the, Input: [d]
1 3 4 7 8 6 2 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 4 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 6 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 8 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 10ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 11ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 12ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 13ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 6 14ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 6 15ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 8 6 16ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 6 17ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 6 18ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 6 19ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 6 20ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 6 21ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 6 22ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 6 23ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 6 24ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 6 25ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 7 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 1 dws SO: the, Input: [d]
1 3 4 7 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 7 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 12ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 1 dws SO: the, Input: [d]
1 3 4 7 8 8 2 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 3 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 4 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 6 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 8 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 10ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 11ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 12ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 13ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 8 14ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 8 15ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 8 8 16ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 8 17ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 8 18ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 8 19ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 8 20ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 8 21ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 8 22ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 8 23ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 8 24ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 8 25ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 9 ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 1 dws SO: the, Input: [d]
1 3 4 7 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 5 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 10ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 12ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 10ism SO: {book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 8 101 dws SO: the, Input: [d]
1 3 4 7 8 102 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 103 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 104 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 105 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 106 ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 108 ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 1010ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 1012ism SO: {book,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 1013ism SO: {n!case,{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 1014ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 1015ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 8 1016ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 1017ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 1018ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 1019ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 1020ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 1021ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 1022ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 1023ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 1024ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 1025ipm SO: <{book,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 11ism SO: {n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 8 111 dws SO: the, Input: [d]
1 3 4 7 8 112 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 113 ism SO: {{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 114 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 115 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 116 ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 118 ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 1110ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 1112ism SO: {book,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 1113ism SO: {n!case,{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 8 1114ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 1115ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 8 1116ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 1117ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 1118ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 1119ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 1120ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 1121ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 1122ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 1123ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 1124ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 8 1125ipm SO: <{n!case,{book,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 12ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 8 121 dws SO: the, Input: [d]
1 3 4 7 8 13ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 8 131 dws SO: the, Input: [d]
1 3 4 7 8 132 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 8 133 ism SO: {{book,{n!case,{book,n!case}}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 8 134 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 8 135 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 8 136 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 8 137 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 8 138 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 8 139 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 8 1310ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 8 1311ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 1312ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 8 1313ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 1314ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 8 1315ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 1316ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 8 1317ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 8 14ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 141 dws SO: the, Input: [d]
1 3 4 7 8 15ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 8 151 dws SO: the, Input: [d]
1 3 4 7 8 152 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 8 153 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 8 154 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 8 155 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 8 156 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 8 157 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 8 158 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 8 159 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 1510ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 8 1511ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 1512ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 8 1513ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 8 16ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 8 161 dws SO: the, Input: [d]
1 3 4 7 8 17ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 8 171 dws SO: the, Input: [d]
1 3 4 7 8 172 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 8 173 ism SO: {{book,n!case},<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 8 174 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 8 175 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 8 176 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 8 177 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 178 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 8 179 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 8 18ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 181 dws SO: the, Input: [d]
1 3 4 7 8 19ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 8 191 dws SO: the, Input: [d]
1 3 4 7 8 192 ism SO: {book,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 8 193 ism SO: {n!case,<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 8 194 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 8 195 ipm SO: <<{book,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 8 20ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 8 201 dws SO: the, Input: [d]
1 3 4 7 8 21ipm SO: <{book,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 8 211 dws SO: the, Input: [d]
1 3 4 7 9 ism SO: {n!case,{n!case,{book,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 4 7 9 1 dws SO: the, Input: [d]
1 3 4 7 9 1 1 esm SO: {the,d}, Input: []
1 3 4 7 9 1 2 epm SO: <the,d>, Input: []
1 3 4 7 9 1 3 epm SO: <d,the>, Input: []
1 3 4 7 9 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 1 dws SO: the, Input: [d]
1 3 4 7 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 2 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 2 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 9 2 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 2 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 2 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 2 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 2 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 2 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 2 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 2 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 2 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 2 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 3 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 1 dws SO: the, Input: [d]
1 3 4 7 9 3 2 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 3 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 4 ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 5 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 7 ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 8 ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 9 ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 10ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 11ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 12ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 13ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 14ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 15ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 16ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 18ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 19ism SO: {{book,n!case},{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 20ism SO: {book,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 21ism SO: {n!case,{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 3 22ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 3 23ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 3 24ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 3 25ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 3 26ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 3 27ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 3 28ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 3 29ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 3 30ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 3 31ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 9 3 32ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 3 33ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 3 34ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 3 35ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 3 36ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 3 37ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 3 38ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 3 39ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 3 40ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 3 41ipm SO: <{{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 1 dws SO: the, Input: [d]
1 3 4 7 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 4 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 4 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 9 4 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 4 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 4 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 4 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 4 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 4 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 4 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 4 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 4 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 4 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 5 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 1 dws SO: the, Input: [d]
1 3 4 7 9 5 2 ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 3 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 4 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 5 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 6 ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 7 ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 8 ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 9 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 10ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 11ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 12ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 13ism SO: {{book,{n!case,{book,n!case}}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 14ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 15ism SO: {{n!case,{book,n!case}},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 16ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 17ism SO: {{book,n!case},{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 18ism SO: {book,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 19ism SO: {n!case,{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 5 20ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 5 21ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 5 22ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 5 23ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 5 24ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 5 25ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 5 26ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 5 27ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 9 5 28ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 5 29ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 5 30ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 5 31ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 5 32ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 5 33ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 5 34ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 5 35ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 5 36ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 5 37ipm SO: <{{book,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 1 dws SO: the, Input: [d]
1 3 4 7 9 6 2 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 7 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 8 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 10ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 11ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 12ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 13ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 6 14ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 6 15ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 9 6 16ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 6 17ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 6 18ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 6 19ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 6 20ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 6 21ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 6 22ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 6 23ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 6 24ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 6 25ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 1 dws SO: the, Input: [d]
1 3 4 7 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 7 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 9 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 11ism SO: {{book,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 1 dws SO: the, Input: [d]
1 3 4 7 9 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 3 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 5 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 7 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 8 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 12ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 8 14ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 8 15ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 9 8 16ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 8 17ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 8 18ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 8 19ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 8 20ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 8 21ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 8 22ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 8 23ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 8 24ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 8 25ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 9 ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 1 dws SO: the, Input: [d]
1 3 4 7 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 5 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 7 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 9 ism SO: {{book,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 10ism SO: {book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 9 101 dws SO: the, Input: [d]
1 3 4 7 9 102 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 103 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 104 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 105 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 106 ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 107 ism SO: {{book,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 108 ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 1010ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 1012ism SO: {book,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 1013ism SO: {n!case,{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 1014ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 1015ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 9 1016ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 1017ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 1018ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 1019ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 1020ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 1021ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 1022ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 1023ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 1024ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 1025ipm SO: <{book,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 11ism SO: {n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 4 7 9 111 dws SO: the, Input: [d]
1 3 4 7 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 113 ism SO: {{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 115 ism SO: {{n!case,{book,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 117 ism SO: {{book,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 118 ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 1110ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 1112ism SO: {book,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 4 7 9 1114ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 1115ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 4 7 9 1116ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 1117ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 1118ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 1119ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 1120ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 1121ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 1122ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 1123ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 1124ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 4 7 9 1125ipm SO: <{n!case,{n!case,{n!case,{book,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 12ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 121 dws SO: the, Input: [d]
1 3 4 7 9 13ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 4 7 9 131 dws SO: the, Input: [d]
1 3 4 7 9 132 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 9 133 ism SO: {{book,{n!case,{book,n!case}}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 9 134 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 9 136 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 9 138 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 9 139 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 4 7 9 1310ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 9 1311ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 1312ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 9 1313ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 1314ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 9 1315ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 1316ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 4 7 9 1317ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 4 7 9 14ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 141 dws SO: the, Input: [d]
1 3 4 7 9 15ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 9 151 dws SO: the, Input: [d]
1 3 4 7 9 152 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 9 154 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 9 156 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 9 157 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 9 158 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 9 159 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 1510ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 9 1511ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 1512ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 9 1513ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 9 16ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 9 161 dws SO: the, Input: [d]
1 3 4 7 9 17ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 9 171 dws SO: the, Input: [d]
1 3 4 7 9 172 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 9 174 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 9 175 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 9 176 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 9 177 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 178 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 9 179 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 9 18ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 181 dws SO: the, Input: [d]
1 3 4 7 9 19ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 9 191 dws SO: the, Input: [d]
1 3 4 7 9 192 ism SO: {book,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 9 193 ism SO: {n!case,<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 9 194 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 9 195 ipm SO: <<{n!case,{n!case,{book,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 9 20ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 4 7 9 201 dws SO: the, Input: [d]
1 3 4 7 9 21ipm SO: <{n!case,{n!case,{book,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 4 7 9 211 dws SO: the, Input: [d]
1 3 4 7 10ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 7 101 dws SO: the, Input: [d]
1 3 4 7 101 1 esm SO: {the,d}, Input: []
1 3 4 7 101 2 epm SO: <the,d>, Input: []
1 3 4 7 101 3 epm SO: <d,the>, Input: []
1 3 4 7 11ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 4 7 111 dws SO: the, Input: [d]
1 3 4 7 111 1 esm SO: {the,d}, Input: []
1 3 4 7 111 2 epm SO: <the,d>, Input: []
1 3 4 7 111 3 epm SO: <d,the>, Input: []
1 3 4 7 112 ism SO: {book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 112 1 dws SO: the, Input: [d]
1 3 4 7 112 2 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 112 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 112 4 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 112 5 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 112 6 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 112 7 ism SO: {{book,n!case},{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 112 8 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 112 9 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 112 10ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 112 11ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 7 112 12ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 112 13ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 112 14ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 112 15ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 112 16ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 112 17ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 113 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 113 1 dws SO: the, Input: [d]
1 3 4 7 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 5 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 7 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 8 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 12ism SO: {book,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 113 14ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 113 15ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 113 16ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 113 17ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 113 18ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 113 19ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 7 113 20ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 113 21ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 113 22ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 113 23ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 113 24ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 113 25ipm SO: <{{n!case,{book,n!case}},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 114 ism SO: {n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 114 1 dws SO: the, Input: [d]
1 3 4 7 114 2 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 114 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 114 4 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 114 6 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 114 7 ism SO: {{book,n!case},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 114 8 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 114 9 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 114 10ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 114 11ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 7 114 12ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 114 13ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 114 14ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 114 15ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 114 16ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 114 17ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 115 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 115 1 dws SO: the, Input: [d]
1 3 4 7 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 115 3 ism SO: {book,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 115 5 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 115 6 ism SO: {book,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 115 8 ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 115 10ism SO: {book,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 115 11ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 115 12ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 115 13ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 115 14ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 115 15ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 7 115 16ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 115 17ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 115 18ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 115 19ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 115 20ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 115 21ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 116 ism SO: {book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 116 1 dws SO: the, Input: [d]
1 3 4 7 116 2 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 116 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 116 4 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 116 5 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 116 6 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 116 7 ism SO: {{book,n!case},{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 116 8 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 116 9 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 116 10ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 116 11ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 7 116 12ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 116 13ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 116 14ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 116 15ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 116 16ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 116 17ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 117 ism SO: {n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 4 7 117 1 dws SO: the, Input: [d]
1 3 4 7 117 2 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 117 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 117 4 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 117 6 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 117 8 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 117 9 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 4 7 117 10ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 117 11ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 4 7 117 12ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 117 13ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 117 14ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 117 15ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 117 16ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 4 7 117 17ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 4 7 118 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 118 1 dws SO: the, Input: [d]
1 3 4 7 119 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 119 1 dws SO: the, Input: [d]
1 3 4 7 119 2 ism SO: {n!case,<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 119 3 ism SO: {{book,n!case},<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 119 4 ism SO: {book,<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 119 5 ism SO: {n!case,<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 119 6 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 119 7 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 119 8 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 119 9 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 1110ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 11101 dws SO: the, Input: [d]
1 3 4 7 1111ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 11111 dws SO: the, Input: [d]
1 3 4 7 11112 ism SO: {book,<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 7 11113 ism SO: {n!case,<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 7 11114 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 11115 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 1112ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 4 7 11121 dws SO: the, Input: [d]
1 3 4 7 1113ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 4 7 11131 dws SO: the, Input: [d]
1 3 4 7 12ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 7 121 dws SO: the, Input: [d]
1 3 4 7 121 1 esm SO: {the,d}, Input: []
1 3 4 7 121 2 epm SO: <the,d>, Input: []
1 3 4 7 121 3 epm SO: <d,the>, Input: []
1 3 4 7 13ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 7 131 dws SO: the, Input: [d]
1 3 4 7 131 1 esm SO: {the,d}, Input: []
1 3 4 7 131 2 epm SO: <the,d>, Input: []
1 3 4 7 131 3 epm SO: <d,the>, Input: []
1 3 4 7 132 ism SO: {n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 132 1 dws SO: the, Input: [d]
1 3 4 7 132 2 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 132 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 132 4 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 132 5 ism SO: {{book,n!case},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 132 6 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 132 7 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 132 8 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 7 132 9 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 7 132 10ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 7 132 11ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 132 12ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 7 132 13ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 7 133 ism SO: {{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 133 1 dws SO: the, Input: [d]
1 3 4 7 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 133 3 ism SO: {book,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 133 5 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 133 6 ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 133 8 ism SO: {book,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 133 10ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 133 11ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 7 133 12ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 7 133 13ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 7 133 14ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 7 133 15ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 133 16ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 7 133 17ipm SO: <{{book,n!case},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 7 134 ism SO: {book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 134 1 dws SO: the, Input: [d]
1 3 4 7 134 2 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 134 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 134 4 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 134 5 ism SO: {{book,n!case},{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 134 6 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 134 7 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 134 8 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 7 134 9 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 7 134 10ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 7 134 11ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 134 12ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 7 134 13ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 7 135 ism SO: {n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 7 135 1 dws SO: the, Input: [d]
1 3 4 7 135 2 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 135 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 135 4 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 135 6 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 135 7 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 7 135 8 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 7 135 9 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 7 135 10ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 7 135 11ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 7 135 12ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 7 135 13ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 7 136 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 136 1 dws SO: the, Input: [d]
1 3 4 7 137 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 7 137 1 dws SO: the, Input: [d]
1 3 4 7 137 2 ism SO: {book,<<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 7 137 3 ism SO: {n!case,<<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 7 137 4 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 137 5 ipm SO: <<<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 138 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 7 138 1 dws SO: the, Input: [d]
1 3 4 7 139 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 7 139 1 dws SO: the, Input: [d]
1 3 4 7 14ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 7 141 dws SO: the, Input: [d]
1 3 4 7 141 1 esm SO: {the,d}, Input: []
1 3 4 7 141 2 epm SO: <the,d>, Input: []
1 3 4 7 141 3 epm SO: <d,the>, Input: []
1 3 4 7 15ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 4 7 151 dws SO: the, Input: [d]
1 3 4 7 151 1 esm SO: {the,d}, Input: []
1 3 4 7 151 2 epm SO: <the,d>, Input: []
1 3 4 7 151 3 epm SO: <d,the>, Input: []
1 3 4 7 152 ism SO: {book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 152 1 dws SO: the, Input: [d]
1 3 4 7 152 2 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 7 152 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 7 152 4 ism SO: {book,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 7 152 5 ism SO: {n!case,{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 7 152 6 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 7 152 7 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 7 152 8 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 7 152 9 ipm SO: <{book,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 7 153 ism SO: {n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 7 153 1 dws SO: the, Input: [d]
1 3 4 7 153 2 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 7 153 3 ism SO: {<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 7 153 4 ism SO: {book,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 7 153 5 ism SO: {n!case,{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 7 153 6 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 7 153 7 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 7 153 8 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 7 153 9 ipm SO: <{n!case,<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 7 154 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 7 154 1 dws SO: the, Input: [d]
1 3 4 7 155 ipm SO: <<{n!case,{book,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 7 155 1 dws SO: the, Input: [d]
1 3 4 7 16ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 4 7 161 dws SO: the, Input: [d]
1 3 4 7 161 1 esm SO: {the,d}, Input: []
1 3 4 7 161 2 epm SO: <the,d>, Input: []
1 3 4 7 161 3 epm SO: <d,the>, Input: []
1 3 4 7 17ipm SO: <{n!case,{book,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 4 7 171 dws SO: the, Input: [d]
1 3 4 7 171 1 esm SO: {the,d}, Input: []
1 3 4 7 171 2 epm SO: <the,d>, Input: []
1 3 4 7 171 3 epm SO: <d,the>, Input: []
1 3 4 8 ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [[the,d]]
1 3 4 8 1 dws SO: the, Input: [d]
1 3 4 8 1 1 esm SO: {the,d}, Input: []
1 3 4 8 1 1 1 uws SO: <{book,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 4 8 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 8 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 8 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 8 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 8 1 2 epm SO: <the,d>, Input: []
1 3 4 8 1 2 1 uws SO: <{book,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 4 8 1 3 epm SO: <d,the>, Input: []
1 3 4 8 1 3 1 uws SO: <{book,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 4 9 ipm SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 4 9 1 dws SO: the, Input: [d]
1 3 4 9 1 1 esm SO: {the,d}, Input: []
1 3 4 9 1 1 1 uws SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 4 9 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 9 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 9 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 9 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 9 1 2 epm SO: <the,d>, Input: []
1 3 4 9 1 2 1 uws SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 4 9 1 3 epm SO: <d,the>, Input: []
1 3 4 9 1 3 1 uws SO: <{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 4 9 2 ism SO: {n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 9 2 1 dws SO: the, Input: [d]
1 3 4 9 2 1 1 esm SO: {the,d}, Input: []
1 3 4 9 2 1 2 epm SO: <the,d>, Input: []
1 3 4 9 2 1 3 epm SO: <d,the>, Input: []
1 3 4 9 2 2 ism SO: {n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 2 2 1 dws SO: the, Input: [d]
1 3 4 9 2 2 2 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 2 3 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 2 4 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 2 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 2 6 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 2 8 ism SO: {book,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 2 9 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 2 10ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 2 11ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 2 2 12ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 2 13ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 2 2 14ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 2 15ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 2 2 16ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 2 2 17ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 3 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 2 3 1 dws SO: the, Input: [d]
1 3 4 9 2 3 2 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 3 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 4 ism SO: {{book,n!case},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 5 ism SO: {book,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 6 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 7 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 8 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 9 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 10ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 11ism SO: {{book,n!case},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 12ism SO: {book,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 13ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 3 14ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 2 3 15ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 3 16ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 2 3 17ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 2 3 18ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 3 19ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 2 3 20ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 3 21ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 2 3 22ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 3 23ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 2 3 24ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 2 3 25ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 4 ism SO: {n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 2 4 1 dws SO: the, Input: [d]
1 3 4 9 2 4 2 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 4 3 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 4 4 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 4 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 4 6 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 4 7 ism SO: {{book,n!case},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 4 8 ism SO: {book,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 4 9 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 4 10ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 4 11ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 2 4 12ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 4 13ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 2 4 14ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 4 15ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 2 4 16ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 2 4 17ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 5 ism SO: {{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 2 5 1 dws SO: the, Input: [d]
1 3 4 9 2 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 5 3 ism SO: {book,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 5 5 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 5 7 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 5 8 ism SO: {n!case,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 5 10ism SO: {book,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 5 11ism SO: {n!case,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 5 12ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 2 5 13ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 2 5 14ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 5 15ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 2 5 16ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 5 17ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 2 5 18ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 5 19ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 2 5 20ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 2 5 21ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 6 ism SO: {book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 2 6 1 dws SO: the, Input: [d]
1 3 4 9 2 6 2 ism SO: {book,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 6 3 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 6 4 ism SO: {n!case,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 6 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 6 6 ism SO: {n!case,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 6 7 ism SO: {{book,n!case},{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 6 8 ism SO: {book,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 6 9 ism SO: {n!case,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 6 10ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 2 6 11ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 2 6 12ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 6 13ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 2 6 14ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 6 15ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 2 6 16ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 2 6 17ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 7 ism SO: {n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 2 7 1 dws SO: the, Input: [d]
1 3 4 9 2 7 2 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 7 3 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 7 4 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 7 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 7 6 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 7 8 ism SO: {book,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 7 9 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 2 7 10ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 7 11ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 2 7 12ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 7 13ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 2 7 14ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 7 15ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 2 7 16ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 2 7 17ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 2 8 ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 9 2 8 1 dws SO: the, Input: [d]
1 3 4 9 2 9 ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 2 9 1 dws SO: the, Input: [d]
1 3 4 9 2 9 2 ism SO: {n!case,<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 2 9 3 ism SO: {{book,n!case},<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 2 9 4 ism SO: {book,<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 2 9 5 ism SO: {n!case,<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 2 9 6 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 4 9 2 9 7 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 4 9 2 9 8 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 4 9 2 9 9 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 4 9 2 10ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 9 2 101 dws SO: the, Input: [d]
1 3 4 9 2 11ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 9 2 111 dws SO: the, Input: [d]
1 3 4 9 2 112 ism SO: {book,<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 4 9 2 113 ism SO: {n!case,<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 4 9 2 114 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 9 2 115 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 9 2 12ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 9 2 121 dws SO: the, Input: [d]
1 3 4 9 2 13ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 9 2 131 dws SO: the, Input: [d]
1 3 4 9 3 ism SO: {{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 9 3 1 dws SO: the, Input: [d]
1 3 4 9 3 1 1 esm SO: {the,d}, Input: []
1 3 4 9 3 1 2 epm SO: <the,d>, Input: []
1 3 4 9 3 1 3 epm SO: <d,the>, Input: []
1 3 4 9 3 2 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 3 2 1 dws SO: the, Input: [d]
1 3 4 9 3 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 3 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 5 ism SO: {{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 7 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 9 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 12ism SO: {book,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 2 14ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 2 15ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 2 16ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 2 17ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 3 2 18ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 2 19ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 2 20ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 2 21ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 3 2 22ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 2 23ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 2 24ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 2 25ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 3 ism SO: {book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 3 3 1 dws SO: the, Input: [d]
1 3 4 9 3 3 2 ism SO: {book,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 3 3 ism SO: {{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 3 4 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 3 5 ism SO: {book,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 3 6 ism SO: {n!case,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 3 7 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 3 8 ism SO: {n!case,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 3 9 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 3 10ism SO: {book,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 3 11ism SO: {n!case,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 3 12ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 3 13ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 3 3 14ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 3 15ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 3 16ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 3 17ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 3 3 18ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 3 19ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 3 20ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 3 21ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 4 ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 3 4 1 dws SO: the, Input: [d]
1 3 4 9 3 4 2 ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 4 3 ism SO: {{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 4 5 ism SO: {book,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 4 6 ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 4 7 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 4 8 ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 4 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 4 10ism SO: {book,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 4 11ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 4 12ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 4 13ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 3 4 14ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 4 15ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 4 16ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 4 17ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 3 4 18ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 4 19ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 4 20ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 4 21ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 3 5 1 dws SO: the, Input: [d]
1 3 4 9 3 5 2 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 3 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 4 ism SO: {{book,n!case},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 5 ism SO: {book,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 6 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 7 ism SO: {{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 8 ism SO: {{book,n!case},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 9 ism SO: {book,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 10ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 11ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 12ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 13ism SO: {{book,n!case},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 14ism SO: {book,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 15ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 5 16ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 3 5 17ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 5 18ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 5 19ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 5 20ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 5 21ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 3 5 22ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 5 23ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 5 24ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 5 25ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 3 5 26ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 5 27ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 5 28ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 5 29ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 6 ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 3 6 1 dws SO: the, Input: [d]
1 3 4 9 3 6 2 ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 6 3 ism SO: {{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 6 5 ism SO: {book,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 6 6 ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 6 7 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 6 8 ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 6 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 6 10ism SO: {book,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 6 11ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 6 12ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 6 13ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 3 6 14ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 6 15ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 6 16ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 6 17ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 3 6 18ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 6 19ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 6 20ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 6 21ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 7 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 3 7 1 dws SO: the, Input: [d]
1 3 4 9 3 7 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 3 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 5 ism SO: {{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 7 ism SO: {book,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 9 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 10ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 12ism SO: {book,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 7 14ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 7 15ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 7 16ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 7 17ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 3 7 18ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 7 19ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 7 20ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 7 21ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 3 7 22ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 7 23ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 7 24ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 7 25ipm SO: <{{book,n!case},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 8 ism SO: {book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 3 8 1 dws SO: the, Input: [d]
1 3 4 9 3 8 2 ism SO: {book,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 8 3 ism SO: {{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 8 4 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 8 5 ism SO: {book,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 8 6 ism SO: {n!case,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 8 7 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 8 8 ism SO: {n!case,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 8 9 ism SO: {{book,n!case},{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 8 10ism SO: {book,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 8 11ism SO: {n!case,{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 8 12ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 8 13ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 3 8 14ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 8 15ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 8 16ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 8 17ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 3 8 18ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 8 19ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 8 20ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 8 21ipm SO: <{book,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 9 ism SO: {n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 3 9 1 dws SO: the, Input: [d]
1 3 4 9 3 9 2 ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 9 3 ism SO: {{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 9 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 9 5 ism SO: {book,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 9 6 ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 9 7 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 9 8 ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 9 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 9 10ism SO: {book,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 9 11ism SO: {n!case,{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 3 9 12ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 9 13ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 3 9 14ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 9 15ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 9 16ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 9 17ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 3 9 18ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 9 19ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 9 20ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 3 9 21ipm SO: <{n!case,{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 3 10ipm SO: <{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 101 dws SO: the, Input: [d]
1 3 4 9 3 102 ism SO: {book,<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 4 9 3 103 ism SO: {n!case,<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 4 9 3 104 ipm SO: <<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 9 3 105 ipm SO: <<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 9 3 11ipm SO: <{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 9 3 111 dws SO: the, Input: [d]
1 3 4 9 3 12ipm SO: <{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 9 3 121 dws SO: the, Input: [d]
1 3 4 9 3 13ipm SO: <{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 3 131 dws SO: the, Input: [d]
1 3 4 9 3 132 ism SO: {n!case,<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 3 133 ism SO: {{book,n!case},<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 3 134 ism SO: {book,<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 3 135 ism SO: {n!case,<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 3 136 ipm SO: <<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 4 9 3 137 ipm SO: <<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 138 ipm SO: <<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 4 9 3 139 ipm SO: <<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 4 9 3 14ipm SO: <{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 9 3 141 dws SO: the, Input: [d]
1 3 4 9 3 15ipm SO: <{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 9 3 151 dws SO: the, Input: [d]
1 3 4 9 3 152 ism SO: {book,<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 4 9 3 153 ism SO: {n!case,<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 4 9 3 154 ipm SO: <<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 9 3 155 ipm SO: <<{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 9 3 16ipm SO: <{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 9 3 161 dws SO: the, Input: [d]
1 3 4 9 3 17ipm SO: <{{book,n!case},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 9 3 171 dws SO: the, Input: [d]
1 3 4 9 4 ism SO: {book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 9 4 1 dws SO: the, Input: [d]
1 3 4 9 4 1 1 esm SO: {the,d}, Input: []
1 3 4 9 4 1 2 epm SO: <the,d>, Input: []
1 3 4 9 4 1 3 epm SO: <d,the>, Input: []
1 3 4 9 4 2 ism SO: {book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 4 2 1 dws SO: the, Input: [d]
1 3 4 9 4 2 2 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 2 3 ism SO: {{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 2 4 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 2 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 2 6 ism SO: {n!case,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 2 7 ism SO: {{book,n!case},{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 2 8 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 2 9 ism SO: {n!case,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 2 10ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 2 11ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 4 2 12ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 2 13ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 4 2 14ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 2 15ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 4 2 16ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 2 17ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 3 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 4 3 1 dws SO: the, Input: [d]
1 3 4 9 4 3 2 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 3 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 4 ism SO: {{book,n!case},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 5 ism SO: {book,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 6 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 7 ism SO: {{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 8 ism SO: {book,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 9 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 10ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 11ism SO: {{book,n!case},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 12ism SO: {book,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 13ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 3 14ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 4 3 15ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 3 16ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 4 3 17ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 3 18ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 3 19ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 4 3 20ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 3 21ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 4 3 22ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 3 23ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 4 3 24ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 3 25ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 4 ism SO: {n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 4 4 1 dws SO: the, Input: [d]
1 3 4 9 4 4 2 ism SO: {n!case,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 4 3 ism SO: {{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 4 4 ism SO: {book,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 4 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 4 6 ism SO: {n!case,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 4 7 ism SO: {{book,n!case},{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 4 8 ism SO: {book,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 4 9 ism SO: {n!case,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 4 10ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 4 11ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 4 4 12ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 4 13ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 4 4 14ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 4 15ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 4 4 16ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 4 17ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 5 ism SO: {{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 4 5 1 dws SO: the, Input: [d]
1 3 4 9 4 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 5 3 ism SO: {book,{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 5 4 ism SO: {n!case,{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 5 5 ism SO: {{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 5 6 ism SO: {book,{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 5 7 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 5 8 ism SO: {n!case,{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 5 10ism SO: {book,{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 5 11ism SO: {n!case,{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 5 12ipm SO: <{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 4 5 13ipm SO: <{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 5 14ipm SO: <{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 5 15ipm SO: <{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 4 5 16ipm SO: <{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 5 17ipm SO: <{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 4 5 18ipm SO: <{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 5 19ipm SO: <{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 4 5 20ipm SO: <{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 5 21ipm SO: <{{book,n!case},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 6 ism SO: {book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 4 6 1 dws SO: the, Input: [d]
1 3 4 9 4 6 2 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 6 3 ism SO: {{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 6 4 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 6 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 6 6 ism SO: {n!case,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 6 7 ism SO: {{book,n!case},{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 6 8 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 6 9 ism SO: {n!case,{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 6 10ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 6 11ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 4 6 12ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 6 13ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 4 6 14ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 6 15ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 4 6 16ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 6 17ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 7 ism SO: {n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 4 7 1 dws SO: the, Input: [d]
1 3 4 9 4 7 2 ism SO: {n!case,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 7 3 ism SO: {{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 7 4 ism SO: {book,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 7 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 7 6 ism SO: {n!case,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 7 7 ism SO: {{book,n!case},{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 7 8 ism SO: {book,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 7 9 ism SO: {n!case,{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 4 7 10ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 7 11ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 4 7 12ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 7 13ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 4 7 14ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 7 15ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 4 7 16ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 4 7 17ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 4 8 ipm SO: <{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 9 4 8 1 dws SO: the, Input: [d]
1 3 4 9 4 9 ipm SO: <{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 4 9 1 dws SO: the, Input: [d]
1 3 4 9 4 9 2 ism SO: {n!case,<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 4 9 3 ism SO: {{book,n!case},<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 4 9 4 ism SO: {book,<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 4 9 5 ism SO: {n!case,<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 4 9 6 ipm SO: <<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 4 9 4 9 7 ipm SO: <<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 4 9 4 9 8 ipm SO: <<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 4 9 4 9 9 ipm SO: <<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 4 9 4 10ipm SO: <{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 9 4 101 dws SO: the, Input: [d]
1 3 4 9 4 11ipm SO: <{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 9 4 111 dws SO: the, Input: [d]
1 3 4 9 4 112 ism SO: {book,<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 4 9 4 113 ism SO: {n!case,<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 4 9 4 114 ipm SO: <<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 9 4 115 ipm SO: <<{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 9 4 12ipm SO: <{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 9 4 121 dws SO: the, Input: [d]
1 3 4 9 4 13ipm SO: <{book,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 9 4 131 dws SO: the, Input: [d]
1 3 4 9 5 ism SO: {n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 4 9 5 1 dws SO: the, Input: [d]
1 3 4 9 5 1 1 esm SO: {the,d}, Input: []
1 3 4 9 5 1 2 epm SO: <the,d>, Input: []
1 3 4 9 5 1 3 epm SO: <d,the>, Input: []
1 3 4 9 5 2 ism SO: {n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 5 2 1 dws SO: the, Input: [d]
1 3 4 9 5 2 2 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 2 3 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 2 4 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 2 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 2 6 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 2 8 ism SO: {book,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 2 9 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 2 10ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 2 11ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 5 2 12ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 2 13ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 5 2 14ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 2 15ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 5 2 16ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 5 2 17ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 3 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 5 3 1 dws SO: the, Input: [d]
1 3 4 9 5 3 2 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 3 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 4 ism SO: {{book,n!case},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 5 ism SO: {book,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 6 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 7 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 8 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 9 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 10ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 11ism SO: {{book,n!case},{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 12ism SO: {book,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 13ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 3 14ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 5 3 15ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 3 16ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 5 3 17ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 5 3 18ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 3 19ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 5 3 20ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 3 21ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 5 3 22ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 3 23ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 5 3 24ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 5 3 25ipm SO: <{<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 4 ism SO: {n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 5 4 1 dws SO: the, Input: [d]
1 3 4 9 5 4 2 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 4 3 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 4 4 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 4 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 4 6 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 4 7 ism SO: {{book,n!case},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 4 8 ism SO: {book,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 4 9 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 4 10ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 4 11ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 5 4 12ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 4 13ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 5 4 14ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 4 15ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 5 4 16ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 5 4 17ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 5 ism SO: {{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 5 5 1 dws SO: the, Input: [d]
1 3 4 9 5 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 5 3 ism SO: {book,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 5 5 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 5 7 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 5 8 ism SO: {n!case,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 5 10ism SO: {book,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 5 11ism SO: {n!case,{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 5 12ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 5 5 13ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 5 5 14ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 5 15ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 5 5 16ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 5 17ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 5 5 18ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 5 19ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 5 5 20ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 5 5 21ipm SO: <{{book,n!case},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 6 ism SO: {book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 5 6 1 dws SO: the, Input: [d]
1 3 4 9 5 6 2 ism SO: {book,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 6 3 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 6 4 ism SO: {n!case,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 6 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 6 6 ism SO: {n!case,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 6 7 ism SO: {{book,n!case},{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 6 8 ism SO: {book,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 6 9 ism SO: {n!case,{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 6 10ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 5 6 11ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 5 6 12ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 6 13ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 5 6 14ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 6 15ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 5 6 16ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 5 6 17ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 7 ism SO: {n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 4 9 5 7 1 dws SO: the, Input: [d]
1 3 4 9 5 7 2 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 7 3 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 7 4 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 7 5 ism SO: {<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 7 6 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 7 8 ism SO: {book,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 7 9 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 4 9 5 7 10ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 7 11ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 4 9 5 7 12ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 7 13ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 5 7 14ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 7 15ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 4 9 5 7 16ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 4 9 5 7 17ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 4 9 5 8 ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 9 5 8 1 dws SO: the, Input: [d]
1 3 4 9 5 9 ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 4 9 5 9 1 dws SO: the, Input: [d]
1 3 4 9 5 9 2 ism SO: {n!case,<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 5 9 3 ism SO: {{book,n!case},<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 5 9 4 ism SO: {book,<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 5 9 5 ism SO: {n!case,<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 4 9 5 9 6 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 4 9 5 9 7 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 4 9 5 9 8 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 4 9 5 9 9 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 4 9 5 10ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 9 5 101 dws SO: the, Input: [d]
1 3 4 9 5 11ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 4 9 5 111 dws SO: the, Input: [d]
1 3 4 9 5 112 ism SO: {book,<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 4 9 5 113 ism SO: {n!case,<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 4 9 5 114 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 9 5 115 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 9 5 12ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 4 9 5 121 dws SO: the, Input: [d]
1 3 4 9 5 13ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 4 9 5 131 dws SO: the, Input: [d]
1 3 4 9 6 ipm SO: <<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 9 6 1 dws SO: the, Input: [d]
1 3 4 9 6 1 1 esm SO: {the,d}, Input: []
1 3 4 9 6 1 2 epm SO: <the,d>, Input: []
1 3 4 9 6 1 3 epm SO: <d,the>, Input: []
1 3 4 9 7 ipm SO: <<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 4 9 7 1 dws SO: the, Input: [d]
1 3 4 9 7 1 1 esm SO: {the,d}, Input: []
1 3 4 9 7 1 2 epm SO: <the,d>, Input: []
1 3 4 9 7 1 3 epm SO: <d,the>, Input: []
1 3 4 9 7 2 ism SO: {book,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 9 7 2 1 dws SO: the, Input: [d]
1 3 4 9 7 2 2 ism SO: {book,{book,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 4 9 7 2 3 ism SO: {<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,{book,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 4 9 7 2 4 ism SO: {book,{book,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 4 9 7 2 5 ism SO: {n!case,{book,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 4 9 7 2 6 ipm SO: <{book,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 4 9 7 2 7 ipm SO: <{book,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 3 4 9 7 2 8 ipm SO: <{book,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 4 9 7 2 9 ipm SO: <{book,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 9 7 3 ism SO: {n!case,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 4 9 7 3 1 dws SO: the, Input: [d]
1 3 4 9 7 3 2 ism SO: {n!case,{n!case,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 4 9 7 3 3 ism SO: {<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,{n!case,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 4 9 7 3 4 ism SO: {book,{n!case,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 4 9 7 3 5 ism SO: {n!case,{n!case,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 4 9 7 3 6 ipm SO: <{n!case,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 9 7 3 7 ipm SO: <{n!case,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 3 4 9 7 3 8 ipm SO: <{n!case,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 4 9 7 3 9 ipm SO: <{n!case,<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 9 7 4 ipm SO: <<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 4 9 7 4 1 dws SO: the, Input: [d]
1 3 4 9 7 5 ipm SO: <<<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 9 7 5 1 dws SO: the, Input: [d]
1 3 4 9 8 ipm SO: <<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 4 9 8 1 dws SO: the, Input: [d]
1 3 4 9 8 1 1 esm SO: {the,d}, Input: []
1 3 4 9 8 1 2 epm SO: <the,d>, Input: []
1 3 4 9 8 1 3 epm SO: <d,the>, Input: []
1 3 4 9 9 ipm SO: <<{book,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 4 9 9 1 dws SO: the, Input: [d]
1 3 4 9 9 1 1 esm SO: {the,d}, Input: []
1 3 4 9 9 1 2 epm SO: <the,d>, Input: []
1 3 4 9 9 1 3 epm SO: <d,the>, Input: []
1 3 4 10ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [[the,d]]
1 3 4 101 dws SO: the, Input: [d]
1 3 4 101 1 esm SO: {the,d}, Input: []
1 3 4 101 1 1 uws SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 4 101 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 101 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 101 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 101 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 101 2 epm SO: <the,d>, Input: []
1 3 4 101 2 1 uws SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 4 101 3 epm SO: <d,the>, Input: []
1 3 4 101 3 1 uws SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 4 11ipm SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [[the,d]]
1 3 4 111 dws SO: the, Input: [d]
1 3 4 111 1 esm SO: {the,d}, Input: []
1 3 4 111 1 1 uws SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 4 111 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 111 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 111 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 111 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 111 2 epm SO: <the,d>, Input: []
1 3 4 111 2 1 uws SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 4 111 3 epm SO: <d,the>, Input: []
1 3 4 111 3 1 uws SO: <{book,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 4 112 ism SO: {book,<{book,{n!case,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 112 1 dws SO: the, Input: [d]
1 3 4 112 1 1 esm SO: {the,d}, Input: []
1 3 4 112 1 2 epm SO: <the,d>, Input: []
1 3 4 112 1 3 epm SO: <d,the>, Input: []
1 3 4 112 2 ism SO: {book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 112 2 1 dws SO: the, Input: [d]
1 3 4 112 2 2 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 2 3 ism SO: {{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 2 4 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 2 5 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 2 6 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 2 7 ism SO: {n!case,{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 2 8 ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 112 2 9 ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 4 112 2 10ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 112 2 11ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 112 2 12ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 112 2 13ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 112 3 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 112 3 1 dws SO: the, Input: [d]
1 3 4 112 3 2 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 3 3 ism SO: {book,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 3 4 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 3 5 ism SO: {{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 3 6 ism SO: {book,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 3 7 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 3 8 ism SO: {book,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 3 9 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 3 10ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 112 3 11ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 112 3 12ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 112 3 13ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 4 112 3 14ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 112 3 15ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 112 3 16ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 112 3 17ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 112 4 ism SO: {book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 112 4 1 dws SO: the, Input: [d]
1 3 4 112 4 2 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 4 3 ism SO: {{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 4 4 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 4 5 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 4 6 ism SO: {book,{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 4 7 ism SO: {n!case,{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 4 8 ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 112 4 9 ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 4 112 4 10ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 112 4 11ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 112 4 12ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 112 4 13ipm SO: <{book,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 112 5 ism SO: {n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 112 5 1 dws SO: the, Input: [d]
1 3 4 112 5 2 ism SO: {n!case,{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 5 3 ism SO: {{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 5 4 ism SO: {book,{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 5 5 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 5 6 ism SO: {book,{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 5 7 ism SO: {n!case,{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 112 5 8 ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 112 5 9 ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 4 112 5 10ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 112 5 11ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 112 5 12ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 112 5 13ipm SO: <{n!case,{book,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 112 6 ipm SO: <{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 112 6 1 dws SO: the, Input: [d]
1 3 4 112 7 ipm SO: <{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 112 7 1 dws SO: the, Input: [d]
1 3 4 112 7 2 ism SO: {book,<{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},<{book,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 4 112 7 3 ism SO: {n!case,<{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},<{book,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 4 112 7 4 ipm SO: <<{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},<{book,{n!case,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 4 112 7 5 ipm SO: <<{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},<{book,{n!case,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 4 112 8 ipm SO: <{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 112 8 1 dws SO: the, Input: [d]
1 3 4 112 9 ipm SO: <{book,<{book,{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 112 9 1 dws SO: the, Input: [d]
1 3 4 113 ism SO: {n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 3 4 113 1 dws SO: the, Input: [d]
1 3 4 113 1 1 esm SO: {the,d}, Input: []
1 3 4 113 1 2 epm SO: <the,d>, Input: []
1 3 4 113 1 3 epm SO: <d,the>, Input: []
1 3 4 113 2 ism SO: {n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 113 2 1 dws SO: the, Input: [d]
1 3 4 113 2 2 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 2 3 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 2 4 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 2 5 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 2 6 ism SO: {book,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 2 7 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 2 8 ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 113 2 9 ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 4 113 2 10ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 113 2 11ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 113 2 12ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 113 2 13ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 113 3 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 113 3 1 dws SO: the, Input: [d]
1 3 4 113 3 2 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 3 3 ism SO: {book,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 3 4 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 3 5 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 3 6 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 3 7 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 3 8 ism SO: {book,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 3 9 ism SO: {n!case,{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 3 10ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 113 3 11ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 113 3 12ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 113 3 13ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 4 113 3 14ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 113 3 15ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 113 3 16ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 113 3 17ipm SO: <{<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 113 4 ism SO: {book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 113 4 1 dws SO: the, Input: [d]
1 3 4 113 4 2 ism SO: {book,{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 4 3 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 4 4 ism SO: {n!case,{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 4 5 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 4 6 ism SO: {book,{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 4 7 ism SO: {n!case,{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 4 8 ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 113 4 9 ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 4 113 4 10ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 113 4 11ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 113 4 12ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 113 4 13ipm SO: <{book,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 113 5 ism SO: {n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 4 113 5 1 dws SO: the, Input: [d]
1 3 4 113 5 2 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 5 3 ism SO: {{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 5 4 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 5 5 ism SO: {<{book,{n!case,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 5 6 ism SO: {book,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 5 7 ism SO: {n!case,{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 4 113 5 8 ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 113 5 9 ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 4 113 5 10ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 113 5 11ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 113 5 12ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 4 113 5 13ipm SO: <{n!case,{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 4 113 6 ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 113 6 1 dws SO: the, Input: [d]
1 3 4 113 7 ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},<{book,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 4 113 7 1 dws SO: the, Input: [d]
1 3 4 113 7 2 ism SO: {book,<{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},<{book,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 4 113 7 3 ism SO: {n!case,<{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},<{book,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 4 113 7 4 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},<{book,{n!case,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 4 113 7 5 ipm SO: <<{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},<{book,{n!case,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 4 113 8 ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 4 113 8 1 dws SO: the, Input: [d]
1 3 4 113 9 ipm SO: <{n!case,<{book,{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 4 113 9 1 dws SO: the, Input: [d]
1 3 4 114 ipm SO: <<{book,{n!case,{book,n!case}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 4 114 1 dws SO: the, Input: [d]
1 3 4 114 1 1 esm SO: {the,d}, Input: []
1 3 4 114 1 2 epm SO: <the,d>, Input: []
1 3 4 114 1 3 epm SO: <d,the>, Input: []
1 3 4 115 ipm SO: <<{book,{n!case,{book,n!case}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 4 115 1 dws SO: the, Input: [d]
1 3 4 115 1 1 esm SO: {the,d}, Input: []
1 3 4 115 1 2 epm SO: <the,d>, Input: []
1 3 4 115 1 3 epm SO: <d,the>, Input: []
1 3 4 12ipm SO: <{book,{n!case,{book,n!case}}},book>, Input: [[the,d]]
1 3 4 121 dws SO: the, Input: [d]
1 3 4 121 1 esm SO: {the,d}, Input: []
1 3 4 121 1 1 uws SO: <{book,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 4 121 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 121 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 121 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 121 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 121 2 epm SO: <the,d>, Input: []
1 3 4 121 2 1 uws SO: <{book,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 4 121 3 epm SO: <d,the>, Input: []
1 3 4 121 3 1 uws SO: <{book,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 4 13ipm SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [[the,d]]
1 3 4 131 dws SO: the, Input: [d]
1 3 4 131 1 esm SO: {the,d}, Input: []
1 3 4 131 1 1 uws SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 4 131 1 2 ism SO: {the,{the,d}}, Input: []
1 3 4 131 1 3 ism SO: {d,{the,d}}, Input: []
1 3 4 131 1 4 ipm SO: <{the,d},the>, Input: []
1 3 4 131 1 5 ipm SO: <{the,d},d>, Input: []
1 3 4 131 2 epm SO: <the,d>, Input: []
1 3 4 131 2 1 uws SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 4 131 3 epm SO: <d,the>, Input: []
1 3 4 131 3 1 uws SO: <{book,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 5 ism SO: {n!case,{n!case,{book,n!case}}}, Input: [[the,d]]
1 3 5 1 dws SO: the, Input: [d]
1 3 5 1 1 esm SO: {the,d}, Input: []
1 3 5 1 1 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,d}]
1 3 5 1 1 1 1 esm SO: {{n!case,{n!case,{book,n!case}}},{the,d}}, Input: []
1 3 5 1 1 1 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 1 1 1 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 1 1 1 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 1 1 1 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 1 1 1 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 1 1 1 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 1 1 1 8 epm SO: <{n!case,{n!case,{book,n!case}}},{the,d}>, Input: []
1 3 5 1 1 1 9 epm SO: <{the,d},{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 5 1 1 1 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 5 1 1 1 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 5 1 1 1 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 5 1 1 1 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 5 1 1 1 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 5 1 1 1 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 1 1 2 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [{the,{the,d}}]
1 3 5 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 3 5 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 3 5 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 3 5 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 3 5 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 3 5 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 3 5 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 3 5 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 3 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 1 1 3 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [{d,{the,d}}]
1 3 5 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 3 5 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 3 5 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 3 5 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 3 5 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 3 5 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 3 5 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 3 5 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 3 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 1 1 4 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},the>]
1 3 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 1 1 5 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [<{the,d},d>]
1 3 5 1 2 epm SO: <the,d>, Input: []
1 3 5 1 2 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [<the,d>]
1 3 5 1 2 1 1 esm SO: {{n!case,{n!case,{book,n!case}}},<the,d>}, Input: []
1 3 5 1 2 1 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 1 2 1 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 1 2 1 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 1 2 1 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 1 2 1 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 1 2 1 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 1 2 1 8 epm SO: <{n!case,{n!case,{book,n!case}}},<the,d>>, Input: []
1 3 5 1 2 1 9 epm SO: <<the,d>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 5 1 2 1 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 5 1 2 1 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 5 1 2 1 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 5 1 2 1 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 5 1 2 1 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 5 1 2 1 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 5 1 3 epm SO: <d,the>, Input: []
1 3 5 1 3 1 uws SO: {n!case,{n!case,{book,n!case}}}, Input: [<d,the>]
1 3 5 1 3 1 1 esm SO: {{n!case,{n!case,{book,n!case}}},<d,the>}, Input: []
1 3 5 1 3 1 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 1 3 1 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 1 3 1 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 1 3 1 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 1 3 1 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 1 3 1 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 1 3 1 8 epm SO: <{n!case,{n!case,{book,n!case}}},<d,the>>, Input: []
1 3 5 1 3 1 9 epm SO: <<d,the>,{n!case,{n!case,{book,n!case}}}>, Input: []
1 3 5 1 3 1 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 5 1 3 1 11ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 5 1 3 1 12ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 5 1 3 1 13ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 5 1 3 1 14ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 5 1 3 1 15ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 5 2 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 5 2 1 dws SO: the, Input: [d]
1 3 5 2 1 1 esm SO: {the,d}, Input: []
1 3 5 2 1 1 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 2 1 2 epm SO: <the,d>, Input: []
1 3 5 2 1 2 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 2 1 3 epm SO: <d,the>, Input: []
1 3 5 2 1 3 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 2 2 1 dws SO: the, Input: [d]
1 3 5 2 2 1 1 esm SO: {the,d}, Input: []
1 3 5 2 2 1 2 epm SO: <the,d>, Input: []
1 3 5 2 2 1 3 epm SO: <d,the>, Input: []
1 3 5 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 1 dws SO: the, Input: [d]
1 3 5 2 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 2 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 1 dws SO: the, Input: [d]
1 3 5 2 2 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 2 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 1 dws SO: the, Input: [d]
1 3 5 2 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 2 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 1 dws SO: the, Input: [d]
1 3 5 2 2 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 2 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 1 dws SO: the, Input: [d]
1 3 5 2 2 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 2 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 1 dws SO: the, Input: [d]
1 3 5 2 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 2 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 1 dws SO: the, Input: [d]
1 3 5 2 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 2 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 1 dws SO: the, Input: [d]
1 3 5 2 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 2 101 dws SO: the, Input: [d]
1 3 5 2 2 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 2 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 2 111 dws SO: the, Input: [d]
1 3 5 2 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 2 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 2 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 2 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 121 dws SO: the, Input: [d]
1 3 5 2 2 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 2 131 dws SO: the, Input: [d]
1 3 5 2 2 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 2 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 2 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 2 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 2 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 2 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 2 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 2 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 2 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 2 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 2 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 2 2 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 141 dws SO: the, Input: [d]
1 3 5 2 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 2 151 dws SO: the, Input: [d]
1 3 5 2 2 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 2 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 2 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 2 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 2 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 2 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 2 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 2 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 2 2 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 161 dws SO: the, Input: [d]
1 3 5 2 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 2 171 dws SO: the, Input: [d]
1 3 5 2 2 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 2 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 2 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 2 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 2 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 2 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 181 dws SO: the, Input: [d]
1 3 5 2 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 2 191 dws SO: the, Input: [d]
1 3 5 2 2 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 2 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 2 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 2 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 2 201 dws SO: the, Input: [d]
1 3 5 2 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 2 211 dws SO: the, Input: [d]
1 3 5 2 3 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 2 3 1 dws SO: the, Input: [d]
1 3 5 2 3 1 1 esm SO: {the,d}, Input: []
1 3 5 2 3 1 2 epm SO: <the,d>, Input: []
1 3 5 2 3 1 3 epm SO: <d,the>, Input: []
1 3 5 2 3 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 1 dws SO: the, Input: [d]
1 3 5 2 3 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 23ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 24ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 25ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 2 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 2 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 2 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 2 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 1 dws SO: the, Input: [d]
1 3 5 2 3 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 3 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 3 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 3 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 3 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 1 dws SO: the, Input: [d]
1 3 5 2 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 4 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 4 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 4 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 4 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 1 dws SO: the, Input: [d]
1 3 5 2 3 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 5 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 5 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 5 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 5 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 1 dws SO: the, Input: [d]
1 3 5 2 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 14ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 20ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 6 22ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 6 23ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 6 24ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 6 25ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 1 dws SO: the, Input: [d]
1 3 5 2 3 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 12ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 14ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 17ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 18ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 19ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 7 20ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 7 21ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 7 22ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 7 23ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 1 dws SO: the, Input: [d]
1 3 5 2 3 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 8 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 8 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 8 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 8 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 1 dws SO: the, Input: [d]
1 3 5 2 3 9 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 11ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 12ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 14ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 15ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 16ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 17ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 19ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 21ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 23ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 24ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 25ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 26ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 27ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 9 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 9 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 9 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 9 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 9 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 9 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 9 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 9 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 9 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 9 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 9 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 9 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 9 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 9 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 9 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 9 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 9 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 9 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 9 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 9 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 9 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 9 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 9 50ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 9 51ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 9 52ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 9 53ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 101 dws SO: the, Input: [d]
1 3 5 2 3 102 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 103 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 104 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 105 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 106 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 107 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 108 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 109 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1010ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1011ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1012ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1014ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1015ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1016ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1017ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1018ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1019ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1020ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1021ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 1022ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1023ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1024ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1025ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1026ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1027ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1028ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1029ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 1030ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1031ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1032ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1033ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1034ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1035ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1036ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1037ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 111 dws SO: the, Input: [d]
1 3 5 2 3 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 119 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1110ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1111ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1112ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1113ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1114ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1115ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1116ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1117ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 121 dws SO: the, Input: [d]
1 3 5 2 3 122 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 123 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 124 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 125 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 127 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 129 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1210ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1211ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1212ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1214ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1216ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1218ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1219ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1220ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1221ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 1222ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1223ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1224ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1225ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1226ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1227ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1228ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1229ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 1230ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1231ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1232ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1233ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1234ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1235ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1236ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1237ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 13ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 131 dws SO: the, Input: [d]
1 3 5 2 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 137 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 138 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1313ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1315ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1316ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 141 dws SO: the, Input: [d]
1 3 5 2 3 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1411ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1412ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1414ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1417ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1418ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1419ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1420ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1421ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 1422ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1423ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 15ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 151 dws SO: the, Input: [d]
1 3 5 2 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 153 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 155 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 156 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 159 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1511ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1513ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1514ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1518ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1520ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1522ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1523ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1524ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1525ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 1526ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1527ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1528ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1529ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1530ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1531ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1532ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1533ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 1534ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1535ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1536ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1537ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1538ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1539ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1540ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1541ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 16ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 161 dws SO: the, Input: [d]
1 3 5 2 3 162 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 164 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 165 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 166 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 167 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 168 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 169 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1610ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1611ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1612ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1614ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1616ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1617ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1618ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1619ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1620ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1621ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 1622ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1623ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1624ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1625ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1626ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1627ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1628ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1629ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 1630ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1631ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1632ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1633ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1634ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1635ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1636ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1637ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 17ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 3 171 dws SO: the, Input: [d]
1 3 5 2 3 172 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 173 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 174 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 175 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 177 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 179 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1710ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1711ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1712ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1714ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1716ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1718ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1719ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 3 1720ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1721ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 3 1722ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1723ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1724ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1725ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1726ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1727ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1728ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1729ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 1730ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1731ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 1732ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1733ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1734ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 1735ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1736ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 3 1737ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 18ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 181 dws SO: the, Input: [d]
1 3 5 2 3 182 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 183 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 184 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 185 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 186 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 187 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 188 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 189 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 1810ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 1811ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 1812ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 2 3 1813ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 19ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 191 dws SO: the, Input: [d]
1 3 5 2 3 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 201 dws SO: the, Input: [d]
1 3 5 2 3 202 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 3 203 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 3 204 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 3 205 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 3 206 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 207 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 208 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 3 209 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 211 dws SO: the, Input: [d]
1 3 5 2 3 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 221 dws SO: the, Input: [d]
1 3 5 2 3 222 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 3 223 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 3 224 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 3 225 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 3 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 3 231 dws SO: the, Input: [d]
1 3 5 2 3 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 241 dws SO: the, Input: [d]
1 3 5 2 3 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 3 251 dws SO: the, Input: [d]
1 3 5 2 3 252 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 3 253 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 3 254 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 3 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 3 256 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 3 257 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 3 258 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 3 259 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 3 2510ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 2511ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 2512ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 2513ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 2514ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 2515ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 2516ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 2 3 2517ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 261 dws SO: the, Input: [d]
1 3 5 2 3 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 3 271 dws SO: the, Input: [d]
1 3 5 2 3 272 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 273 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 274 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 275 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 276 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 277 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 3 278 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 279 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 2710ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 2711ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 2712ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 2 3 2713ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 281 dws SO: the, Input: [d]
1 3 5 2 3 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 3 291 dws SO: the, Input: [d]
1 3 5 2 3 292 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 3 293 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 3 294 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 3 295 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 3 296 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 297 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 298 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 3 299 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 3 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 301 dws SO: the, Input: [d]
1 3 5 2 3 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 3 311 dws SO: the, Input: [d]
1 3 5 2 3 312 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 3 313 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 3 314 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 3 315 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 3 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 3 321 dws SO: the, Input: [d]
1 3 5 2 3 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 3 331 dws SO: the, Input: [d]
1 3 5 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 2 4 1 dws SO: the, Input: [d]
1 3 5 2 4 1 1 esm SO: {the,d}, Input: []
1 3 5 2 4 1 2 epm SO: <the,d>, Input: []
1 3 5 2 4 1 3 epm SO: <d,the>, Input: []
1 3 5 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 1 dws SO: the, Input: [d]
1 3 5 2 4 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 4 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 1 dws SO: the, Input: [d]
1 3 5 2 4 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 4 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 1 dws SO: the, Input: [d]
1 3 5 2 4 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 4 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 1 dws SO: the, Input: [d]
1 3 5 2 4 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 4 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 1 dws SO: the, Input: [d]
1 3 5 2 4 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 4 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 1 dws SO: the, Input: [d]
1 3 5 2 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 4 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 1 dws SO: the, Input: [d]
1 3 5 2 4 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 4 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 1 dws SO: the, Input: [d]
1 3 5 2 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 4 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 4 101 dws SO: the, Input: [d]
1 3 5 2 4 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 4 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 4 111 dws SO: the, Input: [d]
1 3 5 2 4 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 4 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 4 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 4 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 121 dws SO: the, Input: [d]
1 3 5 2 4 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 4 131 dws SO: the, Input: [d]
1 3 5 2 4 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 4 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 4 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 4 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 4 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 4 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 4 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 4 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 4 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 4 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 4 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 4 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 2 4 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 141 dws SO: the, Input: [d]
1 3 5 2 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 4 151 dws SO: the, Input: [d]
1 3 5 2 4 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 4 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 4 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 4 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 4 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 4 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 4 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 4 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 4 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 2 4 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 161 dws SO: the, Input: [d]
1 3 5 2 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 4 171 dws SO: the, Input: [d]
1 3 5 2 4 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 4 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 4 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 4 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 4 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 4 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 4 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 181 dws SO: the, Input: [d]
1 3 5 2 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 4 191 dws SO: the, Input: [d]
1 3 5 2 4 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 4 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 4 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 4 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 4 201 dws SO: the, Input: [d]
1 3 5 2 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 4 211 dws SO: the, Input: [d]
1 3 5 2 5 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 2 5 1 dws SO: the, Input: [d]
1 3 5 2 5 1 1 esm SO: {the,d}, Input: []
1 3 5 2 5 1 2 epm SO: <the,d>, Input: []
1 3 5 2 5 1 3 epm SO: <d,the>, Input: []
1 3 5 2 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 1 dws SO: the, Input: [d]
1 3 5 2 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 1 dws SO: the, Input: [d]
1 3 5 2 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 1 dws SO: the, Input: [d]
1 3 5 2 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 1 dws SO: the, Input: [d]
1 3 5 2 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 1 dws SO: the, Input: [d]
1 3 5 2 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 1 dws SO: the, Input: [d]
1 3 5 2 5 7 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 14ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 15ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 23ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 24ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 25ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 7 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 7 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 7 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 7 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 7 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 7 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 7 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 7 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 7 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 7 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 7 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 7 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 7 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 7 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 7 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 7 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 7 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 7 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 7 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 7 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 7 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 7 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 7 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 7 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 1 dws SO: the, Input: [d]
1 3 5 2 5 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 8 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 8 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 8 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 8 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 8 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 8 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 1 dws SO: the, Input: [d]
1 3 5 2 5 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 10ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 101 dws SO: the, Input: [d]
1 3 5 2 5 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 103 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 109 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1010ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1013ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1014ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1015ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1016ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1017ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 111 dws SO: the, Input: [d]
1 3 5 2 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 117 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1113ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1114ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1116ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 121 dws SO: the, Input: [d]
1 3 5 2 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 123 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 129 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1210ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1212ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 131 dws SO: the, Input: [d]
1 3 5 2 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 135 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1311ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1312ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1314ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 14ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 141 dws SO: the, Input: [d]
1 3 5 2 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 143 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 149 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1410ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1412ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 15ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 5 151 dws SO: the, Input: [d]
1 3 5 2 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 153 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 159 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1510ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1512ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 16ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 161 dws SO: the, Input: [d]
1 3 5 2 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 5 164 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 5 166 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 5 167 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 168 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 5 169 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 5 17ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 171 dws SO: the, Input: [d]
1 3 5 2 5 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 181 dws SO: the, Input: [d]
1 3 5 2 5 182 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 5 184 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 5 185 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 5 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 5 191 dws SO: the, Input: [d]
1 3 5 2 5 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 201 dws SO: the, Input: [d]
1 3 5 2 5 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 5 211 dws SO: the, Input: [d]
1 3 5 2 5 212 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 5 213 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 5 214 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 5 218 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 5 2110ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 5 2111ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 2112ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 5 2113ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 2114ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 5 2115ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 2116ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 2 5 2117ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 5 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 221 dws SO: the, Input: [d]
1 3 5 2 5 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 5 231 dws SO: the, Input: [d]
1 3 5 2 5 232 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 5 236 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 5 238 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 5 239 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 2310ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 5 2311ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 2312ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 2 5 2313ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 5 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 241 dws SO: the, Input: [d]
1 3 5 2 5 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 5 251 dws SO: the, Input: [d]
1 3 5 2 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 5 254 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 5 256 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 5 257 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 258 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 5 259 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 5 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 261 dws SO: the, Input: [d]
1 3 5 2 5 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 5 271 dws SO: the, Input: [d]
1 3 5 2 5 272 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 5 274 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 5 275 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 5 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 5 281 dws SO: the, Input: [d]
1 3 5 2 5 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 5 291 dws SO: the, Input: [d]
1 3 5 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 2 6 1 dws SO: the, Input: [d]
1 3 5 2 6 1 1 esm SO: {the,d}, Input: []
1 3 5 2 6 1 2 epm SO: <the,d>, Input: []
1 3 5 2 6 1 3 epm SO: <d,the>, Input: []
1 3 5 2 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 1 dws SO: the, Input: [d]
1 3 5 2 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 6 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 1 dws SO: the, Input: [d]
1 3 5 2 6 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 6 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 1 dws SO: the, Input: [d]
1 3 5 2 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 6 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 1 dws SO: the, Input: [d]
1 3 5 2 6 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 6 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 1 dws SO: the, Input: [d]
1 3 5 2 6 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 6 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 1 dws SO: the, Input: [d]
1 3 5 2 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 1 dws SO: the, Input: [d]
1 3 5 2 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 6 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 1 dws SO: the, Input: [d]
1 3 5 2 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 6 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 6 101 dws SO: the, Input: [d]
1 3 5 2 6 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 6 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 6 111 dws SO: the, Input: [d]
1 3 5 2 6 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 6 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 6 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 6 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 121 dws SO: the, Input: [d]
1 3 5 2 6 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 6 131 dws SO: the, Input: [d]
1 3 5 2 6 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 6 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 6 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 6 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 6 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 6 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 6 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 6 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 6 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 6 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 6 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 2 6 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 141 dws SO: the, Input: [d]
1 3 5 2 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 6 151 dws SO: the, Input: [d]
1 3 5 2 6 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 6 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 6 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 6 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 6 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 6 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 6 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 6 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 2 6 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 161 dws SO: the, Input: [d]
1 3 5 2 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 6 171 dws SO: the, Input: [d]
1 3 5 2 6 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 6 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 6 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 6 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 6 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 6 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 6 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 181 dws SO: the, Input: [d]
1 3 5 2 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 6 191 dws SO: the, Input: [d]
1 3 5 2 6 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 6 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 6 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 6 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 6 201 dws SO: the, Input: [d]
1 3 5 2 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 6 211 dws SO: the, Input: [d]
1 3 5 2 7 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 2 7 1 dws SO: the, Input: [d]
1 3 5 2 7 1 1 esm SO: {the,d}, Input: []
1 3 5 2 7 1 2 epm SO: <the,d>, Input: []
1 3 5 2 7 1 3 epm SO: <d,the>, Input: []
1 3 5 2 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 1 dws SO: the, Input: [d]
1 3 5 2 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 1 dws SO: the, Input: [d]
1 3 5 2 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 10ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 1 dws SO: the, Input: [d]
1 3 5 2 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 1 dws SO: the, Input: [d]
1 3 5 2 7 5 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 11ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 12ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 13ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 21ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 22ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 23ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 5 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 5 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 5 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 5 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 5 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 5 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 5 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 5 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 5 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 5 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 5 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 5 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 5 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 5 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 5 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 5 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 5 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 5 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 5 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 5 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 5 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 5 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 1 dws SO: the, Input: [d]
1 3 5 2 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 7 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 1 dws SO: the, Input: [d]
1 3 5 2 7 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 9 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 1 dws SO: the, Input: [d]
1 3 5 2 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 8 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 8 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 8 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 8 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 8 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 8 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 8 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 8 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 8 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 8 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 8 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 8 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 8 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 8 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 1 dws SO: the, Input: [d]
1 3 5 2 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 7 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 12ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 101 dws SO: the, Input: [d]
1 3 5 2 7 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 103 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 107 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1010ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1015ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1016ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1017ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 1018ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 1019ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 1020ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1021ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 1022ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1023ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 1024ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1025ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 1026ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1027ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 1028ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 1029ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 111 dws SO: the, Input: [d]
1 3 5 2 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 115 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 119 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 121 dws SO: the, Input: [d]
1 3 5 2 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 123 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 127 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1210ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1216ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 1217ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 1218ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 1219ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 1220ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1221ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 1222ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1223ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 1224ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1225ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 1226ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1227ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 1228ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 1229ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 13ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 7 131 dws SO: the, Input: [d]
1 3 5 2 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 133 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 137 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1310ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1312ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 14ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 141 dws SO: the, Input: [d]
1 3 5 2 7 142 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 7 144 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 7 145 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 7 15ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 7 151 dws SO: the, Input: [d]
1 3 5 2 7 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 161 dws SO: the, Input: [d]
1 3 5 2 7 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 7 171 dws SO: the, Input: [d]
1 3 5 2 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 7 173 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 7 174 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 7 176 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 7 178 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 7 1710ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 7 1711ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 1712ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 7 1713ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 1714ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 7 1715ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 1716ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 2 7 1717ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 7 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 181 dws SO: the, Input: [d]
1 3 5 2 7 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 7 191 dws SO: the, Input: [d]
1 3 5 2 7 192 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 7 194 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 7 196 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 7 198 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 7 199 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 1910ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 7 1911ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 1912ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 2 7 1913ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 7 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 201 dws SO: the, Input: [d]
1 3 5 2 7 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 7 211 dws SO: the, Input: [d]
1 3 5 2 7 212 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 7 214 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 7 216 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 7 217 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 218 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 7 219 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 7 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 221 dws SO: the, Input: [d]
1 3 5 2 7 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 7 231 dws SO: the, Input: [d]
1 3 5 2 7 232 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 7 234 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 7 235 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 7 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 7 241 dws SO: the, Input: [d]
1 3 5 2 7 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 7 251 dws SO: the, Input: [d]
1 3 5 2 8 ism SO: {book,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 2 8 1 dws SO: the, Input: [d]
1 3 5 2 8 1 1 esm SO: {the,d}, Input: []
1 3 5 2 8 1 2 epm SO: <the,d>, Input: []
1 3 5 2 8 1 3 epm SO: <d,the>, Input: []
1 3 5 2 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 1 dws SO: the, Input: [d]
1 3 5 2 8 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 10ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 12ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 13ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 2 14ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 2 15ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 8 2 16ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 2 17ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 2 18ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 2 19ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 2 20ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 2 21ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 2 22ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 2 23ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 2 24ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 2 25ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 1 dws SO: the, Input: [d]
1 3 5 2 8 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 11ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 12ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 8 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 1 dws SO: the, Input: [d]
1 3 5 2 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 8 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 4 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 4 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 4 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 4 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 5 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 1 dws SO: the, Input: [d]
1 3 5 2 8 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 9 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 8 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 1 dws SO: the, Input: [d]
1 3 5 2 8 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 8 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 6 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 6 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 6 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 6 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 7 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 1 dws SO: the, Input: [d]
1 3 5 2 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 7 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 1 dws SO: the, Input: [d]
1 3 5 2 8 8 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 8 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 8 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 8 8 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 8 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 8 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 8 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 8 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 8 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 8 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 8 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 8 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 8 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 9 ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 1 dws SO: the, Input: [d]
1 3 5 2 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 5 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 12ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 8 101 dws SO: the, Input: [d]
1 3 5 2 8 102 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 103 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 104 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 106 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 108 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 1010ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 1012ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 1013ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 1014ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 1015ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 8 1016ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 1017ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 1018ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 1019ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 1020ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 1021ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 1022ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 1023ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 1024ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 1025ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 11ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 8 111 dws SO: the, Input: [d]
1 3 5 2 8 112 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 113 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 114 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 116 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 118 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 1110ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 1112ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 1113ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 8 1114ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 1115ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 8 1116ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 1117ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 1118ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 1119ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 1120ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 1121ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 1122ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 1123ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 1124ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 8 1125ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 12ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 8 121 dws SO: the, Input: [d]
1 3 5 2 8 13ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 8 131 dws SO: the, Input: [d]
1 3 5 2 8 132 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 8 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 8 134 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 8 135 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 8 136 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 8 137 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 8 138 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 8 139 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 8 1310ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 8 1311ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 1312ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 8 1313ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 1314ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 8 1315ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 1316ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 2 8 1317ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 141 dws SO: the, Input: [d]
1 3 5 2 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 8 151 dws SO: the, Input: [d]
1 3 5 2 8 152 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 8 153 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 8 154 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 8 155 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 8 156 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 8 157 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 8 158 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 8 159 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 1510ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 8 1511ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 1512ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 2 8 1513ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 161 dws SO: the, Input: [d]
1 3 5 2 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 8 171 dws SO: the, Input: [d]
1 3 5 2 8 172 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 8 173 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 8 174 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 8 175 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 8 176 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 8 177 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 178 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 8 179 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 181 dws SO: the, Input: [d]
1 3 5 2 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 8 191 dws SO: the, Input: [d]
1 3 5 2 8 192 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 8 193 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 8 194 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 8 195 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 8 201 dws SO: the, Input: [d]
1 3 5 2 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 8 211 dws SO: the, Input: [d]
1 3 5 2 9 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 2 9 1 dws SO: the, Input: [d]
1 3 5 2 9 1 1 esm SO: {the,d}, Input: []
1 3 5 2 9 1 2 epm SO: <the,d>, Input: []
1 3 5 2 9 1 3 epm SO: <d,the>, Input: []
1 3 5 2 9 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 1 dws SO: the, Input: [d]
1 3 5 2 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 9 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 1 dws SO: the, Input: [d]
1 3 5 2 9 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 9 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 1 dws SO: the, Input: [d]
1 3 5 2 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 9 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 1 dws SO: the, Input: [d]
1 3 5 2 9 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 9 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 1 dws SO: the, Input: [d]
1 3 5 2 9 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 9 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 1 dws SO: the, Input: [d]
1 3 5 2 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 1 dws SO: the, Input: [d]
1 3 5 2 9 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 9 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 1 dws SO: the, Input: [d]
1 3 5 2 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 9 101 dws SO: the, Input: [d]
1 3 5 2 9 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 9 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 2 9 111 dws SO: the, Input: [d]
1 3 5 2 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 2 9 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 2 9 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 2 9 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 121 dws SO: the, Input: [d]
1 3 5 2 9 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 2 9 131 dws SO: the, Input: [d]
1 3 5 2 9 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 9 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 9 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 9 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 9 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 9 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 2 9 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 9 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 9 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 9 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 2 9 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 2 9 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 141 dws SO: the, Input: [d]
1 3 5 2 9 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 9 151 dws SO: the, Input: [d]
1 3 5 2 9 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 9 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 9 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 9 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 9 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 9 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 9 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 2 9 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 9 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 161 dws SO: the, Input: [d]
1 3 5 2 9 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 9 171 dws SO: the, Input: [d]
1 3 5 2 9 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 9 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 9 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 9 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 9 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 9 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 9 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 181 dws SO: the, Input: [d]
1 3 5 2 9 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 9 191 dws SO: the, Input: [d]
1 3 5 2 9 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 9 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 9 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 9 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 9 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 2 9 201 dws SO: the, Input: [d]
1 3 5 2 9 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 2 9 211 dws SO: the, Input: [d]
1 3 5 2 10ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 2 101 dws SO: the, Input: [d]
1 3 5 2 101 1 esm SO: {the,d}, Input: []
1 3 5 2 101 2 epm SO: <the,d>, Input: []
1 3 5 2 101 3 epm SO: <d,the>, Input: []
1 3 5 2 11ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 2 111 dws SO: the, Input: [d]
1 3 5 2 111 1 esm SO: {the,d}, Input: []
1 3 5 2 111 2 epm SO: <the,d>, Input: []
1 3 5 2 111 3 epm SO: <d,the>, Input: []
1 3 5 2 112 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 112 1 dws SO: the, Input: [d]
1 3 5 2 112 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 112 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 112 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 112 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 112 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 112 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 112 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 112 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 112 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 112 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 2 112 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 112 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 112 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 112 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 112 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 2 112 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 113 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 113 1 dws SO: the, Input: [d]
1 3 5 2 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 5 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 7 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 8 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 12ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 113 14ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 113 15ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 113 16ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 113 17ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 2 113 18ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 113 19ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 2 113 20ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 113 21ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 113 22ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 113 23ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 113 24ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 2 113 25ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 114 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 114 1 dws SO: the, Input: [d]
1 3 5 2 114 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 114 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 114 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 114 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 114 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 114 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 114 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 114 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 114 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 2 114 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 114 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 114 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 114 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 114 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 2 114 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 115 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 115 1 dws SO: the, Input: [d]
1 3 5 2 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 115 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 115 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 115 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 115 8 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 115 10ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 115 11ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 115 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 115 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 2 115 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 115 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 2 115 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 115 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 115 18ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 115 19ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 115 20ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 2 115 21ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 116 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 116 1 dws SO: the, Input: [d]
1 3 5 2 116 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 116 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 116 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 116 5 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 116 6 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 116 7 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 116 8 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 116 9 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 116 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 2 116 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 2 116 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 116 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 116 14ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 116 15ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 116 16ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 2 116 17ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 117 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 2 117 1 dws SO: the, Input: [d]
1 3 5 2 117 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 117 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 117 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 117 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 117 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 117 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 2 117 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 117 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 2 117 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 117 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 117 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 117 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 117 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 2 117 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 2 118 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 118 1 dws SO: the, Input: [d]
1 3 5 2 119 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 119 1 dws SO: the, Input: [d]
1 3 5 2 119 2 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 119 3 ism SO: {{book,n!case},<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 119 4 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 119 5 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 119 6 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 119 7 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 119 8 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 119 9 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 1110ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 11101 dws SO: the, Input: [d]
1 3 5 2 1111ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 11111 dws SO: the, Input: [d]
1 3 5 2 11112 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 2 11113 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 2 11114 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 11115 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 1112ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 2 11121 dws SO: the, Input: [d]
1 3 5 2 1113ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 2 11131 dws SO: the, Input: [d]
1 3 5 2 12ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 2 121 dws SO: the, Input: [d]
1 3 5 2 121 1 esm SO: {the,d}, Input: []
1 3 5 2 121 2 epm SO: <the,d>, Input: []
1 3 5 2 121 3 epm SO: <d,the>, Input: []
1 3 5 2 13ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 2 131 dws SO: the, Input: [d]
1 3 5 2 131 1 esm SO: {the,d}, Input: []
1 3 5 2 131 2 epm SO: <the,d>, Input: []
1 3 5 2 131 3 epm SO: <d,the>, Input: []
1 3 5 2 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 132 1 dws SO: the, Input: [d]
1 3 5 2 132 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 132 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 132 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 132 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 132 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 132 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 132 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 2 132 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 2 132 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 2 132 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 132 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 2 132 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 2 133 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 133 1 dws SO: the, Input: [d]
1 3 5 2 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 133 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 133 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 133 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 133 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 133 10ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 133 11ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 2 133 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 2 133 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 2 133 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 2 133 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 133 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 2 133 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 2 134 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 134 1 dws SO: the, Input: [d]
1 3 5 2 134 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 134 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 134 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 134 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 134 6 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 134 7 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 134 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 2 134 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 2 134 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 2 134 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 134 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 2 134 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 2 135 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 2 135 1 dws SO: the, Input: [d]
1 3 5 2 135 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 135 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 135 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 135 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 135 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 2 135 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 2 135 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 2 135 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 2 135 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 2 135 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 2 135 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 2 136 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 136 1 dws SO: the, Input: [d]
1 3 5 2 137 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 2 137 1 dws SO: the, Input: [d]
1 3 5 2 137 2 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 2 137 3 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 2 137 4 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 137 5 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 138 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 2 138 1 dws SO: the, Input: [d]
1 3 5 2 139 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 2 139 1 dws SO: the, Input: [d]
1 3 5 2 14ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 2 141 dws SO: the, Input: [d]
1 3 5 2 141 1 esm SO: {the,d}, Input: []
1 3 5 2 141 2 epm SO: <the,d>, Input: []
1 3 5 2 141 3 epm SO: <d,the>, Input: []
1 3 5 2 15ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 2 151 dws SO: the, Input: [d]
1 3 5 2 151 1 esm SO: {the,d}, Input: []
1 3 5 2 151 2 epm SO: <the,d>, Input: []
1 3 5 2 151 3 epm SO: <d,the>, Input: []
1 3 5 2 152 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 152 1 dws SO: the, Input: [d]
1 3 5 2 152 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 2 152 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 2 152 4 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 2 152 5 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 2 152 6 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 2 152 7 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 2 152 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 2 152 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 2 153 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 2 153 1 dws SO: the, Input: [d]
1 3 5 2 153 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 2 153 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 2 153 4 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 2 153 5 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 2 153 6 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 2 153 7 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 2 153 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 2 153 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 2 154 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 2 154 1 dws SO: the, Input: [d]
1 3 5 2 155 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 2 155 1 dws SO: the, Input: [d]
1 3 5 2 16ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 5 2 161 dws SO: the, Input: [d]
1 3 5 2 161 1 esm SO: {the,d}, Input: []
1 3 5 2 161 2 epm SO: <the,d>, Input: []
1 3 5 2 161 3 epm SO: <d,the>, Input: []
1 3 5 2 17ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 2 171 dws SO: the, Input: [d]
1 3 5 2 171 1 esm SO: {the,d}, Input: []
1 3 5 2 171 2 epm SO: <the,d>, Input: []
1 3 5 2 171 3 epm SO: <d,the>, Input: []
1 3 5 3 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 5 3 1 dws SO: the, Input: [d]
1 3 5 3 1 1 esm SO: {the,d}, Input: []
1 3 5 3 1 1 1 uws SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 3 1 2 epm SO: <the,d>, Input: []
1 3 5 3 1 2 1 uws SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 3 1 3 epm SO: <d,the>, Input: []
1 3 5 3 1 3 1 uws SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 3 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 2 1 dws SO: the, Input: [d]
1 3 5 3 2 1 1 esm SO: {the,d}, Input: []
1 3 5 3 2 1 2 epm SO: <the,d>, Input: []
1 3 5 3 2 1 3 epm SO: <d,the>, Input: []
1 3 5 3 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 1 dws SO: the, Input: [d]
1 3 5 3 2 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 13ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 2 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 2 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 2 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 2 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 1 dws SO: the, Input: [d]
1 3 5 3 2 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 3 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 3 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 3 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 3 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 1 dws SO: the, Input: [d]
1 3 5 3 2 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 5 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 12ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 13ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 22ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 23ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 4 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 4 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 4 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 4 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 1 dws SO: the, Input: [d]
1 3 5 3 2 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 10ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 11ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 15ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 19ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 20ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 21ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 5 38ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 5 39ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 5 40ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 5 41ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 1 dws SO: the, Input: [d]
1 3 5 3 2 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 6 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 6 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 6 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 6 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 1 dws SO: the, Input: [d]
1 3 5 3 2 7 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 15ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 16ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 17ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 18ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 19ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 20ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 21ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 22ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 23ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 24ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 25ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 27ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 28ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 30ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 32ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 33ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 7 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 7 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 7 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 7 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 7 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 7 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 7 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 7 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 7 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 7 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 7 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 7 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 7 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 7 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 7 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 7 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 7 58ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 59ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 7 60ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 61ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 7 62ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 7 63ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 7 64ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 7 65ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 1 dws SO: the, Input: [d]
1 3 5 3 2 8 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 13ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 8 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 8 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 8 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 8 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 8 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 8 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 8 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 8 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 8 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 8 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 8 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 8 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 8 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 8 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 8 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 8 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 8 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 8 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 8 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 8 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 8 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 8 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 8 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 8 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 1 dws SO: the, Input: [d]
1 3 5 3 2 9 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 9 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 9 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 9 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 9 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 9 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 9 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 9 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 9 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 9 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 9 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 9 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 9 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 9 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 9 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 9 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 9 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 9 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 9 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 9 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 9 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 101 dws SO: the, Input: [d]
1 3 5 3 2 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 105 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1011ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1012ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1013ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1017ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1018ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1019ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1020ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1021ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1022ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1023ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1024ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1025ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1042ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1043ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1044ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1045ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 111 dws SO: the, Input: [d]
1 3 5 3 2 112 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 113 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 117 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1110ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1111ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1113ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1115ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1116ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1117ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1118ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1119ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1120ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1121ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1122ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1123ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 1124ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1125ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1126ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1127ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1128ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1129ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 1130ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1131ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1132ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1133ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1134ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1135ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 1136ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1137ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1138ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1139ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1140ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1141ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 121 dws SO: the, Input: [d]
1 3 5 3 2 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 123 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 129 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1210ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1211ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1215ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1216ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1217ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1218ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1219ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1220ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1221ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1238ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1239ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1240ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1241ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 131 dws SO: the, Input: [d]
1 3 5 3 2 132 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 133 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 134 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 135 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 136 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 137 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 138 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 139 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1310ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1311ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1312ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1313ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1314ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1315ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1316ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1317ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1318ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1319ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1320ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1321ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1322ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1323ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1324ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1325ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1326ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1327ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1328ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 1329ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1330ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1331ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1332ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1333ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1334ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1335ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 1336ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1337ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1338ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1339ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1340ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1341ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 1342ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1343ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1344ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1345ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1346ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1347ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 1348ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1349ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1350ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1351ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1352ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1353ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 141 dws SO: the, Input: [d]
1 3 5 3 2 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 143 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 149 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1410ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1411ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1412ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1413ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1414ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1415ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1417ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1418ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1419ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1420ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1421ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1438ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1439ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1440ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1441ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 151 dws SO: the, Input: [d]
1 3 5 3 2 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 153 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 155 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 156 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 157 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 158 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 159 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1510ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1511ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1512ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1513ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1514ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1515ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1516ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1517ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1518ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1519ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1520ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1522ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1524ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1525ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1526ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1527ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1528ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1529ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1530ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1531ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 1532ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1533ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1534ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1535ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1536ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1537ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 1538ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1539ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1540ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1541ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1542ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1543ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 1544ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1545ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1546ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1547ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1548ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1549ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 161 dws SO: the, Input: [d]
1 3 5 3 2 162 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 163 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 164 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 165 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 166 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 167 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 168 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 169 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1610ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1611ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1612ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1613ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1614ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1615ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1616ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1617ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1618ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1619ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1620ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1621ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1622ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1623ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 1624ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1625ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1626ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1627ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1628ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1629ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 1630ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1631ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1632ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1633ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1634ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1635ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 1636ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1637ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1638ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1639ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1640ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1641ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 171 dws SO: the, Input: [d]
1 3 5 3 2 172 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 173 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 174 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 175 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 176 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 177 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 178 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 179 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1710ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1711ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1712ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1713ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1714ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1715ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1716ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1717ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1718ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1720ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1721ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1722ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1723ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1724ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1725ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1726ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1727ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 1728ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1729ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1730ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1731ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1732ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1733ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 1734ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1735ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1736ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1737ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1738ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1739ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 1740ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1741ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1742ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1743ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1744ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1745ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 18ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 181 dws SO: the, Input: [d]
1 3 5 3 2 182 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 183 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 184 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 185 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 186 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 187 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 188 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 189 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1810ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1811ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1812ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1813ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1814ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1815ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1816ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1817ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1818ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1819ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1820ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1821ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1822ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1823ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 1824ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1825ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1826ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1827ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1828ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1829ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 1830ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1831ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1832ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1833ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1834ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1835ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 1836ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1837ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1838ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1839ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1840ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1841ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 19ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 2 191 dws SO: the, Input: [d]
1 3 5 3 2 192 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 193 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 194 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 195 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 196 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 197 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 198 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 199 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1910ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1911ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1912ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1913ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1914ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1915ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1916ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1917ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1918ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1919ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1920ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1921ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 2 1922ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1923ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 2 1924ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1925ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1926ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1927ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1928ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1929ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 1930ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1931ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1932ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1933ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1934ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1935ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 1936ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1937ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 1938ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 1939ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 1940ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 2 1941ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 20ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 201 dws SO: the, Input: [d]
1 3 5 3 2 202 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 203 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 204 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 205 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 206 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 207 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 208 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 2 209 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 21ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 211 dws SO: the, Input: [d]
1 3 5 3 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 221 dws SO: the, Input: [d]
1 3 5 3 2 222 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 2 223 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 2 224 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 2 225 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 2 231 dws SO: the, Input: [d]
1 3 5 3 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 241 dws SO: the, Input: [d]
1 3 5 3 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 2 251 dws SO: the, Input: [d]
1 3 5 3 2 252 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 253 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 254 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 255 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 256 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 257 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 258 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 259 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 2510ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 2511ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 2512ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 2513ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 2 2514ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 2515ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 2516ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 2517ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 2 2518ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 2519ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 2520ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 2521ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 2522ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 2523ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 2524ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 2 2525ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 261 dws SO: the, Input: [d]
1 3 5 3 2 262 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 263 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 264 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 265 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 266 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 267 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 268 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 2 269 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 271 dws SO: the, Input: [d]
1 3 5 3 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 281 dws SO: the, Input: [d]
1 3 5 3 2 282 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 2 283 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 2 284 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 2 285 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 2 291 dws SO: the, Input: [d]
1 3 5 3 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 301 dws SO: the, Input: [d]
1 3 5 3 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 2 311 dws SO: the, Input: [d]
1 3 5 3 2 312 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 2 313 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 2 314 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 2 315 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 2 316 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 2 317 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 2 318 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 319 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 3110ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 3111ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 3112ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 2 3113ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 321 dws SO: the, Input: [d]
1 3 5 3 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 2 331 dws SO: the, Input: [d]
1 3 5 3 2 332 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 333 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 334 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 335 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 2 336 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 337 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 338 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 2 339 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 341 dws SO: the, Input: [d]
1 3 5 3 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 2 351 dws SO: the, Input: [d]
1 3 5 3 2 352 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 2 353 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 2 354 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 2 355 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 2 361 dws SO: the, Input: [d]
1 3 5 3 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 2 371 dws SO: the, Input: [d]
1 3 5 3 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 3 1 dws SO: the, Input: [d]
1 3 5 3 3 1 1 esm SO: {the,d}, Input: []
1 3 5 3 3 1 2 epm SO: <the,d>, Input: []
1 3 5 3 3 1 3 epm SO: <d,the>, Input: []
1 3 5 3 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 1 dws SO: the, Input: [d]
1 3 5 3 3 2 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 2 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 2 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 2 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 2 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 2 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 2 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 2 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 2 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 2 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 2 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 2 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 2 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 2 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 2 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 2 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 2 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 1 dws SO: the, Input: [d]
1 3 5 3 3 3 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 15ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 3 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 3 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 3 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 3 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 3 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 3 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 3 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 3 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 3 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 3 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 3 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 3 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 3 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 3 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 3 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 3 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 3 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 3 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 3 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 3 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 3 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 3 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 3 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 3 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 3 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 3 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 3 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 3 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 1 dws SO: the, Input: [d]
1 3 5 3 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 7 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 4 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 4 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 4 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 4 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 4 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 4 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 4 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 4 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 4 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 4 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 4 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 4 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 4 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 4 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 4 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 4 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 4 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 4 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 4 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 4 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 1 dws SO: the, Input: [d]
1 3 5 3 3 5 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 5 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 5 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 5 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 5 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 5 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 5 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 5 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 5 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 5 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 5 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 5 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 5 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 5 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 5 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 5 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 5 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 1 dws SO: the, Input: [d]
1 3 5 3 3 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 5 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 14ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 6 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 6 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 6 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 6 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 6 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 6 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 6 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 6 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 6 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 6 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 6 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 6 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 6 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 6 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 6 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 6 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 6 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 6 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 1 dws SO: the, Input: [d]
1 3 5 3 3 7 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 12ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 7 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 7 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 7 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 7 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 7 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 7 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 7 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 7 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 7 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 7 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 7 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 7 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 7 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 7 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 7 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 7 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 1 dws SO: the, Input: [d]
1 3 5 3 3 8 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 8 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 8 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 8 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 8 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 8 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 8 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 8 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 8 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 8 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 8 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 8 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 8 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 8 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 8 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 8 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 8 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 1 dws SO: the, Input: [d]
1 3 5 3 3 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 9 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 101 dws SO: the, Input: [d]
1 3 5 3 3 102 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 103 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 104 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 106 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 107 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 108 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 109 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1010ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1012ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1014ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1015ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1016ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1017ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1018ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1019ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 1020ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1021ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 1022ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1023ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1024ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1025ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1026ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1027ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 1028ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1029ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1030ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1031ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1032ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1033ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 11ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 111 dws SO: the, Input: [d]
1 3 5 3 3 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 117 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 121 dws SO: the, Input: [d]
1 3 5 3 3 122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 123 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1212ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 1220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 1222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 1228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 13ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 131 dws SO: the, Input: [d]
1 3 5 3 3 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 135 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1314ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 1324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 1326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 1332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 14ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 141 dws SO: the, Input: [d]
1 3 5 3 3 142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 143 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1412ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 1420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 1422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 1428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 15ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 3 151 dws SO: the, Input: [d]
1 3 5 3 3 152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 153 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1512ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 3 1518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 3 1520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 1522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 1528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 1531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 3 1533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 16ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 161 dws SO: the, Input: [d]
1 3 5 3 3 17ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 3 171 dws SO: the, Input: [d]
1 3 5 3 3 172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 177 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 178 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 1710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 1711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 1712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 1713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 3 1714ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1715ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 1716ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1717ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 3 1718ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 1719ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 1720ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 1721ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 1722ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 1723ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 1724ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 3 1725ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 181 dws SO: the, Input: [d]
1 3 5 3 3 182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 3 183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 3 184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 3 185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 3 186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 3 189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 191 dws SO: the, Input: [d]
1 3 5 3 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 201 dws SO: the, Input: [d]
1 3 5 3 3 202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 3 203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 3 204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 3 205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 3 211 dws SO: the, Input: [d]
1 3 5 3 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 221 dws SO: the, Input: [d]
1 3 5 3 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 3 231 dws SO: the, Input: [d]
1 3 5 3 3 232 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 3 233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 3 234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 3 235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 3 236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 3 237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 3 238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 2310ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 2311ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 2312ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 3 2313ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 241 dws SO: the, Input: [d]
1 3 5 3 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 3 251 dws SO: the, Input: [d]
1 3 5 3 3 252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 3 253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 3 254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 3 255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 3 256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 3 259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 261 dws SO: the, Input: [d]
1 3 5 3 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 3 271 dws SO: the, Input: [d]
1 3 5 3 3 272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 3 273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 3 274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 3 275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 3 281 dws SO: the, Input: [d]
1 3 5 3 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 3 291 dws SO: the, Input: [d]
1 3 5 3 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 4 1 dws SO: the, Input: [d]
1 3 5 3 4 1 1 esm SO: {the,d}, Input: []
1 3 5 3 4 1 2 epm SO: <the,d>, Input: []
1 3 5 3 4 1 3 epm SO: <d,the>, Input: []
1 3 5 3 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 1 dws SO: the, Input: [d]
1 3 5 3 4 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 2 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 2 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 2 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 2 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 2 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 2 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 2 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 2 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 2 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 2 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 2 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 2 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 2 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 2 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 2 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 2 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 2 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 2 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 2 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 2 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 1 dws SO: the, Input: [d]
1 3 5 3 4 3 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 14ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 3 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 3 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 3 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 3 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 3 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 3 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 3 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 3 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 3 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 3 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 3 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 3 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 3 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 3 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 3 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 3 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 3 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 3 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 1 dws SO: the, Input: [d]
1 3 5 3 4 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 14ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 4 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 4 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 4 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 4 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 4 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 4 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 4 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 4 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 4 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 4 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 4 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 4 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 4 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 4 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 4 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 4 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 4 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 4 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 1 dws SO: the, Input: [d]
1 3 5 3 4 5 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 15ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 16ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 17ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 18ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 19ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 21ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 23ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 25ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 27ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 28ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 29ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 30ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 31ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 5 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 5 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 5 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 5 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 5 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 5 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 5 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 5 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 5 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 5 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 5 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 5 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 5 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 5 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 5 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 5 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 5 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 5 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 5 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 5 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 5 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 5 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 5 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 5 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 5 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 5 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 5 58ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 5 59ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 5 60ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 5 61ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 1 dws SO: the, Input: [d]
1 3 5 3 4 6 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 7 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 13ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 15ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 18ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 22ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 23ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 6 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 6 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 6 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 6 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 6 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 6 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 6 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 6 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 6 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 6 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 6 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 6 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 6 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 6 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 6 38ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 6 39ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 6 40ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 6 41ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 6 42ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 6 43ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 6 44ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 6 45ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 1 dws SO: the, Input: [d]
1 3 5 3 4 7 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 14ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 7 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 7 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 7 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 7 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 7 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 7 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 7 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 7 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 7 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 7 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 7 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 7 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 7 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 7 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 7 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 7 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 7 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 7 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 1 dws SO: the, Input: [d]
1 3 5 3 4 8 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 8 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 8 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 8 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 8 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 8 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 8 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 8 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 8 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 8 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 8 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 8 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 8 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 8 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 8 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 8 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 8 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 8 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 8 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 8 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 8 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 1 dws SO: the, Input: [d]
1 3 5 3 4 9 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 14ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 9 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 9 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 9 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 9 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 9 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 9 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 9 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 9 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 9 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 9 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 9 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 9 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 9 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 9 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 9 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 9 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 9 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 9 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 101 dws SO: the, Input: [d]
1 3 5 3 4 102 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 103 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 105 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 106 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 107 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 108 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 109 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1010ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1011ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1012ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1014ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1015ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1016ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1017ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1018ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1019ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1020ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1021ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 1022ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1023ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1024ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1025ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 1026ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1027ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1028ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1029ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1030ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1031ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 1032ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1033ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1034ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1035ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1036ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1037ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 111 dws SO: the, Input: [d]
1 3 5 3 4 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 119 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1110ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1111ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1112ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1113ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1114ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1115ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1116ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1117ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 121 dws SO: the, Input: [d]
1 3 5 3 4 122 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 123 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 125 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 126 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 127 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 128 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 129 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1210ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1211ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1212ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1214ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1215ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1216ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1217ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1218ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1219ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1220ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1221ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 1222ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1223ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1224ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1225ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 1226ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1227ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1228ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1229ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1230ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1231ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 1232ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1233ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1234ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1235ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1236ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1237ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 131 dws SO: the, Input: [d]
1 3 5 3 4 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 137 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1311ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1312ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1313ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1314ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1315ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1316ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1318ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 1330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 1334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 1340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 141 dws SO: the, Input: [d]
1 3 5 3 4 142 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 143 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 145 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 146 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 147 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 148 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 149 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1410ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1411ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1412ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1414ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1416ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1417ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1418ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1419ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1420ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1421ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 1422ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1423ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1424ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1425ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 1426ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1427ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1428ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1429ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1430ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1431ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 1432ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1433ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1434ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1435ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1436ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1437ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 15ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 151 dws SO: the, Input: [d]
1 3 5 3 4 152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 153 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 155 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 157 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 159 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1510ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1511ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1513ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1514ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1516ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1518ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1520ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1521ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1522ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1523ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1524ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1525ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 1526ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1527ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1528ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1529ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 1530ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1531ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1532ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1533ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1534ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1535ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 1536ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1537ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1538ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1539ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1540ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1541ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 16ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 161 dws SO: the, Input: [d]
1 3 5 3 4 162 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 163 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 164 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 165 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 166 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 167 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 168 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 169 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1610ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1611ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1612ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1614ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1616ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1617ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1618ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1619ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1620ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1621ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 1622ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1623ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1624ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1625ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 1626ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1627ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1628ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1629ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1630ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1631ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 1632ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1633ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1634ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1635ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1636ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1637ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 17ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 4 171 dws SO: the, Input: [d]
1 3 5 3 4 172 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 173 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 175 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 176 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 177 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 178 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 179 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1710ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1711ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1712ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1714ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1716ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1717ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1718ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1719ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 4 1720ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1721ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 4 1722ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1723ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1724ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1725ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 1726ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1727ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1728ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1729ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1730ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1731ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 1732ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1733ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 1734ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 1735ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 1736ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 4 1737ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 18ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 181 dws SO: the, Input: [d]
1 3 5 3 4 182 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 4 183 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 4 184 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 4 185 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 4 19ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 4 191 dws SO: the, Input: [d]
1 3 5 3 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 201 dws SO: the, Input: [d]
1 3 5 3 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 4 211 dws SO: the, Input: [d]
1 3 5 3 4 212 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 213 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 214 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 215 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 216 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 217 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 218 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 2110ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 2111ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 2112ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 2113ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 4 2114ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 2115ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 2116ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 2117ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 4 2118ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 2119ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 2120ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 2121ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 2122ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 2123ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 2124ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 4 2125ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 221 dws SO: the, Input: [d]
1 3 5 3 4 222 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 4 223 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 4 224 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 4 225 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 4 226 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 227 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 228 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 4 229 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 231 dws SO: the, Input: [d]
1 3 5 3 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 241 dws SO: the, Input: [d]
1 3 5 3 4 242 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 4 243 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 4 244 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 4 245 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 4 251 dws SO: the, Input: [d]
1 3 5 3 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 261 dws SO: the, Input: [d]
1 3 5 3 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 4 271 dws SO: the, Input: [d]
1 3 5 3 4 272 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 4 273 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 4 274 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 4 275 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 4 276 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 4 277 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 4 278 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 279 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 2710ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 2711ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 2712ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 4 2713ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 281 dws SO: the, Input: [d]
1 3 5 3 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 4 291 dws SO: the, Input: [d]
1 3 5 3 4 292 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 4 293 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 4 294 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 4 295 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 4 296 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 297 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 298 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 4 299 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 301 dws SO: the, Input: [d]
1 3 5 3 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 4 311 dws SO: the, Input: [d]
1 3 5 3 4 312 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 4 313 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 4 314 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 4 315 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 4 321 dws SO: the, Input: [d]
1 3 5 3 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 4 331 dws SO: the, Input: [d]
1 3 5 3 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 5 1 dws SO: the, Input: [d]
1 3 5 3 5 1 1 esm SO: {the,d}, Input: []
1 3 5 3 5 1 2 epm SO: <the,d>, Input: []
1 3 5 3 5 1 3 epm SO: <d,the>, Input: []
1 3 5 3 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 1 dws SO: the, Input: [d]
1 3 5 3 5 2 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 12ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 2 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 2 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 2 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 2 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 2 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 2 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 2 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 2 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 2 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 2 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 2 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 2 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 2 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 2 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 2 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 2 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 1 dws SO: the, Input: [d]
1 3 5 3 5 3 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 15ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 16ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 3 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 3 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 3 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 3 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 3 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 3 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 3 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 3 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 3 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 3 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 3 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 3 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 3 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 3 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 3 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 3 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 3 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 3 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 3 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 3 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 3 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 3 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 3 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 3 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 3 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 3 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 3 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 3 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 1 dws SO: the, Input: [d]
1 3 5 3 5 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 7 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 11ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 13ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 18ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 20ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 21ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 4 22ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 4 23ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 4 24ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 4 25ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 4 26ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 4 27ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 4 28ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 4 29ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 4 30ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 4 31ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 4 32ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 4 33ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 4 34ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 4 35ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 4 36ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 4 37ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 4 38ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 4 39ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 4 40ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 4 41ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 1 dws SO: the, Input: [d]
1 3 5 3 5 5 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 12ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 5 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 5 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 5 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 5 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 5 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 5 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 5 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 5 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 5 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 5 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 5 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 5 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 5 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 5 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 5 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 5 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 1 dws SO: the, Input: [d]
1 3 5 3 5 6 2 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 3 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 4 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 5 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 6 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 9 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 10ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 11ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 12ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 14ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 16ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 17ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 18ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 19ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 6 20ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 6 21ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 6 22ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 6 23ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 6 24ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 6 25ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 6 26ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 6 27ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 6 28ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 6 29ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 6 30ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 6 31ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 6 32ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 6 33ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 6 34ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 6 35ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 6 36ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 6 37ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 1 dws SO: the, Input: [d]
1 3 5 3 5 7 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 12ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 7 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 7 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 7 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 7 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 7 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 7 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 7 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 7 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 7 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 7 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 7 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 7 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 7 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 7 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 7 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 7 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 1 dws SO: the, Input: [d]
1 3 5 3 5 8 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 12ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 8 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 8 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 8 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 8 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 8 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 8 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 8 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 8 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 8 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 8 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 8 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 8 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 8 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 8 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 8 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 8 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 1 dws SO: the, Input: [d]
1 3 5 3 5 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 9 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 101 dws SO: the, Input: [d]
1 3 5 3 5 102 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 103 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 104 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 106 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 107 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 108 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 109 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1010ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1012ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1013ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1014ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1015ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1016ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1017ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1018ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1019ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 1020ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1021ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 1022ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1023ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1024ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1025ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1026ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1027ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 1028ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1029ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1030ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1031ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1032ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1033ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 11ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 111 dws SO: the, Input: [d]
1 3 5 3 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 115 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 117 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 118 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1111ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1113ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1114ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1116ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1120ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1122ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1123ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1124ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1125ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1126ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1127ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 1128ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1129ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 1130ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1131ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1132ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1133ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1134ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1135ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 1136ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1137ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1138ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1139ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1140ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1141ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 121 dws SO: the, Input: [d]
1 3 5 3 5 122 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 123 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 124 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 126 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 127 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 128 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 129 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1210ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1212ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1214ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1215ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1216ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1217ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1218ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1219ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 1220ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1221ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 1222ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1223ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1224ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1225ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1226ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1227ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 1228ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1229ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1230ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1231ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1232ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1233ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 13ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 131 dws SO: the, Input: [d]
1 3 5 3 5 132 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 133 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 134 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 135 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 136 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 139 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1310ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1311ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1312ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1314ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1316ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1317ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1318ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1319ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1320ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1321ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1322ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1323ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 1324ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1325ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 1326ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1327ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1328ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1329ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1330ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1331ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 1332ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1333ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1334ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1335ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1336ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1337ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 14ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 141 dws SO: the, Input: [d]
1 3 5 3 5 142 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 143 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 144 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 146 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 147 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 148 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 149 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1410ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1412ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1413ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1414ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1415ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1416ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1417ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1418ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1419ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 1420ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1421ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 1422ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1423ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1424ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1425ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1426ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1427ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 1428ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1429ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1430ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1431ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1432ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1433ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 15ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 5 151 dws SO: the, Input: [d]
1 3 5 3 5 152 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 153 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 154 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 156 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 157 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 158 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 159 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1510ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1512ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1514ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1515ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1516ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1517ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 5 1518ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1519ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 5 1520ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1521ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 1522ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1523ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1524ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1525ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1526ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1527ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 1528ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1529ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1530ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 1531ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1532ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 5 1533ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 16ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 5 161 dws SO: the, Input: [d]
1 3 5 3 5 17ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 5 171 dws SO: the, Input: [d]
1 3 5 3 5 172 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 173 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 174 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 175 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 176 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 177 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 178 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 179 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 1710ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 1711ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 1712ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 1713ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 5 1714ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1715ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 1716ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1717ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 5 1718ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 1719ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 1720ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 1721ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 1722ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 1723ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 1724ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 5 1725ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 18ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 181 dws SO: the, Input: [d]
1 3 5 3 5 182 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 5 183 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 5 184 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 5 185 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 5 186 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 187 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 188 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 5 189 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 19ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 191 dws SO: the, Input: [d]
1 3 5 3 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 201 dws SO: the, Input: [d]
1 3 5 3 5 202 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 5 203 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 5 204 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 5 205 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 5 211 dws SO: the, Input: [d]
1 3 5 3 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 221 dws SO: the, Input: [d]
1 3 5 3 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 5 231 dws SO: the, Input: [d]
1 3 5 3 5 232 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 5 233 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 5 234 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 5 235 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 5 236 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 5 237 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 5 238 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 239 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 2310ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 2311ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 2312ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 5 2313ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 241 dws SO: the, Input: [d]
1 3 5 3 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 5 251 dws SO: the, Input: [d]
1 3 5 3 5 252 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 5 253 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 5 254 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 5 255 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 5 256 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 257 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 258 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 5 259 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 261 dws SO: the, Input: [d]
1 3 5 3 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 5 271 dws SO: the, Input: [d]
1 3 5 3 5 272 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 5 273 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 5 274 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 5 275 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 5 281 dws SO: the, Input: [d]
1 3 5 3 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 5 291 dws SO: the, Input: [d]
1 3 5 3 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 6 1 dws SO: the, Input: [d]
1 3 5 3 6 1 1 esm SO: {the,d}, Input: []
1 3 5 3 6 1 2 epm SO: <the,d>, Input: []
1 3 5 3 6 1 3 epm SO: <d,the>, Input: []
1 3 5 3 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 1 dws SO: the, Input: [d]
1 3 5 3 6 2 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 2 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 2 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 2 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 2 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 2 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 2 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 2 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 2 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 2 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 2 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 2 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 2 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 2 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 2 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 2 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 2 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 1 dws SO: the, Input: [d]
1 3 5 3 6 3 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 15ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 3 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 3 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 3 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 3 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 3 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 3 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 3 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 3 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 3 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 3 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 3 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 3 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 3 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 3 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 3 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 3 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 3 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 3 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 3 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 3 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 3 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 3 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 3 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 3 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 3 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 3 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 3 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 3 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 1 dws SO: the, Input: [d]
1 3 5 3 6 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 7 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 4 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 4 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 4 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 4 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 4 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 4 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 4 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 4 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 4 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 4 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 4 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 4 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 4 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 4 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 4 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 4 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 4 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 4 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 4 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 4 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 1 dws SO: the, Input: [d]
1 3 5 3 6 5 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 5 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 5 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 5 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 5 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 5 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 5 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 5 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 5 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 5 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 5 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 5 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 5 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 5 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 5 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 5 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 5 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 1 dws SO: the, Input: [d]
1 3 5 3 6 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 5 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 14ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 6 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 6 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 6 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 6 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 6 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 6 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 6 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 6 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 6 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 6 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 6 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 6 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 6 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 6 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 6 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 6 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 6 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 6 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 1 dws SO: the, Input: [d]
1 3 5 3 6 7 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 12ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 7 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 7 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 7 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 7 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 7 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 7 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 7 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 7 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 7 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 7 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 7 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 7 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 7 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 7 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 7 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 7 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 1 dws SO: the, Input: [d]
1 3 5 3 6 8 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 8 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 8 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 8 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 8 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 8 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 8 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 8 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 8 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 8 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 8 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 8 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 8 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 8 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 8 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 8 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 8 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 1 dws SO: the, Input: [d]
1 3 5 3 6 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 9 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 101 dws SO: the, Input: [d]
1 3 5 3 6 102 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 103 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 104 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 106 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 107 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 108 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 109 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1010ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1012ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1014ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1015ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1016ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1017ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1018ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1019ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 1020ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1021ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 1022ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1023ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1024ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1025ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1026ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1027ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 1028ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1029ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1030ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1031ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1032ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1033ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 11ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 111 dws SO: the, Input: [d]
1 3 5 3 6 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 117 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 121 dws SO: the, Input: [d]
1 3 5 3 6 122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 123 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1212ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 1220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 1222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 1228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 13ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 131 dws SO: the, Input: [d]
1 3 5 3 6 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 135 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1314ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 1324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 1326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 1332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 14ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 141 dws SO: the, Input: [d]
1 3 5 3 6 142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 143 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1412ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 1420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 1422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 1428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 15ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 6 151 dws SO: the, Input: [d]
1 3 5 3 6 152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 153 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1512ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 6 1518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 6 1520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 1522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 1528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 1531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 6 1533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 16ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 161 dws SO: the, Input: [d]
1 3 5 3 6 17ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 6 171 dws SO: the, Input: [d]
1 3 5 3 6 172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 177 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 178 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 1710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 1711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 1712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 1713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 6 1714ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1715ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 1716ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1717ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 6 1718ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 1719ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 1720ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 1721ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 1722ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 1723ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 1724ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 6 1725ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 181 dws SO: the, Input: [d]
1 3 5 3 6 182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 6 183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 6 184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 6 185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 6 186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 6 189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 191 dws SO: the, Input: [d]
1 3 5 3 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 201 dws SO: the, Input: [d]
1 3 5 3 6 202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 6 203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 6 204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 6 205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 6 211 dws SO: the, Input: [d]
1 3 5 3 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 221 dws SO: the, Input: [d]
1 3 5 3 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 6 231 dws SO: the, Input: [d]
1 3 5 3 6 232 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 6 233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 6 234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 6 235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 6 236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 6 237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 6 238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 2310ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 2311ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 2312ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 6 2313ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 241 dws SO: the, Input: [d]
1 3 5 3 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 6 251 dws SO: the, Input: [d]
1 3 5 3 6 252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 6 253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 6 254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 6 255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 6 256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 6 259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 261 dws SO: the, Input: [d]
1 3 5 3 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 6 271 dws SO: the, Input: [d]
1 3 5 3 6 272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 6 273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 6 274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 6 275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 6 281 dws SO: the, Input: [d]
1 3 5 3 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 6 291 dws SO: the, Input: [d]
1 3 5 3 7 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 7 1 dws SO: the, Input: [d]
1 3 5 3 7 1 1 esm SO: {the,d}, Input: []
1 3 5 3 7 1 2 epm SO: <the,d>, Input: []
1 3 5 3 7 1 3 epm SO: <d,the>, Input: []
1 3 5 3 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 1 dws SO: the, Input: [d]
1 3 5 3 7 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 18ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 20ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 21ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 23ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 24ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 25ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 26ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 27ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 28ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 29ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 2 50ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2 51ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 2 52ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2 53ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2 54ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2 55ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2 56ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 2 57ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 1 dws SO: the, Input: [d]
1 3 5 3 7 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 12ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 13ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 14ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 15ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 17ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 20ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 21ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 22ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 23ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 3 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 3 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 3 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 3 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 3 42ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 3 43ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 3 44ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 3 45ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 1 dws SO: the, Input: [d]
1 3 5 3 7 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 15ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 16ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 17ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 18ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 19ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 21ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 23ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 24ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 25ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 26ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 27ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 4 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 4 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 4 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 4 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 4 50ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 4 51ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 4 52ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 4 53ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 1 dws SO: the, Input: [d]
1 3 5 3 7 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 12ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 13ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 14ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 15ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 17ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 20ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 21ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 22ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 23ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 5 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 5 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 5 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 5 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 5 42ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 5 43ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 5 44ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 5 45ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 1 dws SO: the, Input: [d]
1 3 5 3 7 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 13ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 14ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 15ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 16ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 17ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 19ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 20ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 21ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 22ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 23ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 24ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 25ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 6 42ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 6 43ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 6 44ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 6 45ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 6 46ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 6 47ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 6 48ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 6 49ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 1 dws SO: the, Input: [d]
1 3 5 3 7 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 12ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 13ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 14ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 15ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 17ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 18ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 19ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 20ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 21ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 22ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 23ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 7 38ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 7 39ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 7 40ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 7 41ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 7 42ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 7 43ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 7 44ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 7 45ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 1 dws SO: the, Input: [d]
1 3 5 3 7 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 12ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 13ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 14ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 15ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 17ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 19ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 20ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 21ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 22ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 23ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 8 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 8 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 8 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 8 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 8 42ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 8 43ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 8 44ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 8 45ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 1 dws SO: the, Input: [d]
1 3 5 3 7 9 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 15ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 16ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 17ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 23ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 24ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 25ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 26ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 27ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 28ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 29ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 30ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 31ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 32ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 33ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 34ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 35ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 9 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 9 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 9 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 9 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 9 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 9 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 9 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 9 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 9 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 9 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 9 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 9 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 9 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 9 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 9 58ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 9 59ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 60ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 9 61ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 9 62ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 63ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 9 64ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 65ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 9 66ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 9 67ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 9 68ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 9 69ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 10ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 101 dws SO: the, Input: [d]
1 3 5 3 7 102 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 103 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 104 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 105 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 106 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 107 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 108 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 109 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1010ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1011ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1012ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1013ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1014ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1015ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1016ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1017ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1018ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1019ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1020ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1021ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1022ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1023ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1024ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1025ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1026ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1027ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1028ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1029ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1030ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1031ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1032ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1033ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 1034ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1035ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1036ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1037ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1038ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1039ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1040ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1041ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 1042ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1043ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1044ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1045ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1046ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1047ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1048ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1049ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1050ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1051ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1052ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1053ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 111 dws SO: the, Input: [d]
1 3 5 3 7 112 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 113 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 114 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 115 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 116 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 117 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 118 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 119 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1110ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1111ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1112ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1113ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1114ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1115ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1116ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1117ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1118ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1119ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1120ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1121ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1122ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1123ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1124ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1125ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 1126ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1127ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1128ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1129ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1130ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1131ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1132ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1133ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 1134ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1135ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1136ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1137ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1138ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1139ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1140ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1141ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1142ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1143ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1144ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1145ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 121 dws SO: the, Input: [d]
1 3 5 3 7 122 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 123 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 124 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 125 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 126 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 127 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 128 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 129 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1210ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1211ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1212ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1213ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1214ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1215ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1216ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1217ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1218ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1219ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1220ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1221ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1222ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1223ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1224ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1225ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1226ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1227ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1228ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1229ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 1230ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1231ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1232ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1233ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1234ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1235ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1236ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1237ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 1238ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1239ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1240ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1241ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1242ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1243ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1244ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1245ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1246ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1247ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1248ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1249ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 131 dws SO: the, Input: [d]
1 3 5 3 7 132 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 133 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 134 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 135 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 136 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 137 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 138 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 139 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1310ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1311ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1312ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1313ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1314ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1315ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1316ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1317ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1318ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1319ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1320ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1321ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1322ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1323ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1324ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1325ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 1326ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1327ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1328ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1329ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1330ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1331ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1332ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1333ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 1334ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1335ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1336ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1337ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1338ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1339ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1340ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1341ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1342ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1343ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1344ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1345ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 141 dws SO: the, Input: [d]
1 3 5 3 7 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1411ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1412ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1413ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1414ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1415ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1417ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1418ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1419ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1420ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1421ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1422ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1423ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1438ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1439ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1440ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1441ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1442ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1443ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1444ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1445ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 151 dws SO: the, Input: [d]
1 3 5 3 7 152 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 153 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 154 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 155 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 156 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 157 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 158 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 159 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1510ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1511ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1512ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1513ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1514ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1515ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1516ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1517ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1518ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1519ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1520ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1521ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1522ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1523ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1524ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1525ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1526ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1527ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1528ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1529ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1530ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1531ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1532ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1533ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1534ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1535ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1536ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1537ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 1538ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1539ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1540ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1541ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1542ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1543ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1544ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1545ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 1546ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1547ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1548ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1549ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1550ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1551ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1552ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1553ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1554ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1555ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1556ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1557ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 161 dws SO: the, Input: [d]
1 3 5 3 7 162 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 164 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 165 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 166 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 167 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 168 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 169 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1610ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1611ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1612ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1613ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1614ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1615ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1616ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1617ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1618ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1619ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1620ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1621ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1622ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1623ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1624ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1625ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 1626ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1627ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1628ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1629ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1630ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1631ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1632ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1633ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 1634ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1635ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1636ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1637ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1638ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1639ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1640ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1641ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1642ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1643ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1644ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1645ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 171 dws SO: the, Input: [d]
1 3 5 3 7 172 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 173 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 174 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 175 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 176 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 177 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 178 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 179 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1710ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1711ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1712ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1713ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1714ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1715ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1716ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1717ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1718ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1719ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1720ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1721ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1722ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1723ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1724ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1725ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1726ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1727ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1728ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1729ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1730ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1731ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1732ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1733ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 1734ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1735ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1736ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1737ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1738ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1739ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1740ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1741ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 1742ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1743ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1744ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1745ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1746ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1747ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1748ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1749ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1750ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1751ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1752ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1753ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 181 dws SO: the, Input: [d]
1 3 5 3 7 182 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 183 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 184 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 185 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 186 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 187 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 188 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 189 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1810ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1811ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1812ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1813ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1814ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1815ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1816ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1817ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1818ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1819ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1820ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1821ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1822ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1823ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1824ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1825ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 1826ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1827ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1828ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1829ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1830ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1831ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1832ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1833ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 1834ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1835ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1836ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1837ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1838ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1839ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1840ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1841ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1842ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1843ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1844ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1845ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 191 dws SO: the, Input: [d]
1 3 5 3 7 192 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 193 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 194 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 195 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 196 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 197 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 198 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 199 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1910ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1911ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1912ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1913ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1914ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1915ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1916ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1917ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1918ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1919ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1920ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1921ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1922ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1923ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1924ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1925ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 1926ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1927ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1928ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1929ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 1930ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1931ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1932ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1933ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1934ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1935ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1936ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1937ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 1938ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1939ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1940ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1941ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1942ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1943ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 1944ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1945ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 1946ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 1947ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 1948ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 1949ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 201 dws SO: the, Input: [d]
1 3 5 3 7 202 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 203 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 204 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 205 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 206 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 207 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 208 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 209 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2010ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2011ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2012ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2013ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2014ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2015ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2016ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2017ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2018ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2019ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2020ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2021ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2022ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2023ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2024ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 2025ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 2026ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 2027ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2028ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2029ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2030ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2031ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 2032ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2033ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 2034ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2035ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2036ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2037ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 2038ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2039ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 2040ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2041ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2042ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2043ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2044ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 2045ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 7 211 dws SO: the, Input: [d]
1 3 5 3 7 212 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 213 ism SO: {{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 214 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 215 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 216 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 217 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 218 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 219 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2110ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2111ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2112ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2113ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2114ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2115ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2116ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2117ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2118ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2119ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2120ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2121ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2122ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2123ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 7 2124ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2125ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 7 2126ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 2127ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2128ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2129ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2130ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2131ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 2132ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2133ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 2134ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2135ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2136ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2137ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 2138ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2139ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 2140ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2141ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2142ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 2143ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2144ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 7 2145ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 221 dws SO: the, Input: [d]
1 3 5 3 7 222 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 223 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 224 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 225 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 226 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 227 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 228 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 229 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2210ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 2211ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2212ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 7 2213ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 231 dws SO: the, Input: [d]
1 3 5 3 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 241 dws SO: the, Input: [d]
1 3 5 3 7 242 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 243 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 244 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 245 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 246 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 247 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 248 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 7 249 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 251 dws SO: the, Input: [d]
1 3 5 3 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 261 dws SO: the, Input: [d]
1 3 5 3 7 262 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 7 263 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 7 264 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 7 265 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 7 271 dws SO: the, Input: [d]
1 3 5 3 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 281 dws SO: the, Input: [d]
1 3 5 3 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 7 291 dws SO: the, Input: [d]
1 3 5 3 7 292 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 293 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 294 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 295 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 296 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 297 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 298 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 299 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 2910ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 2911ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 2912ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 2913ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 7 2914ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2915ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 2916ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2917ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 7 2918ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 2919ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 2920ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 2921ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 2922ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 2923ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 2924ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 7 2925ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 301 dws SO: the, Input: [d]
1 3 5 3 7 302 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 303 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 304 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 305 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 306 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 307 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 308 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 7 309 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 311 dws SO: the, Input: [d]
1 3 5 3 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 321 dws SO: the, Input: [d]
1 3 5 3 7 322 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 7 323 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 7 324 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 7 325 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 7 331 dws SO: the, Input: [d]
1 3 5 3 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 341 dws SO: the, Input: [d]
1 3 5 3 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 7 351 dws SO: the, Input: [d]
1 3 5 3 7 352 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 353 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 354 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 355 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 356 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 357 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 7 358 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 359 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 3510ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 3511ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 3512ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 7 3513ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 361 dws SO: the, Input: [d]
1 3 5 3 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 7 371 dws SO: the, Input: [d]
1 3 5 3 7 372 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 373 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 374 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 375 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 7 376 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 377 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 378 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 7 379 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 381 dws SO: the, Input: [d]
1 3 5 3 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 7 391 dws SO: the, Input: [d]
1 3 5 3 7 392 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 7 393 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 7 394 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 7 395 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 7 401 dws SO: the, Input: [d]
1 3 5 3 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 7 411 dws SO: the, Input: [d]
1 3 5 3 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 8 1 dws SO: the, Input: [d]
1 3 5 3 8 1 1 esm SO: {the,d}, Input: []
1 3 5 3 8 1 2 epm SO: <the,d>, Input: []
1 3 5 3 8 1 3 epm SO: <d,the>, Input: []
1 3 5 3 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 1 dws SO: the, Input: [d]
1 3 5 3 8 2 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 2 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 2 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 2 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 2 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 2 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 2 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 2 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 2 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 2 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 2 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 2 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 2 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 2 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 2 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 2 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 2 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 1 dws SO: the, Input: [d]
1 3 5 3 8 3 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 15ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 16ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 3 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 3 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 3 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 3 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 3 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 3 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 3 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 3 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 3 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 3 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 3 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 3 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 3 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 3 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 3 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 3 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 3 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 3 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 3 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 3 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 3 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 3 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 3 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 3 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 3 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 3 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 3 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 3 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 1 dws SO: the, Input: [d]
1 3 5 3 8 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 7 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 4 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 4 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 4 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 4 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 4 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 4 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 4 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 4 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 4 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 4 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 4 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 4 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 4 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 4 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 4 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 4 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 4 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 4 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 4 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 4 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 1 dws SO: the, Input: [d]
1 3 5 3 8 5 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 5 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 5 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 5 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 5 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 5 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 5 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 5 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 5 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 5 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 5 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 5 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 5 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 5 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 5 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 5 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 5 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 1 dws SO: the, Input: [d]
1 3 5 3 8 6 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 5 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 14ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 6 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 6 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 6 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 6 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 6 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 6 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 6 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 6 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 6 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 6 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 6 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 6 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 6 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 6 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 6 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 6 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 6 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 6 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 1 dws SO: the, Input: [d]
1 3 5 3 8 7 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 12ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 7 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 7 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 7 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 7 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 7 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 7 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 7 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 7 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 7 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 7 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 7 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 7 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 7 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 7 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 7 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 7 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 1 dws SO: the, Input: [d]
1 3 5 3 8 8 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 8 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 8 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 8 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 8 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 8 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 8 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 8 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 8 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 8 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 8 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 8 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 8 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 8 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 8 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 8 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 8 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 1 dws SO: the, Input: [d]
1 3 5 3 8 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 9 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 101 dws SO: the, Input: [d]
1 3 5 3 8 102 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 103 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 104 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 106 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 107 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 108 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 109 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1010ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1012ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1014ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1015ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1016ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1017ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1018ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1019ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 1020ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1021ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 1022ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1023ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1024ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1025ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1026ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1027ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 1028ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1029ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1030ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1031ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1032ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1033ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 111 dws SO: the, Input: [d]
1 3 5 3 8 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 117 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 1128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 1130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 1136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 121 dws SO: the, Input: [d]
1 3 5 3 8 122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 123 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1212ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 1220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 1222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 1228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 13ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 131 dws SO: the, Input: [d]
1 3 5 3 8 132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 135 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1314ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 1324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 1326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 1332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 14ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 141 dws SO: the, Input: [d]
1 3 5 3 8 142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 143 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1412ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 1420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 1422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 1428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 15ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 8 151 dws SO: the, Input: [d]
1 3 5 3 8 152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 153 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1512ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 8 1518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 8 1520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 1522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 1528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 1531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 8 1533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 16ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 161 dws SO: the, Input: [d]
1 3 5 3 8 17ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 8 171 dws SO: the, Input: [d]
1 3 5 3 8 172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 177 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 178 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 1710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 1711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 1712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 1713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 8 1714ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1715ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 1716ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1717ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 8 1718ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 1719ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 1720ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 1721ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 1722ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 1723ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 1724ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 8 1725ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 181 dws SO: the, Input: [d]
1 3 5 3 8 182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 8 183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 8 184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 8 185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 8 186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 8 189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 191 dws SO: the, Input: [d]
1 3 5 3 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 201 dws SO: the, Input: [d]
1 3 5 3 8 202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 8 203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 8 204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 8 205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 8 211 dws SO: the, Input: [d]
1 3 5 3 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 221 dws SO: the, Input: [d]
1 3 5 3 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 8 231 dws SO: the, Input: [d]
1 3 5 3 8 232 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 8 233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 8 234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 8 235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 8 236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 8 237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 8 238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 2310ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 2311ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 2312ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 8 2313ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 241 dws SO: the, Input: [d]
1 3 5 3 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 8 251 dws SO: the, Input: [d]
1 3 5 3 8 252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 8 253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 8 254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 8 255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 8 256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 8 259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 261 dws SO: the, Input: [d]
1 3 5 3 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 8 271 dws SO: the, Input: [d]
1 3 5 3 8 272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 8 273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 8 274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 8 275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 8 281 dws SO: the, Input: [d]
1 3 5 3 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 8 291 dws SO: the, Input: [d]
1 3 5 3 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 9 1 dws SO: the, Input: [d]
1 3 5 3 9 1 1 esm SO: {the,d}, Input: []
1 3 5 3 9 1 2 epm SO: <the,d>, Input: []
1 3 5 3 9 1 3 epm SO: <d,the>, Input: []
1 3 5 3 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 1 dws SO: the, Input: [d]
1 3 5 3 9 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 13ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 2 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 2 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 2 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 2 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 1 dws SO: the, Input: [d]
1 3 5 3 9 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 3 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 3 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 3 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 3 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 1 dws SO: the, Input: [d]
1 3 5 3 9 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 5 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 12ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 13ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 15ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 20ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 22ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 23ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 4 42ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 4 43ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 4 44ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 4 45ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 1 dws SO: the, Input: [d]
1 3 5 3 9 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 10ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 11ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 12ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 13ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 15ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 18ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 19ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 20ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 21ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 5 38ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 5 39ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 5 40ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 5 41ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 1 dws SO: the, Input: [d]
1 3 5 3 9 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 6 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 6 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 6 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 6 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 1 dws SO: the, Input: [d]
1 3 5 3 9 7 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 15ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 16ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 17ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 18ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 19ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 20ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 21ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 22ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 23ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 24ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 25ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 27ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 28ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 29ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 30ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 31ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 32ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 33ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 7 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 7 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 7 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 7 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 7 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 7 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 7 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 7 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 7 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 7 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 7 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 7 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 7 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 7 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 7 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 7 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 7 58ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 59ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 7 60ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 61ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 7 62ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 7 63ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 7 64ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 7 65ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 1 dws SO: the, Input: [d]
1 3 5 3 9 8 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 7 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 13ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 14ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 15ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 8 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 8 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 8 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 8 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 8 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 8 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 8 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 8 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 8 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 8 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 8 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 8 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 8 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 8 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 8 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 8 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 8 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 8 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 8 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 8 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 8 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 8 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 8 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 8 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 1 dws SO: the, Input: [d]
1 3 5 3 9 9 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 3 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 10ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 11ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 12ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 13ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 18ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 19ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 20ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 21ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 9 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 9 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 9 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 9 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 9 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 9 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 9 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 9 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 9 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 9 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 9 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 9 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 9 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 9 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 9 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 9 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 9 38ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 9 39ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 9 40ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 9 41ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 101 dws SO: the, Input: [d]
1 3 5 3 9 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 103 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 104 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 105 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 106 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 107 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 108 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 109 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1010ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1011ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1012ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1013ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1015ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1016ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1017ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1018ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1019ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1020ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1021ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1022ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1023ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1024ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1025ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1026ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1027ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 1028ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1029ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1030ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1031ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1032ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1033ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 1034ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1035ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1036ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1037ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1038ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1039ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 1040ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1041ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1042ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1043ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1044ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1045ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 111 dws SO: the, Input: [d]
1 3 5 3 9 112 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 113 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 114 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 115 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 116 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 117 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 118 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1110ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1111ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1112ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1113ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1114ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1115ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1116ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1117ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1118ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1119ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1120ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1121ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1122ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1123ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 1124ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1125ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1126ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1127ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1128ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1129ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 1130ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1131ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1132ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1133ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1134ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1135ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 1136ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1137ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1138ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1139ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1140ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1141ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 121 dws SO: the, Input: [d]
1 3 5 3 9 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 123 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 129 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1210ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1211ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1212ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1213ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1215ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1216ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1217ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1218ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1219ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1220ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1221ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1238ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1239ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1240ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1241ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 131 dws SO: the, Input: [d]
1 3 5 3 9 132 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 133 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 134 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 135 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 136 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 137 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 138 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 139 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1310ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1311ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1312ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1313ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1314ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1315ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1316ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1317ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1318ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1319ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1320ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1321ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1322ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1323ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1324ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1325ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1326ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1327ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1328ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 1329ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1330ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1331ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1332ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1333ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1334ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1335ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 1336ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1337ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1338ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1339ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1340ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1341ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 1342ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1343ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1344ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1345ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1346ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1347ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 1348ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1349ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1350ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1351ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1352ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1353ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 141 dws SO: the, Input: [d]
1 3 5 3 9 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 143 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 149 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1410ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1411ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1412ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1413ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1414ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1415ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1417ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1418ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1419ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1420ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1421ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1438ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1439ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1440ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1441ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 151 dws SO: the, Input: [d]
1 3 5 3 9 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 153 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 155 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 156 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 157 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 158 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 159 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1510ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1511ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1512ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1513ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1514ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1515ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1516ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1517ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1518ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1519ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1520ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1522ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1524ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1525ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1526ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1527ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1528ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1529ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1530ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1531ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 1532ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1533ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1534ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1535ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1536ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1537ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 1538ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1539ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1540ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1541ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1542ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1543ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 1544ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1545ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1546ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1547ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1548ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1549ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 161 dws SO: the, Input: [d]
1 3 5 3 9 162 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 163 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 164 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 165 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 166 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 167 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 168 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 169 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1610ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1611ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1612ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1613ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1614ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1615ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1616ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1617ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1618ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1619ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1620ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1621ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1622ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1623ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 1624ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1625ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1626ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1627ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1628ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1629ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 1630ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1631ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1632ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1633ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1634ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1635ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 1636ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1637ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1638ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1639ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1640ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1641ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 171 dws SO: the, Input: [d]
1 3 5 3 9 172 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 173 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 174 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 175 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 176 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 177 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 178 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 179 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1710ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1711ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1712ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1713ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1714ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1715ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1716ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1717ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1718ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1720ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1721ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1722ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1723ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1724ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1725ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1726ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1727ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 1728ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1729ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1730ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1731ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1732ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1733ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 1734ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1735ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1736ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1737ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1738ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1739ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 1740ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1741ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1742ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1743ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1744ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1745ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 18ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 181 dws SO: the, Input: [d]
1 3 5 3 9 182 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 183 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 184 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 185 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 186 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 187 ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 188 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 189 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1810ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1811ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1812ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1813ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1814ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1815ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1816ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1817ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1818ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1819ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1820ism SO: {book,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1821ism SO: {n!case,{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1822ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1823ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 1824ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1825ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1826ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1827ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1828ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1829ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 1830ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1831ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1832ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1833ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1834ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1835ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 1836ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1837ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1838ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1839ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1840ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1841ipm SO: <{book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 9 191 dws SO: the, Input: [d]
1 3 5 3 9 192 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 193 ism SO: {{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 194 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 195 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 196 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 197 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 198 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 199 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1910ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1911ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1912ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1913ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1914ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1915ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1916ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1917ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1918ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1919ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1920ism SO: {book,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1921ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 9 1922ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1923ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 9 1924ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1925ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1926ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1927ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1928ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1929ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 1930ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1931ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1932ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1933ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1934ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1935ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 1936ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1937ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 1938ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 1939ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 1940ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 9 1941ipm SO: <{n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 20ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 201 dws SO: the, Input: [d]
1 3 5 3 9 202 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 203 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 204 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 205 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 206 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 207 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 208 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 9 209 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 21ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 211 dws SO: the, Input: [d]
1 3 5 3 9 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 221 dws SO: the, Input: [d]
1 3 5 3 9 222 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 9 223 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 9 224 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 9 225 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 9 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 9 231 dws SO: the, Input: [d]
1 3 5 3 9 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 241 dws SO: the, Input: [d]
1 3 5 3 9 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 9 251 dws SO: the, Input: [d]
1 3 5 3 9 252 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 253 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 254 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 255 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 256 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 257 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 258 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 259 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 2510ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 2511ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 2512ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 2513ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 9 2514ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 2515ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 2516ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 2517ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 9 2518ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 2519ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 2520ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 2521ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 2522ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 2523ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 2524ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 9 2525ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 261 dws SO: the, Input: [d]
1 3 5 3 9 262 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 263 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 264 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 265 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 266 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 267 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 268 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 9 269 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 271 dws SO: the, Input: [d]
1 3 5 3 9 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 281 dws SO: the, Input: [d]
1 3 5 3 9 282 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 9 283 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 9 284 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 9 285 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 9 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 9 291 dws SO: the, Input: [d]
1 3 5 3 9 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 301 dws SO: the, Input: [d]
1 3 5 3 9 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 9 311 dws SO: the, Input: [d]
1 3 5 3 9 312 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 9 313 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 9 314 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 9 315 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 9 316 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 9 317 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 9 318 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 319 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 3110ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 3111ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 3112ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 9 3113ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 321 dws SO: the, Input: [d]
1 3 5 3 9 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 9 331 dws SO: the, Input: [d]
1 3 5 3 9 332 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 333 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 334 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 335 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 9 336 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 337 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 338 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 9 339 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 9 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 341 dws SO: the, Input: [d]
1 3 5 3 9 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 9 351 dws SO: the, Input: [d]
1 3 5 3 9 352 ism SO: {book,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 9 353 ism SO: {n!case,<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 9 354 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 9 355 ipm SO: <<{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 9 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 9 361 dws SO: the, Input: [d]
1 3 5 3 9 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 9 371 dws SO: the, Input: [d]
1 3 5 3 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 101 dws SO: the, Input: [d]
1 3 5 3 101 1 esm SO: {the,d}, Input: []
1 3 5 3 101 2 epm SO: <the,d>, Input: []
1 3 5 3 101 3 epm SO: <d,the>, Input: []
1 3 5 3 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 102 1 dws SO: the, Input: [d]
1 3 5 3 102 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 102 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 102 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 102 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 102 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 102 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 102 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 102 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 102 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 102 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 102 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 102 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 102 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 102 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 102 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 102 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 102 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 103 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 103 1 dws SO: the, Input: [d]
1 3 5 3 103 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 15ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 16ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 103 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 103 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 103 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 103 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 103 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 103 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 103 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 103 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 103 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 103 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 103 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 103 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 103 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 103 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 103 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 103 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 103 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 103 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 103 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 103 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 103 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 103 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 103 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 103 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 103 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 103 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 103 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 103 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 104 1 dws SO: the, Input: [d]
1 3 5 3 104 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 7 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 104 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 104 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 104 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 104 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 104 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 104 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 104 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 104 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 104 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 104 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 104 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 104 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 104 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 104 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 104 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 104 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 104 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 104 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 104 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 104 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 105 1 dws SO: the, Input: [d]
1 3 5 3 105 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 105 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 105 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 105 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 105 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 105 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 105 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 105 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 105 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 105 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 105 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 105 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 105 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 105 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 105 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 105 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 105 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 106 1 dws SO: the, Input: [d]
1 3 5 3 106 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 5 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 14ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 106 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 106 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 106 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 106 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 106 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 106 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 106 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 106 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 106 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 106 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 106 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 106 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 106 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 106 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 106 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 106 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 106 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 106 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 107 1 dws SO: the, Input: [d]
1 3 5 3 107 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 12ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 107 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 107 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 107 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 107 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 107 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 107 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 107 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 107 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 107 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 107 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 107 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 107 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 107 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 107 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 107 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 107 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 108 1 dws SO: the, Input: [d]
1 3 5 3 108 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 108 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 108 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 108 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 108 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 108 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 108 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 108 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 108 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 108 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 108 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 108 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 108 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 108 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 108 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 108 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 108 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 109 1 dws SO: the, Input: [d]
1 3 5 3 109 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 9 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 109 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 109 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 109 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 109 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 109 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 109 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 109 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 109 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 109 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 109 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 109 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 109 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 109 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 109 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 109 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 109 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 109 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 109 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 109 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 109 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 109 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 109 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1010ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 10101 dws SO: the, Input: [d]
1 3 5 3 10102 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10103 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10104 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10106 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10107 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10108 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10109 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101010ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101012ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101014ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101015ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101016ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101017ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101018ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101019ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 101020ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101021ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 101022ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101023ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101024ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101025ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101026ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101027ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 101028ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101029ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101030ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101031ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101032ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101033ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1011ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 10111 dws SO: the, Input: [d]
1 3 5 3 10112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10117 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 101128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 101130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 101136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 10121 dws SO: the, Input: [d]
1 3 5 3 10122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10123 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101212ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 101220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 101222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 101228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1013ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 10131 dws SO: the, Input: [d]
1 3 5 3 10132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10135 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101314ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 101324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 101326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 101332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1014ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 10141 dws SO: the, Input: [d]
1 3 5 3 10142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10143 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101412ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 101420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 101422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 101428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1015ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 10151 dws SO: the, Input: [d]
1 3 5 3 10152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10153 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 10159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101512ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 101518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 101520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 101522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 101528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 101531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 101532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 101533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1016ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 10161 dws SO: the, Input: [d]
1 3 5 3 1017ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 10171 dws SO: the, Input: [d]
1 3 5 3 10172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 10173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 10174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 10175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 10176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 10177 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 10178 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 10179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 101710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 101711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 101712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 101713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 101714ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101715ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 101716ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 101717ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 101718ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 101719ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 101720ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 101721ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 101722ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 101723ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 101724ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 101725ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 10181 dws SO: the, Input: [d]
1 3 5 3 10182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 10183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 10184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 10185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 10186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 10187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 10188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 10189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 10191 dws SO: the, Input: [d]
1 3 5 3 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 10201 dws SO: the, Input: [d]
1 3 5 3 10202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 10203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 10204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 10205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 10211 dws SO: the, Input: [d]
1 3 5 3 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 10221 dws SO: the, Input: [d]
1 3 5 3 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 10231 dws SO: the, Input: [d]
1 3 5 3 10232 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 10233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 10234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 10235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 10236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 10237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 10238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 10239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 102310ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 102311ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 102312ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 102313ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 10241 dws SO: the, Input: [d]
1 3 5 3 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 10251 dws SO: the, Input: [d]
1 3 5 3 10252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 10253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 10254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 10255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 10256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 10257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 10258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 10259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 10261 dws SO: the, Input: [d]
1 3 5 3 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 10271 dws SO: the, Input: [d]
1 3 5 3 10272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 10273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 10274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 10275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 10281 dws SO: the, Input: [d]
1 3 5 3 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 10291 dws SO: the, Input: [d]
1 3 5 3 11ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 111 dws SO: the, Input: [d]
1 3 5 3 111 1 esm SO: {the,d}, Input: []
1 3 5 3 111 2 epm SO: <the,d>, Input: []
1 3 5 3 111 3 epm SO: <d,the>, Input: []
1 3 5 3 112 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 112 1 dws SO: the, Input: [d]
1 3 5 3 112 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 112 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 112 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 112 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 112 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 112 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 112 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 112 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 112 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 112 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 112 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 112 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 112 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 112 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 112 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 112 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 112 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 112 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 112 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 112 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 112 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 113 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 113 1 dws SO: the, Input: [d]
1 3 5 3 113 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 14ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 113 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 113 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 113 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 113 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 113 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 113 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 113 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 113 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 113 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 113 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 113 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 113 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 113 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 113 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 113 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 113 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 113 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 113 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 114 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 114 1 dws SO: the, Input: [d]
1 3 5 3 114 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 14ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 114 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 114 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 114 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 114 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 114 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 114 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 114 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 114 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 114 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 114 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 114 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 114 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 114 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 114 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 114 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 114 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 114 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 114 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 115 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 115 1 dws SO: the, Input: [d]
1 3 5 3 115 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 15ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 16ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 17ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 18ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 19ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 20ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 21ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 22ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 23ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 25ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 27ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 28ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 29ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 30ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 31ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 115 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 115 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 115 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 115 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 115 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 115 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 115 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 115 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 115 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 115 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 115 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 115 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 115 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 115 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 115 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 115 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 115 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 115 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 115 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 115 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 115 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 115 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 115 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 115 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 115 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 115 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 115 58ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 115 59ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 115 60ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 115 61ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 116 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 116 1 dws SO: the, Input: [d]
1 3 5 3 116 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 7 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 12ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 13ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 15ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 18ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 20ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 22ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 23ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 116 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 116 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 116 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 116 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 116 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 116 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 116 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 116 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 116 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 116 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 116 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 116 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 116 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 116 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 116 38ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 116 39ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 116 40ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 116 41ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 116 42ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 116 43ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 116 44ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 116 45ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 117 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 117 1 dws SO: the, Input: [d]
1 3 5 3 117 2 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 5 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 6 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 8 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 9 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 10ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 11ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 12ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 14ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 15ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 16ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 17ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 18ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 19ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 117 20ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 117 21ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 117 22ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 117 23ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 117 24ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 117 25ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 117 26ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 117 27ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 117 28ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 117 29ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 117 30ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 117 31ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 117 32ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 117 33ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 117 34ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 117 35ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 117 36ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 117 37ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 118 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 118 1 dws SO: the, Input: [d]
1 3 5 3 118 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 3 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 5 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 7 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 10ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 11ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 12ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 13ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 18ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 19ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 20ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 21ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 118 22ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 118 23ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 118 24ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 118 25ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 118 26ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 118 27ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 118 28ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 118 29ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 118 30ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 118 31ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 118 32ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 118 33ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 118 34ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 118 35ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 118 36ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 118 37ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 118 38ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 118 39ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 118 40ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 118 41ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 119 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 119 1 dws SO: the, Input: [d]
1 3 5 3 119 2 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 3 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 4 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 5 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 6 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 8 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 9 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 10ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 11ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 12ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 14ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 15ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 16ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 17ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 18ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 19ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 119 20ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 119 21ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 119 22ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 119 23ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 119 24ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 119 25ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 119 26ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 119 27ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 119 28ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 119 29ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 119 30ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 119 31ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 119 32ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 119 33ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 119 34ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 119 35ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 119 36ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 119 37ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1110ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 11101 dws SO: the, Input: [d]
1 3 5 3 11102 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11103 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11105 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11106 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11107 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11108 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11109 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111010ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111011ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111012ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111014ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111015ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111016ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111017ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111018ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111019ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111020ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111021ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 111022ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111023ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111024ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111025ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 111026ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111027ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111028ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111029ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111030ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111031ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 111032ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111033ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111034ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111035ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111036ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111037ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 11111 dws SO: the, Input: [d]
1 3 5 3 11112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11119 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111110ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111111ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111112ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111113ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111114ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111115ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111116ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111117ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 111127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 111134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 111138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 111144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1112ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 11121 dws SO: the, Input: [d]
1 3 5 3 11122 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11123 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11125 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11126 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11127 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11128 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11129 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111210ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111211ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111212ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111214ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111215ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111216ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111217ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111218ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111219ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111220ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111221ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 111222ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111223ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111224ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111225ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 111226ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111227ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111228ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111229ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111230ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111231ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 111232ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111233ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111234ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111235ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111236ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111237ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 11131 dws SO: the, Input: [d]
1 3 5 3 11132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11133 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11135 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11136 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11137 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11138 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11139 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111310ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111311ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111312ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111313ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111314ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111315ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111316ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111318ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111320ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111322ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111323ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111324ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111325ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111326ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111327ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111328ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111329ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 111330ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111331ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111332ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111333ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 111334ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111335ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111336ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111337ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111338ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111339ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 111340ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111341ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111342ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111343ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111344ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111345ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1114ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 11141 dws SO: the, Input: [d]
1 3 5 3 11142 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11143 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11144 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11145 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11146 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11147 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11148 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11149 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111410ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111411ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111412ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111414ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111415ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111416ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111417ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111418ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111419ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111420ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111421ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 111422ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111423ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111424ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111425ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 111426ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111427ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111428ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111429ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111430ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111431ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 111432ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111433ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111434ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111435ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111436ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111437ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1115ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 11151 dws SO: the, Input: [d]
1 3 5 3 11152 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11153 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11154 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11155 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11156 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11157 ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11158 ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11159 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111510ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111511ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111512ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111513ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111514ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111516ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111518ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111519ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111520ism SO: {book,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111521ism SO: {n!case,{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111522ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111523ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111524ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111525ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 111526ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111527ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111528ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111529ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 111530ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111531ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111532ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111533ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111534ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111535ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 111536ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111537ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111538ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111539ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111540ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111541ipm SO: <{{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1116ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 11161 dws SO: the, Input: [d]
1 3 5 3 11162 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11163 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11164 ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11165 ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11166 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11167 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11168 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11169 ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111610ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111611ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111612ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111614ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111615ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111616ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111617ism SO: {{book,n!case},{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111618ism SO: {book,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111619ism SO: {n!case,{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111620ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111621ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 111622ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111623ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111624ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111625ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 111626ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111627ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111628ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111629ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111630ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111631ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 111632ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111633ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111634ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111635ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111636ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111637ipm SO: <{book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1117ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 11171 dws SO: the, Input: [d]
1 3 5 3 11172 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11173 ism SO: {{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11174 ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11175 ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11176 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11177 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11178 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 11179 ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111710ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111711ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111712ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111714ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111715ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111716ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111717ism SO: {{book,n!case},{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111718ism SO: {book,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111719ism SO: {n!case,{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 111720ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111721ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 111722ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111723ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111724ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111725ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 111726ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111727ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111728ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111729ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111730ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111731ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 111732ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111733ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 111734ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 111735ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 111736ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 111737ipm SO: <{n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1118ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 11181 dws SO: the, Input: [d]
1 3 5 3 11182 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 11183 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 11184 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 11185 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 1119ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 11191 dws SO: the, Input: [d]
1 3 5 3 1120ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 11201 dws SO: the, Input: [d]
1 3 5 3 1121ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 11211 dws SO: the, Input: [d]
1 3 5 3 11212 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 11213 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 11214 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 11215 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 11216 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 11217 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 11218 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 11219 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 112110ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 112111ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 112112ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 112113ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 112114ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 112115ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 112116ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 112117ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 112118ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 112119ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 112120ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 112121ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 112122ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 112123ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 112124ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 112125ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 1122ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 11221 dws SO: the, Input: [d]
1 3 5 3 11222 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 11223 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 11224 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 11225 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 11226 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 11227 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 11228 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 11229 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 1123ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 11231 dws SO: the, Input: [d]
1 3 5 3 1124ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 11241 dws SO: the, Input: [d]
1 3 5 3 11242 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 11243 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 11244 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 11245 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 1125ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 11251 dws SO: the, Input: [d]
1 3 5 3 1126ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 11261 dws SO: the, Input: [d]
1 3 5 3 1127ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 11271 dws SO: the, Input: [d]
1 3 5 3 11272 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 11273 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 11274 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 11275 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 11276 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 11277 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 11278 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 11279 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 112710ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 112711ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 112712ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 112713ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 1128ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 11281 dws SO: the, Input: [d]
1 3 5 3 1129ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 11291 dws SO: the, Input: [d]
1 3 5 3 11292 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 11293 ism SO: {{book,n!case},<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 11294 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 11295 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 11296 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 11297 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 11298 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 11299 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 1130ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 11301 dws SO: the, Input: [d]
1 3 5 3 1131ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 11311 dws SO: the, Input: [d]
1 3 5 3 11312 ism SO: {book,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 11313 ism SO: {n!case,<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 11314 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 11315 ipm SO: <<{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 1132ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 11321 dws SO: the, Input: [d]
1 3 5 3 1133ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 11331 dws SO: the, Input: [d]
1 3 5 3 12ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 121 dws SO: the, Input: [d]
1 3 5 3 121 1 esm SO: {the,d}, Input: []
1 3 5 3 121 2 epm SO: <the,d>, Input: []
1 3 5 3 121 3 epm SO: <d,the>, Input: []
1 3 5 3 122 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 122 1 dws SO: the, Input: [d]
1 3 5 3 122 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 12ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 122 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 122 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 122 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 122 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 122 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 122 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 122 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 122 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 122 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 122 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 122 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 122 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 122 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 122 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 122 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 122 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 123 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 123 1 dws SO: the, Input: [d]
1 3 5 3 123 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 15ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 16ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 123 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 123 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 123 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 123 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 123 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 123 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 123 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 123 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 123 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 123 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 123 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 123 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 123 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 123 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 123 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 123 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 123 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 123 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 123 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 123 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 123 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 123 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 123 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 123 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 123 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 123 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 123 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 123 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 124 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 124 1 dws SO: the, Input: [d]
1 3 5 3 124 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 7 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 11ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 13ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 18ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 20ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 21ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 124 22ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 124 23ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 124 24ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 124 25ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 124 26ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 124 27ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 124 28ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 124 29ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 124 30ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 124 31ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 124 32ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 124 33ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 124 34ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 124 35ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 124 36ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 124 37ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 124 38ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 124 39ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 124 40ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 124 41ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 125 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 125 1 dws SO: the, Input: [d]
1 3 5 3 125 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 12ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 125 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 125 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 125 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 125 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 125 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 125 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 125 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 125 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 125 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 125 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 125 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 125 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 125 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 125 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 125 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 125 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 126 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 126 1 dws SO: the, Input: [d]
1 3 5 3 126 2 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 3 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 4 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 5 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 6 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 9 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 10ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 11ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 12ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 14ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 16ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 17ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 18ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 19ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 126 20ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 126 21ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 126 22ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 126 23ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 126 24ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 126 25ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 126 26ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 126 27ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 126 28ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 126 29ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 126 30ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 126 31ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 126 32ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 126 33ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 126 34ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 126 35ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 126 36ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 126 37ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 127 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 127 1 dws SO: the, Input: [d]
1 3 5 3 127 2 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 4 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 6 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 7 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 8 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 9 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 10ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 12ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 13ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 14ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 15ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 16ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 17ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 127 18ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 127 19ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 127 20ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 127 21ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 127 22ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 127 23ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 127 24ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 127 25ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 127 26ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 127 27ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 127 28ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 127 29ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 127 30ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 127 31ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 127 32ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 127 33ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 128 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 128 1 dws SO: the, Input: [d]
1 3 5 3 128 2 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 3 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 4 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 6 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 7 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 8 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 9 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 10ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 12ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 13ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 14ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 15ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 16ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 17ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 128 18ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 128 19ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 128 20ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 128 21ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 128 22ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 128 23ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 128 24ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 128 25ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 128 26ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 128 27ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 128 28ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 128 29ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 128 30ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 128 31ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 128 32ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 128 33ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 129 1 dws SO: the, Input: [d]
1 3 5 3 129 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 9 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 129 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 129 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 129 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 129 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 129 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 129 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 129 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 129 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 129 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 129 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 129 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 129 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 129 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 129 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 129 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 129 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 129 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 129 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 129 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 129 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 129 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 129 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1210ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 12101 dws SO: the, Input: [d]
1 3 5 3 12102 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12103 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12104 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12106 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12107 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12108 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12109 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121010ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121012ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121013ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121014ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121015ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121016ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121017ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121018ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121019ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 121020ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121021ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 121022ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121023ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121024ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121025ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121026ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121027ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 121028ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121029ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121030ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121031ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121032ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121033ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1211ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 12111 dws SO: the, Input: [d]
1 3 5 3 12112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12113 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12115 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12116 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12117 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12118 ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121111ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121112ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121113ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121114ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121116ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121118ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121119ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121120ism SO: {book,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121121ism SO: {n!case,{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121122ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121123ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121124ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121125ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121126ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121127ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 121128ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121129ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 121130ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121131ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121132ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121133ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121134ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121135ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 121136ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121137ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121138ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121139ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121140ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121141ipm SO: <{{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1212ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 12121 dws SO: the, Input: [d]
1 3 5 3 12122 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12123 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12124 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12126 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12127 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12128 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12129 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121210ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121212ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121213ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121214ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121215ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121216ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121217ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121218ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121219ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 121220ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121221ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 121222ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121223ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121224ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121225ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121226ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121227ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 121228ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121229ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121230ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121231ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121232ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121233ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1213ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 12131 dws SO: the, Input: [d]
1 3 5 3 12132 ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12133 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12134 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12135 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12136 ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12139 ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121310ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121311ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121312ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121314ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121315ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121316ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121317ism SO: {{book,n!case},{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121318ism SO: {book,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121319ism SO: {n!case,{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121320ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121321ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121322ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121323ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 121324ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121325ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 121326ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121327ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121328ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121329ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121330ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121331ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 121332ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121333ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121334ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121335ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121336ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121337ipm SO: <{{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1214ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 12141 dws SO: the, Input: [d]
1 3 5 3 12142 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12143 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12144 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12146 ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12147 ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12148 ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12149 ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121410ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121412ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121413ism SO: {{n!case,{book,n!case}},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121414ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121415ism SO: {{book,n!case},{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121416ism SO: {book,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121417ism SO: {n!case,{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121418ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121419ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 121420ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121421ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 121422ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121423ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121424ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121425ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121426ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121427ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 121428ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121429ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121430ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121431ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121432ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121433ipm SO: <{book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1215ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 12151 dws SO: the, Input: [d]
1 3 5 3 12152 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12153 ism SO: {{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12154 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12156 ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12157 ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12158 ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 12159 ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121510ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121512ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121513ism SO: {{n!case,{book,n!case}},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121514ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121515ism SO: {{book,n!case},{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121516ism SO: {book,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121517ism SO: {n!case,{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 121518ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121519ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 121520ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121521ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 121522ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121523ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121524ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121525ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121526ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121527ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 121528ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121529ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121530ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 121531ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 121532ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 121533ipm SO: <{n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1216ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 12161 dws SO: the, Input: [d]
1 3 5 3 1217ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 12171 dws SO: the, Input: [d]
1 3 5 3 12172 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 12173 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 12174 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 12175 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 12176 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 12177 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 12178 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 12179 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 121710ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 121711ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 121712ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 121713ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 121714ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121715ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 121716ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 121717ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 121718ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 121719ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 121720ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 121721ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 121722ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 121723ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 121724ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 121725ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 1218ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 12181 dws SO: the, Input: [d]
1 3 5 3 12182 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 12183 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 12184 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 12185 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 12186 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 12187 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 12188 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 12189 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 1219ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 12191 dws SO: the, Input: [d]
1 3 5 3 1220ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 12201 dws SO: the, Input: [d]
1 3 5 3 12202 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 12203 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 12204 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 12205 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 1221ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 12211 dws SO: the, Input: [d]
1 3 5 3 1222ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 12221 dws SO: the, Input: [d]
1 3 5 3 1223ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 12231 dws SO: the, Input: [d]
1 3 5 3 12232 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 12233 ism SO: {{n!case,{book,n!case}},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 12234 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 12235 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 12236 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 12237 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 12238 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 12239 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 122310ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 122311ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 122312ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 122313ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 1224ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 12241 dws SO: the, Input: [d]
1 3 5 3 1225ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 12251 dws SO: the, Input: [d]
1 3 5 3 12252 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 12253 ism SO: {{book,n!case},<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 12254 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 12255 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 12256 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 12257 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 12258 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 12259 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 1226ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 12261 dws SO: the, Input: [d]
1 3 5 3 1227ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 12271 dws SO: the, Input: [d]
1 3 5 3 12272 ism SO: {book,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 12273 ism SO: {n!case,<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 12274 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 12275 ipm SO: <<{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 1228ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 12281 dws SO: the, Input: [d]
1 3 5 3 1229ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 12291 dws SO: the, Input: [d]
1 3 5 3 13ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 3 131 dws SO: the, Input: [d]
1 3 5 3 131 1 esm SO: {the,d}, Input: []
1 3 5 3 131 2 epm SO: <the,d>, Input: []
1 3 5 3 131 3 epm SO: <d,the>, Input: []
1 3 5 3 132 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 132 1 dws SO: the, Input: [d]
1 3 5 3 132 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 132 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 132 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 132 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 132 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 132 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 132 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 132 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 132 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 132 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 132 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 132 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 132 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 132 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 132 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 132 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 132 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 133 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 133 1 dws SO: the, Input: [d]
1 3 5 3 133 2 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 3 ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 4 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 5 ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 6 ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 7 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 9 ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 10ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 11ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 12ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 13ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 14ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 15ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 16ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 17ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 18ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 19ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 20ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 21ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 22ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 24ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 25ism SO: {{n!case,{book,n!case}},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 26ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 27ism SO: {{book,n!case},{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 28ism SO: {book,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 29ism SO: {n!case,{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 133 30ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 133 31ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 133 32ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 133 33ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 133 34ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 133 35ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 133 36ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 133 37ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 133 38ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 133 39ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 133 40ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 133 41ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 133 42ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 133 43ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 133 44ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 133 45ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 133 46ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 133 47ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 133 48ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 133 49ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 133 50ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 133 51ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 133 52ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 133 53ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 133 54ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 133 55ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 133 56ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 133 57ipm SO: <{{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 134 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 134 1 dws SO: the, Input: [d]
1 3 5 3 134 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 7 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 11ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 13ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 18ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 20ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 21ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 134 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 134 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 134 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 134 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 134 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 134 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 134 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 134 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 134 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 134 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 134 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 134 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 134 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 134 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 134 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 134 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 134 38ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 134 39ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 134 40ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 134 41ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 135 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 135 1 dws SO: the, Input: [d]
1 3 5 3 135 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 135 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 135 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 135 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 135 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 135 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 135 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 135 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 135 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 135 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 135 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 135 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 135 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 135 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 135 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 135 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 135 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 136 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 136 1 dws SO: the, Input: [d]
1 3 5 3 136 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 3 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 4 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 5 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 6 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 9 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 10ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 11ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 12ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 14ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 16ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 17ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 18ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 19ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 136 20ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 136 21ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 136 22ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 136 23ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 136 24ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 136 25ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 136 26ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 136 27ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 136 28ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 136 29ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 136 30ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 136 31ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 136 32ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 136 33ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 136 34ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 136 35ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 136 36ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 136 37ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 137 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 137 1 dws SO: the, Input: [d]
1 3 5 3 137 2 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 4 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 6 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 7 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 8 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 9 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 10ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 12ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 13ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 14ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 15ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 16ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 17ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 137 18ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 137 19ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 137 20ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 137 21ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 137 22ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 137 23ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 137 24ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 137 25ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 137 26ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 137 27ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 137 28ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 137 29ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 137 30ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 137 31ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 137 32ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 137 33ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 138 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 138 1 dws SO: the, Input: [d]
1 3 5 3 138 2 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 3 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 4 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 6 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 7 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 8 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 9 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 10ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 12ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 13ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 14ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 15ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 16ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 17ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 138 18ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 138 19ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 138 20ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 138 21ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 138 22ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 138 23ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 138 24ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 138 25ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 138 26ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 138 27ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 138 28ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 138 29ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 138 30ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 138 31ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 138 32ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 138 33ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 139 1 dws SO: the, Input: [d]
1 3 5 3 139 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 9 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 139 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 139 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 139 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 139 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 139 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 139 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 139 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 139 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 139 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 139 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 139 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 139 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 139 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 139 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 139 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 139 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 139 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 139 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 139 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 139 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 139 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 139 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1310ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 13101 dws SO: the, Input: [d]
1 3 5 3 13102 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13103 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13104 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13105 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13106 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13107 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13108 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13109 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131010ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131012ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131013ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131014ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131015ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131016ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131017ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131018ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131019ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 131020ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131021ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 131022ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131023ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131024ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131025ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131026ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131027ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 131028ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131029ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131030ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131031ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131032ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131033ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1311ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 13111 dws SO: the, Input: [d]
1 3 5 3 13112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13113 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13115 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13116 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13117 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13118 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13119 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131110ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131111ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131112ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131113ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131114ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131116ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131118ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131119ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131120ism SO: {book,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131121ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131122ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131123ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131124ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131125ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131126ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131127ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 131128ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131129ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 131130ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131131ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131132ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131133ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131134ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131135ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 131136ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131137ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131138ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131139ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131140ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131141ipm SO: <{{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1312ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 13121 dws SO: the, Input: [d]
1 3 5 3 13122 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13123 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13124 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13125 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13126 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13127 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13128 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13129 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131210ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131212ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131213ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131214ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131215ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131216ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131217ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131218ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131219ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 131220ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131221ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 131222ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131223ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131224ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131225ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131226ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131227ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 131228ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131229ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131230ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131231ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131232ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131233ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1313ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 13131 dws SO: the, Input: [d]
1 3 5 3 13132 ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13133 ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13134 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13135 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13136 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13137 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13138 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13139 ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131310ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131311ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131312ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131314ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131315ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131316ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131317ism SO: {{book,n!case},{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131318ism SO: {book,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131319ism SO: {n!case,{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131320ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131321ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131322ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131323ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 131324ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131325ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 131326ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131327ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131328ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131329ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131330ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131331ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 131332ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131333ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131334ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131335ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131336ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131337ipm SO: <{{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1314ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 13141 dws SO: the, Input: [d]
1 3 5 3 13142 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13143 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13144 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13145 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13146 ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13147 ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13148 ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13149 ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131410ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131412ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131413ism SO: {{n!case,{book,n!case}},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131414ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131415ism SO: {{book,n!case},{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131416ism SO: {book,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131417ism SO: {n!case,{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131418ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131419ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 131420ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131421ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 131422ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131423ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131424ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131425ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131426ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131427ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 131428ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131429ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131430ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131431ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131432ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131433ipm SO: <{book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1315ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 3 13151 dws SO: the, Input: [d]
1 3 5 3 13152 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13153 ism SO: {{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13154 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13155 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13156 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13157 ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13158 ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 13159 ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131510ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131512ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131513ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131514ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131515ism SO: {{book,n!case},{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131516ism SO: {book,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131517ism SO: {n!case,{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 3 131518ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131519ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 3 131520ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131521ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 131522ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131523ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131524ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131525ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131526ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131527ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 131528ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131529ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131530ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 131531ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 131532ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 3 131533ipm SO: <{n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 3 1316ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 13161 dws SO: the, Input: [d]
1 3 5 3 1317ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 3 13171 dws SO: the, Input: [d]
1 3 5 3 13172 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 13173 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 13174 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 13175 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 13176 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 13177 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 13178 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 13179 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 131710ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 131711ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 131712ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 131713ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 3 131714ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131715ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 131716ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 131717ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 131718ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 131719ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 131720ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 131721ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 131722ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 131723ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 131724ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 3 131725ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 3 1318ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 13181 dws SO: the, Input: [d]
1 3 5 3 13182 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 13183 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 13184 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 13185 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 13186 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 13187 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 13188 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 13189 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 1319ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 13191 dws SO: the, Input: [d]
1 3 5 3 1320ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 13201 dws SO: the, Input: [d]
1 3 5 3 13202 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 13203 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 13204 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 13205 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 1321ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 13211 dws SO: the, Input: [d]
1 3 5 3 1322ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 13221 dws SO: the, Input: [d]
1 3 5 3 1323ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 13231 dws SO: the, Input: [d]
1 3 5 3 13232 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 13233 ism SO: {{n!case,{book,n!case}},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 13234 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 13235 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 13236 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 13237 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 13238 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 13239 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 132310ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 132311ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 132312ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 132313ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 1324ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 13241 dws SO: the, Input: [d]
1 3 5 3 1325ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 13251 dws SO: the, Input: [d]
1 3 5 3 13252 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 13253 ism SO: {{book,n!case},<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 13254 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 13255 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 13256 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 13257 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 13258 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 13259 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 1326ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 13261 dws SO: the, Input: [d]
1 3 5 3 1327ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 13271 dws SO: the, Input: [d]
1 3 5 3 13272 ism SO: {book,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 13273 ism SO: {n!case,<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 13274 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 13275 ipm SO: <<{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 1328ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 3 13281 dws SO: the, Input: [d]
1 3 5 3 1329ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 3 13291 dws SO: the, Input: [d]
1 3 5 3 14ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 141 dws SO: the, Input: [d]
1 3 5 3 141 1 esm SO: {the,d}, Input: []
1 3 5 3 141 2 epm SO: <the,d>, Input: []
1 3 5 3 141 3 epm SO: <d,the>, Input: []
1 3 5 3 142 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 142 1 dws SO: the, Input: [d]
1 3 5 3 142 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 142 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 142 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 142 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 142 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 142 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 142 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 142 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 3 142 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 142 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 142 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 142 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 143 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 143 1 dws SO: the, Input: [d]
1 3 5 3 143 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 143 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 143 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 143 5 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 143 6 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 143 7 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 143 8 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 143 9 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 143 10ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 143 11ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 143 12ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 143 13ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 3 143 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 143 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 143 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 143 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 144 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 144 1 dws SO: the, Input: [d]
1 3 5 3 144 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 144 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 144 4 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 144 5 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 144 6 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 144 7 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 144 8 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 144 9 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 3 144 10ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 144 11ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 144 12ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 144 13ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 145 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 145 1 dws SO: the, Input: [d]
1 3 5 3 145 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 145 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 145 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 145 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 145 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 145 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 145 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 145 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 3 145 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 145 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 145 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 145 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 146 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 146 1 dws SO: the, Input: [d]
1 3 5 3 147 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 147 1 dws SO: the, Input: [d]
1 3 5 3 147 2 ism SO: {book,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 3 147 3 ism SO: {n!case,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 3 147 4 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 147 5 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 148 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 148 1 dws SO: the, Input: [d]
1 3 5 3 149 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 149 1 dws SO: the, Input: [d]
1 3 5 3 15ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 3 151 dws SO: the, Input: [d]
1 3 5 3 151 1 esm SO: {the,d}, Input: []
1 3 5 3 151 2 epm SO: <the,d>, Input: []
1 3 5 3 151 3 epm SO: <d,the>, Input: []
1 3 5 3 16ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 161 dws SO: the, Input: [d]
1 3 5 3 161 1 esm SO: {the,d}, Input: []
1 3 5 3 161 2 epm SO: <the,d>, Input: []
1 3 5 3 161 3 epm SO: <d,the>, Input: []
1 3 5 3 162 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 162 1 dws SO: the, Input: [d]
1 3 5 3 162 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 162 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 162 4 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 162 5 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 162 6 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 3 162 7 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 3 162 8 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 3 162 9 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 3 163 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 163 1 dws SO: the, Input: [d]
1 3 5 3 163 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 163 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 163 4 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 163 5 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 163 6 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 3 163 7 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 3 163 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 3 163 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 3 164 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 164 1 dws SO: the, Input: [d]
1 3 5 3 165 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 165 1 dws SO: the, Input: [d]
1 3 5 3 17ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 5 3 171 dws SO: the, Input: [d]
1 3 5 3 171 1 esm SO: {the,d}, Input: []
1 3 5 3 171 2 epm SO: <the,d>, Input: []
1 3 5 3 171 3 epm SO: <d,the>, Input: []
1 3 5 3 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 3 181 dws SO: the, Input: [d]
1 3 5 3 181 1 esm SO: {the,d}, Input: []
1 3 5 3 181 2 epm SO: <the,d>, Input: []
1 3 5 3 181 3 epm SO: <d,the>, Input: []
1 3 5 3 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 3 191 dws SO: the, Input: [d]
1 3 5 3 191 1 esm SO: {the,d}, Input: []
1 3 5 3 191 2 epm SO: <the,d>, Input: []
1 3 5 3 191 3 epm SO: <d,the>, Input: []
1 3 5 3 192 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 192 1 dws SO: the, Input: [d]
1 3 5 3 192 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 192 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 192 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 192 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 192 6 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 192 7 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 192 8 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 192 9 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 192 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 192 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 3 192 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 192 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 192 14ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 192 15ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 192 16ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 3 192 17ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 193 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 193 1 dws SO: the, Input: [d]
1 3 5 3 193 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 3 ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 5 ism SO: {book,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 6 ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 7 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 8 ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 10ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 12ism SO: {book,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 13ism SO: {n!case,{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 193 14ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 193 15ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 193 16ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 193 17ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 3 193 18ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 193 19ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 3 193 20ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 193 21ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 193 22ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 193 23ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 193 24ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 3 193 25ipm SO: <{{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 194 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 194 1 dws SO: the, Input: [d]
1 3 5 3 194 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 194 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 194 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 194 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 194 6 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 194 7 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 194 8 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 194 9 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 194 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 194 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 3 194 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 194 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 194 14ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 194 15ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 194 16ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 3 194 17ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 195 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 195 1 dws SO: the, Input: [d]
1 3 5 3 195 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 195 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 195 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 195 5 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 195 6 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 195 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 195 8 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 195 9 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 195 10ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 195 11ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 195 12ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 195 13ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 3 195 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 195 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 3 195 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 195 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 195 18ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 195 19ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 195 20ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 3 195 21ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 196 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 196 1 dws SO: the, Input: [d]
1 3 5 3 196 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 196 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 196 4 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 196 5 ism SO: {{n!case,{book,n!case}},{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 196 6 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 196 7 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 196 8 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 196 9 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 196 10ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 3 196 11ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 3 196 12ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 196 13ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 196 14ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 196 15ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 196 16ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 3 196 17ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 197 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 3 197 1 dws SO: the, Input: [d]
1 3 5 3 197 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 197 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 197 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 197 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 197 6 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 197 7 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 197 8 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 197 9 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 3 197 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 197 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 3 197 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 197 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 197 14ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 197 15ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 197 16ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 3 197 17ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 3 198 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 198 1 dws SO: the, Input: [d]
1 3 5 3 199 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 199 1 dws SO: the, Input: [d]
1 3 5 3 199 2 ism SO: {n!case,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 199 3 ism SO: {{book,n!case},<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 199 4 ism SO: {book,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 199 5 ism SO: {n!case,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 199 6 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 199 7 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 199 8 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 199 9 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 1910ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 19101 dws SO: the, Input: [d]
1 3 5 3 1911ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 19111 dws SO: the, Input: [d]
1 3 5 3 19112 ism SO: {book,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 3 19113 ism SO: {n!case,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 3 19114 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 19115 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 1912ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 3 19121 dws SO: the, Input: [d]
1 3 5 3 1913ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 3 19131 dws SO: the, Input: [d]
1 3 5 3 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 3 201 dws SO: the, Input: [d]
1 3 5 3 201 1 esm SO: {the,d}, Input: []
1 3 5 3 201 2 epm SO: <the,d>, Input: []
1 3 5 3 201 3 epm SO: <d,the>, Input: []
1 3 5 3 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 3 211 dws SO: the, Input: [d]
1 3 5 3 211 1 esm SO: {the,d}, Input: []
1 3 5 3 211 2 epm SO: <the,d>, Input: []
1 3 5 3 211 3 epm SO: <d,the>, Input: []
1 3 5 3 212 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 212 1 dws SO: the, Input: [d]
1 3 5 3 212 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 212 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 212 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 212 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 212 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 212 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 212 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 212 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 3 212 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 212 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 212 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 212 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 213 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 213 1 dws SO: the, Input: [d]
1 3 5 3 213 2 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 213 3 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 213 4 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 213 5 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 213 6 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 213 7 ism SO: {{book,n!case},{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 213 8 ism SO: {book,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 213 9 ism SO: {n!case,{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 213 10ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 213 11ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 213 12ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 213 13ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 3 213 14ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 213 15ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 213 16ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 213 17ipm SO: <{{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 214 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 214 1 dws SO: the, Input: [d]
1 3 5 3 214 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 214 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 214 4 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 214 5 ism SO: {{book,n!case},{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 214 6 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 214 7 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 214 8 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 214 9 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 3 214 10ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 214 11ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 214 12ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 214 13ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 215 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 3 215 1 dws SO: the, Input: [d]
1 3 5 3 215 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 215 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 215 4 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 215 5 ism SO: {{book,n!case},{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 215 6 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 215 7 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 3 215 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 215 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 3 215 10ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 215 11ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 3 215 12ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 3 215 13ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 3 216 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 216 1 dws SO: the, Input: [d]
1 3 5 3 217 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 3 217 1 dws SO: the, Input: [d]
1 3 5 3 217 2 ism SO: {book,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 3 217 3 ism SO: {n!case,<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 3 217 4 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 217 5 ipm SO: <<<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 218 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 3 218 1 dws SO: the, Input: [d]
1 3 5 3 219 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 3 219 1 dws SO: the, Input: [d]
1 3 5 3 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 3 221 dws SO: the, Input: [d]
1 3 5 3 221 1 esm SO: {the,d}, Input: []
1 3 5 3 221 2 epm SO: <the,d>, Input: []
1 3 5 3 221 3 epm SO: <d,the>, Input: []
1 3 5 3 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 3 231 dws SO: the, Input: [d]
1 3 5 3 231 1 esm SO: {the,d}, Input: []
1 3 5 3 231 2 epm SO: <the,d>, Input: []
1 3 5 3 231 3 epm SO: <d,the>, Input: []
1 3 5 3 232 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 232 1 dws SO: the, Input: [d]
1 3 5 3 232 2 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 232 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 232 4 ism SO: {book,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 232 5 ism SO: {n!case,{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 232 6 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 3 232 7 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 3 232 8 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 3 232 9 ipm SO: <{book,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 3 233 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 3 233 1 dws SO: the, Input: [d]
1 3 5 3 233 2 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 233 3 ism SO: {<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 233 4 ism SO: {book,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 233 5 ism SO: {n!case,{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 3 233 6 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 3 233 7 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 3 233 8 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 3 233 9 ipm SO: <{n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 3 234 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 3 234 1 dws SO: the, Input: [d]
1 3 5 3 235 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 3 235 1 dws SO: the, Input: [d]
1 3 5 3 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 5 3 241 dws SO: the, Input: [d]
1 3 5 3 241 1 esm SO: {the,d}, Input: []
1 3 5 3 241 2 epm SO: <the,d>, Input: []
1 3 5 3 241 3 epm SO: <d,the>, Input: []
1 3 5 3 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 3 251 dws SO: the, Input: [d]
1 3 5 3 251 1 esm SO: {the,d}, Input: []
1 3 5 3 251 2 epm SO: <the,d>, Input: []
1 3 5 3 251 3 epm SO: <d,the>, Input: []
1 3 5 4 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 5 4 1 dws SO: the, Input: [d]
1 3 5 4 1 1 esm SO: {the,d}, Input: []
1 3 5 4 1 1 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 4 1 2 epm SO: <the,d>, Input: []
1 3 5 4 1 2 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 4 1 3 epm SO: <d,the>, Input: []
1 3 5 4 1 3 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 4 2 1 dws SO: the, Input: [d]
1 3 5 4 2 1 1 esm SO: {the,d}, Input: []
1 3 5 4 2 1 2 epm SO: <the,d>, Input: []
1 3 5 4 2 1 3 epm SO: <d,the>, Input: []
1 3 5 4 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 1 dws SO: the, Input: [d]
1 3 5 4 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 2 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 1 dws SO: the, Input: [d]
1 3 5 4 2 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 2 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 1 dws SO: the, Input: [d]
1 3 5 4 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 2 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 1 dws SO: the, Input: [d]
1 3 5 4 2 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 2 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 1 dws SO: the, Input: [d]
1 3 5 4 2 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 2 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 1 dws SO: the, Input: [d]
1 3 5 4 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 2 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 1 dws SO: the, Input: [d]
1 3 5 4 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 2 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 1 dws SO: the, Input: [d]
1 3 5 4 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 2 101 dws SO: the, Input: [d]
1 3 5 4 2 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 2 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 2 111 dws SO: the, Input: [d]
1 3 5 4 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 2 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 2 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 2 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 121 dws SO: the, Input: [d]
1 3 5 4 2 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 2 131 dws SO: the, Input: [d]
1 3 5 4 2 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 2 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 2 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 2 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 2 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 2 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 2 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 2 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 2 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 2 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 2 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 4 2 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 141 dws SO: the, Input: [d]
1 3 5 4 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 2 151 dws SO: the, Input: [d]
1 3 5 4 2 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 2 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 2 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 2 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 2 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 2 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 2 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 2 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 4 2 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 161 dws SO: the, Input: [d]
1 3 5 4 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 2 171 dws SO: the, Input: [d]
1 3 5 4 2 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 2 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 2 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 2 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 2 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 2 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 181 dws SO: the, Input: [d]
1 3 5 4 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 2 191 dws SO: the, Input: [d]
1 3 5 4 2 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 2 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 2 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 2 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 2 201 dws SO: the, Input: [d]
1 3 5 4 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 2 211 dws SO: the, Input: [d]
1 3 5 4 3 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 4 3 1 dws SO: the, Input: [d]
1 3 5 4 3 1 1 esm SO: {the,d}, Input: []
1 3 5 4 3 1 2 epm SO: <the,d>, Input: []
1 3 5 4 3 1 3 epm SO: <d,the>, Input: []
1 3 5 4 3 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 1 dws SO: the, Input: [d]
1 3 5 4 3 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 23ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 24ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 25ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 2 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 2 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 2 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 2 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 1 dws SO: the, Input: [d]
1 3 5 4 3 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 3 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 3 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 3 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 3 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 1 dws SO: the, Input: [d]
1 3 5 4 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 4 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 4 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 4 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 4 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 1 dws SO: the, Input: [d]
1 3 5 4 3 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 5 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 5 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 5 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 5 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 1 dws SO: the, Input: [d]
1 3 5 4 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 14ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 20ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 6 22ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 6 23ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 6 24ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 6 25ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 1 dws SO: the, Input: [d]
1 3 5 4 3 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 12ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 14ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 17ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 18ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 19ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 7 20ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 7 21ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 7 22ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 7 23ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 1 dws SO: the, Input: [d]
1 3 5 4 3 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 8 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 8 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 8 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 8 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 1 dws SO: the, Input: [d]
1 3 5 4 3 9 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 11ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 12ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 14ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 15ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 16ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 17ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 19ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 21ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 23ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 24ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 25ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 26ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 27ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 9 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 9 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 9 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 9 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 9 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 9 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 9 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 9 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 9 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 9 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 9 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 9 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 9 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 9 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 9 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 9 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 9 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 9 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 9 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 9 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 9 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 9 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 9 50ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 9 51ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 9 52ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 9 53ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 101 dws SO: the, Input: [d]
1 3 5 4 3 102 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 103 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 104 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 105 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 106 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 107 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 108 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 109 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1010ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1011ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1012ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1014ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1015ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1016ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1017ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1018ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1019ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1020ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1021ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 1022ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1023ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1024ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1025ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1026ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1027ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1028ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1029ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 1030ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1031ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1032ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1033ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1034ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1035ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1036ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1037ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 111 dws SO: the, Input: [d]
1 3 5 4 3 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 119 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1110ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1111ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1112ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1113ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1114ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1115ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1116ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1117ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 121 dws SO: the, Input: [d]
1 3 5 4 3 122 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 123 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 124 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 125 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 127 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 129 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1210ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1211ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1212ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1214ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1216ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1218ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1219ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1220ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1221ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 1222ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1223ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1224ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1225ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1226ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1227ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1228ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1229ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 1230ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1231ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1232ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1233ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1234ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1235ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1236ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1237ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 13ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 131 dws SO: the, Input: [d]
1 3 5 4 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 137 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 138 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1313ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1315ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1316ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 141 dws SO: the, Input: [d]
1 3 5 4 3 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1411ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1412ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1414ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1417ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1418ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1419ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1420ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1421ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 1422ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1423ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 15ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 151 dws SO: the, Input: [d]
1 3 5 4 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 153 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 155 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 156 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 159 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1511ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1513ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1514ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1518ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1520ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1522ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1523ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1524ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1525ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 1526ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1527ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1528ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1529ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1530ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1531ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1532ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1533ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 1534ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1535ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1536ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1537ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1538ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1539ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1540ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1541ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 16ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 161 dws SO: the, Input: [d]
1 3 5 4 3 162 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 164 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 165 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 166 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 167 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 168 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 169 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1610ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1611ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1612ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1614ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1616ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1617ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1618ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1619ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1620ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1621ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 1622ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1623ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1624ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1625ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1626ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1627ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1628ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1629ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 1630ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1631ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1632ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1633ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1634ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1635ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1636ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1637ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 17ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 3 171 dws SO: the, Input: [d]
1 3 5 4 3 172 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 173 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 174 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 175 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 177 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 179 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1710ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1711ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1712ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1714ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1716ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1718ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1719ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 3 1720ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1721ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 3 1722ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1723ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1724ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1725ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1726ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1727ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1728ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1729ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 1730ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1731ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 1732ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1733ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1734ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 1735ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1736ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 3 1737ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 18ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 181 dws SO: the, Input: [d]
1 3 5 4 3 182 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 183 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 184 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 185 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 186 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 187 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 188 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 189 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 1810ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 1811ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 1812ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 4 3 1813ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 19ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 191 dws SO: the, Input: [d]
1 3 5 4 3 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 201 dws SO: the, Input: [d]
1 3 5 4 3 202 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 3 203 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 3 204 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 3 205 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 3 206 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 207 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 208 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 3 209 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 211 dws SO: the, Input: [d]
1 3 5 4 3 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 221 dws SO: the, Input: [d]
1 3 5 4 3 222 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 3 223 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 3 224 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 3 225 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 3 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 3 231 dws SO: the, Input: [d]
1 3 5 4 3 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 241 dws SO: the, Input: [d]
1 3 5 4 3 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 3 251 dws SO: the, Input: [d]
1 3 5 4 3 252 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 3 253 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 3 254 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 3 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 3 256 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 3 257 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 3 258 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 3 259 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 3 2510ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 2511ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 2512ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 2513ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 2514ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 2515ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 2516ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 4 3 2517ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 261 dws SO: the, Input: [d]
1 3 5 4 3 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 3 271 dws SO: the, Input: [d]
1 3 5 4 3 272 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 273 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 274 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 275 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 276 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 277 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 3 278 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 279 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 2710ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 2711ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 2712ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 4 3 2713ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 281 dws SO: the, Input: [d]
1 3 5 4 3 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 3 291 dws SO: the, Input: [d]
1 3 5 4 3 292 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 3 293 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 3 294 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 3 295 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 3 296 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 297 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 298 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 3 299 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 3 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 301 dws SO: the, Input: [d]
1 3 5 4 3 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 3 311 dws SO: the, Input: [d]
1 3 5 4 3 312 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 3 313 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 3 314 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 3 315 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 3 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 3 321 dws SO: the, Input: [d]
1 3 5 4 3 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 3 331 dws SO: the, Input: [d]
1 3 5 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 4 4 1 dws SO: the, Input: [d]
1 3 5 4 4 1 1 esm SO: {the,d}, Input: []
1 3 5 4 4 1 2 epm SO: <the,d>, Input: []
1 3 5 4 4 1 3 epm SO: <d,the>, Input: []
1 3 5 4 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 1 dws SO: the, Input: [d]
1 3 5 4 4 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 4 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 1 dws SO: the, Input: [d]
1 3 5 4 4 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 4 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 1 dws SO: the, Input: [d]
1 3 5 4 4 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 4 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 1 dws SO: the, Input: [d]
1 3 5 4 4 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 4 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 1 dws SO: the, Input: [d]
1 3 5 4 4 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 4 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 1 dws SO: the, Input: [d]
1 3 5 4 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 4 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 1 dws SO: the, Input: [d]
1 3 5 4 4 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 4 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 1 dws SO: the, Input: [d]
1 3 5 4 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 4 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 4 101 dws SO: the, Input: [d]
1 3 5 4 4 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 4 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 4 111 dws SO: the, Input: [d]
1 3 5 4 4 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 4 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 4 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 4 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 121 dws SO: the, Input: [d]
1 3 5 4 4 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 4 131 dws SO: the, Input: [d]
1 3 5 4 4 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 4 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 4 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 4 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 4 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 4 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 4 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 4 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 4 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 4 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 4 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 4 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 4 4 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 141 dws SO: the, Input: [d]
1 3 5 4 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 4 151 dws SO: the, Input: [d]
1 3 5 4 4 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 4 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 4 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 4 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 4 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 4 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 4 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 4 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 4 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 4 4 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 161 dws SO: the, Input: [d]
1 3 5 4 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 4 171 dws SO: the, Input: [d]
1 3 5 4 4 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 4 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 4 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 4 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 4 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 4 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 4 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 181 dws SO: the, Input: [d]
1 3 5 4 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 4 191 dws SO: the, Input: [d]
1 3 5 4 4 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 4 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 4 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 4 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 4 201 dws SO: the, Input: [d]
1 3 5 4 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 4 211 dws SO: the, Input: [d]
1 3 5 4 5 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 4 5 1 dws SO: the, Input: [d]
1 3 5 4 5 1 1 esm SO: {the,d}, Input: []
1 3 5 4 5 1 2 epm SO: <the,d>, Input: []
1 3 5 4 5 1 3 epm SO: <d,the>, Input: []
1 3 5 4 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 1 dws SO: the, Input: [d]
1 3 5 4 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 1 dws SO: the, Input: [d]
1 3 5 4 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 1 dws SO: the, Input: [d]
1 3 5 4 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 1 dws SO: the, Input: [d]
1 3 5 4 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 1 dws SO: the, Input: [d]
1 3 5 4 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 1 dws SO: the, Input: [d]
1 3 5 4 5 7 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 14ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 15ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 23ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 24ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 25ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 7 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 7 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 7 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 7 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 7 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 7 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 7 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 7 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 7 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 7 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 7 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 7 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 7 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 7 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 7 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 7 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 7 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 7 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 7 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 7 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 7 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 7 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 7 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 7 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 1 dws SO: the, Input: [d]
1 3 5 4 5 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 8 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 8 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 8 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 8 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 8 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 8 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 1 dws SO: the, Input: [d]
1 3 5 4 5 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 10ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 101 dws SO: the, Input: [d]
1 3 5 4 5 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 103 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 109 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1010ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1013ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1014ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1015ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1016ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1017ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 111 dws SO: the, Input: [d]
1 3 5 4 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 117 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1113ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1114ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1116ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 121 dws SO: the, Input: [d]
1 3 5 4 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 123 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 129 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1210ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1212ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 131 dws SO: the, Input: [d]
1 3 5 4 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 135 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1311ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1312ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1314ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 14ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 141 dws SO: the, Input: [d]
1 3 5 4 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 143 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 149 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1410ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1412ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 15ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 5 151 dws SO: the, Input: [d]
1 3 5 4 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 153 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 159 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1510ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1512ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 16ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 161 dws SO: the, Input: [d]
1 3 5 4 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 5 164 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 5 166 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 5 167 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 168 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 5 169 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 5 17ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 171 dws SO: the, Input: [d]
1 3 5 4 5 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 181 dws SO: the, Input: [d]
1 3 5 4 5 182 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 5 184 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 5 185 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 5 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 5 191 dws SO: the, Input: [d]
1 3 5 4 5 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 201 dws SO: the, Input: [d]
1 3 5 4 5 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 5 211 dws SO: the, Input: [d]
1 3 5 4 5 212 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 5 213 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 5 214 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 5 218 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 5 2110ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 5 2111ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 2112ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 5 2113ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 2114ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 5 2115ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 2116ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 4 5 2117ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 5 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 221 dws SO: the, Input: [d]
1 3 5 4 5 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 5 231 dws SO: the, Input: [d]
1 3 5 4 5 232 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 5 236 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 5 238 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 5 239 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 2310ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 5 2311ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 2312ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 4 5 2313ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 5 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 241 dws SO: the, Input: [d]
1 3 5 4 5 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 5 251 dws SO: the, Input: [d]
1 3 5 4 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 5 254 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 5 256 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 5 257 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 258 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 5 259 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 5 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 261 dws SO: the, Input: [d]
1 3 5 4 5 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 5 271 dws SO: the, Input: [d]
1 3 5 4 5 272 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 5 274 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 5 275 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 5 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 5 281 dws SO: the, Input: [d]
1 3 5 4 5 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 5 291 dws SO: the, Input: [d]
1 3 5 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 4 6 1 dws SO: the, Input: [d]
1 3 5 4 6 1 1 esm SO: {the,d}, Input: []
1 3 5 4 6 1 2 epm SO: <the,d>, Input: []
1 3 5 4 6 1 3 epm SO: <d,the>, Input: []
1 3 5 4 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 1 dws SO: the, Input: [d]
1 3 5 4 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 6 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 1 dws SO: the, Input: [d]
1 3 5 4 6 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 6 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 1 dws SO: the, Input: [d]
1 3 5 4 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 6 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 1 dws SO: the, Input: [d]
1 3 5 4 6 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 6 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 1 dws SO: the, Input: [d]
1 3 5 4 6 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 6 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 1 dws SO: the, Input: [d]
1 3 5 4 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 1 dws SO: the, Input: [d]
1 3 5 4 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 6 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 1 dws SO: the, Input: [d]
1 3 5 4 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 6 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 6 101 dws SO: the, Input: [d]
1 3 5 4 6 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 6 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 6 111 dws SO: the, Input: [d]
1 3 5 4 6 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 6 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 6 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 6 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 121 dws SO: the, Input: [d]
1 3 5 4 6 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 6 131 dws SO: the, Input: [d]
1 3 5 4 6 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 6 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 6 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 6 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 6 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 6 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 6 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 6 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 6 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 6 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 6 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 4 6 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 141 dws SO: the, Input: [d]
1 3 5 4 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 6 151 dws SO: the, Input: [d]
1 3 5 4 6 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 6 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 6 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 6 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 6 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 6 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 6 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 6 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 4 6 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 161 dws SO: the, Input: [d]
1 3 5 4 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 6 171 dws SO: the, Input: [d]
1 3 5 4 6 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 6 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 6 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 6 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 6 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 6 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 6 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 181 dws SO: the, Input: [d]
1 3 5 4 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 6 191 dws SO: the, Input: [d]
1 3 5 4 6 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 6 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 6 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 6 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 6 201 dws SO: the, Input: [d]
1 3 5 4 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 6 211 dws SO: the, Input: [d]
1 3 5 4 7 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 4 7 1 dws SO: the, Input: [d]
1 3 5 4 7 1 1 esm SO: {the,d}, Input: []
1 3 5 4 7 1 2 epm SO: <the,d>, Input: []
1 3 5 4 7 1 3 epm SO: <d,the>, Input: []
1 3 5 4 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 1 dws SO: the, Input: [d]
1 3 5 4 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 1 dws SO: the, Input: [d]
1 3 5 4 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 10ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 1 dws SO: the, Input: [d]
1 3 5 4 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 1 dws SO: the, Input: [d]
1 3 5 4 7 5 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 11ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 12ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 13ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 21ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 22ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 23ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 5 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 5 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 5 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 5 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 5 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 5 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 5 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 5 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 5 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 5 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 5 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 5 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 5 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 5 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 5 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 5 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 5 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 5 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 5 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 5 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 5 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 5 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 1 dws SO: the, Input: [d]
1 3 5 4 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 7 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 1 dws SO: the, Input: [d]
1 3 5 4 7 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 9 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 1 dws SO: the, Input: [d]
1 3 5 4 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 8 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 8 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 8 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 8 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 8 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 8 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 8 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 8 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 8 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 8 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 8 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 8 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 8 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 8 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 1 dws SO: the, Input: [d]
1 3 5 4 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 7 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 12ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 101 dws SO: the, Input: [d]
1 3 5 4 7 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 103 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 107 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1010ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1015ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1016ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1017ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 1018ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 1019ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 1020ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1021ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 1022ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1023ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 1024ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1025ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 1026ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1027ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 1028ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 1029ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 111 dws SO: the, Input: [d]
1 3 5 4 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 115 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 119 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 121 dws SO: the, Input: [d]
1 3 5 4 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 123 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 127 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1210ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1216ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 1217ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 1218ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 1219ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 1220ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1221ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 1222ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1223ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 1224ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1225ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 1226ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1227ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 1228ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 1229ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 13ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 7 131 dws SO: the, Input: [d]
1 3 5 4 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 133 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 137 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1310ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1312ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 14ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 141 dws SO: the, Input: [d]
1 3 5 4 7 142 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 7 144 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 7 145 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 7 15ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 7 151 dws SO: the, Input: [d]
1 3 5 4 7 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 161 dws SO: the, Input: [d]
1 3 5 4 7 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 7 171 dws SO: the, Input: [d]
1 3 5 4 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 7 173 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 7 174 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 7 176 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 7 178 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 7 1710ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 7 1711ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 1712ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 7 1713ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 1714ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 7 1715ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 1716ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 4 7 1717ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 7 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 181 dws SO: the, Input: [d]
1 3 5 4 7 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 7 191 dws SO: the, Input: [d]
1 3 5 4 7 192 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 7 194 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 7 196 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 7 198 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 7 199 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 1910ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 7 1911ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 1912ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 4 7 1913ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 7 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 201 dws SO: the, Input: [d]
1 3 5 4 7 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 7 211 dws SO: the, Input: [d]
1 3 5 4 7 212 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 7 214 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 7 216 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 7 217 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 218 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 7 219 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 7 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 221 dws SO: the, Input: [d]
1 3 5 4 7 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 7 231 dws SO: the, Input: [d]
1 3 5 4 7 232 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 7 234 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 7 235 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 7 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 7 241 dws SO: the, Input: [d]
1 3 5 4 7 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 7 251 dws SO: the, Input: [d]
1 3 5 4 8 ism SO: {book,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 4 8 1 dws SO: the, Input: [d]
1 3 5 4 8 1 1 esm SO: {the,d}, Input: []
1 3 5 4 8 1 2 epm SO: <the,d>, Input: []
1 3 5 4 8 1 3 epm SO: <d,the>, Input: []
1 3 5 4 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 1 dws SO: the, Input: [d]
1 3 5 4 8 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 10ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 12ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 13ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 2 14ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 2 15ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 8 2 16ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 2 17ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 2 18ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 2 19ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 2 20ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 2 21ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 2 22ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 2 23ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 2 24ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 2 25ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 1 dws SO: the, Input: [d]
1 3 5 4 8 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 11ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 12ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 8 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 1 dws SO: the, Input: [d]
1 3 5 4 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 8 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 4 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 4 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 4 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 4 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 5 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 1 dws SO: the, Input: [d]
1 3 5 4 8 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 9 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 8 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 1 dws SO: the, Input: [d]
1 3 5 4 8 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 8 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 6 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 6 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 6 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 6 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 7 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 1 dws SO: the, Input: [d]
1 3 5 4 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 7 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 1 dws SO: the, Input: [d]
1 3 5 4 8 8 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 8 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 8 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 8 8 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 8 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 8 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 8 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 8 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 8 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 8 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 8 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 8 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 8 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 9 ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 1 dws SO: the, Input: [d]
1 3 5 4 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 5 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 12ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 8 101 dws SO: the, Input: [d]
1 3 5 4 8 102 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 103 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 104 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 106 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 108 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 1010ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 1012ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 1013ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 1014ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 1015ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 8 1016ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 1017ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 1018ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 1019ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 1020ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 1021ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 1022ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 1023ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 1024ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 1025ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 11ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 8 111 dws SO: the, Input: [d]
1 3 5 4 8 112 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 113 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 114 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 116 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 118 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 1110ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 1112ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 1113ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 8 1114ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 1115ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 8 1116ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 1117ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 1118ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 1119ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 1120ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 1121ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 1122ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 1123ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 1124ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 8 1125ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 12ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 8 121 dws SO: the, Input: [d]
1 3 5 4 8 13ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 8 131 dws SO: the, Input: [d]
1 3 5 4 8 132 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 8 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 8 134 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 8 135 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 8 136 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 8 137 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 8 138 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 8 139 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 8 1310ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 8 1311ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 1312ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 8 1313ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 1314ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 8 1315ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 1316ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 4 8 1317ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 141 dws SO: the, Input: [d]
1 3 5 4 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 8 151 dws SO: the, Input: [d]
1 3 5 4 8 152 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 8 153 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 8 154 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 8 155 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 8 156 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 8 157 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 8 158 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 8 159 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 1510ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 8 1511ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 1512ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 4 8 1513ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 161 dws SO: the, Input: [d]
1 3 5 4 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 8 171 dws SO: the, Input: [d]
1 3 5 4 8 172 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 8 173 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 8 174 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 8 175 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 8 176 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 8 177 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 178 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 8 179 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 181 dws SO: the, Input: [d]
1 3 5 4 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 8 191 dws SO: the, Input: [d]
1 3 5 4 8 192 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 8 193 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 8 194 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 8 195 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 8 201 dws SO: the, Input: [d]
1 3 5 4 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 8 211 dws SO: the, Input: [d]
1 3 5 4 9 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 4 9 1 dws SO: the, Input: [d]
1 3 5 4 9 1 1 esm SO: {the,d}, Input: []
1 3 5 4 9 1 2 epm SO: <the,d>, Input: []
1 3 5 4 9 1 3 epm SO: <d,the>, Input: []
1 3 5 4 9 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 1 dws SO: the, Input: [d]
1 3 5 4 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 9 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 1 dws SO: the, Input: [d]
1 3 5 4 9 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 9 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 1 dws SO: the, Input: [d]
1 3 5 4 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 9 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 1 dws SO: the, Input: [d]
1 3 5 4 9 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 9 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 1 dws SO: the, Input: [d]
1 3 5 4 9 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 9 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 1 dws SO: the, Input: [d]
1 3 5 4 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 1 dws SO: the, Input: [d]
1 3 5 4 9 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 9 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 1 dws SO: the, Input: [d]
1 3 5 4 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 9 101 dws SO: the, Input: [d]
1 3 5 4 9 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 9 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 4 9 111 dws SO: the, Input: [d]
1 3 5 4 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 4 9 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 4 9 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 4 9 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 121 dws SO: the, Input: [d]
1 3 5 4 9 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 4 9 131 dws SO: the, Input: [d]
1 3 5 4 9 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 9 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 9 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 9 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 9 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 9 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 4 9 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 9 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 9 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 9 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 4 9 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 4 9 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 141 dws SO: the, Input: [d]
1 3 5 4 9 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 9 151 dws SO: the, Input: [d]
1 3 5 4 9 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 9 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 9 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 9 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 9 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 9 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 9 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 4 9 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 9 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 161 dws SO: the, Input: [d]
1 3 5 4 9 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 9 171 dws SO: the, Input: [d]
1 3 5 4 9 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 9 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 9 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 9 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 9 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 9 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 9 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 181 dws SO: the, Input: [d]
1 3 5 4 9 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 9 191 dws SO: the, Input: [d]
1 3 5 4 9 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 9 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 9 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 9 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 9 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 4 9 201 dws SO: the, Input: [d]
1 3 5 4 9 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 4 9 211 dws SO: the, Input: [d]
1 3 5 4 10ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 4 101 dws SO: the, Input: [d]
1 3 5 4 101 1 esm SO: {the,d}, Input: []
1 3 5 4 101 2 epm SO: <the,d>, Input: []
1 3 5 4 101 3 epm SO: <d,the>, Input: []
1 3 5 4 11ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 4 111 dws SO: the, Input: [d]
1 3 5 4 111 1 esm SO: {the,d}, Input: []
1 3 5 4 111 2 epm SO: <the,d>, Input: []
1 3 5 4 111 3 epm SO: <d,the>, Input: []
1 3 5 4 112 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 112 1 dws SO: the, Input: [d]
1 3 5 4 112 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 112 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 112 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 112 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 112 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 112 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 112 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 112 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 112 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 112 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 4 112 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 112 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 112 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 112 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 112 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 4 112 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 113 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 113 1 dws SO: the, Input: [d]
1 3 5 4 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 5 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 7 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 8 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 12ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 113 14ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 113 15ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 113 16ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 113 17ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 4 113 18ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 113 19ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 4 113 20ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 113 21ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 113 22ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 113 23ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 113 24ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 4 113 25ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 114 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 114 1 dws SO: the, Input: [d]
1 3 5 4 114 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 114 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 114 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 114 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 114 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 114 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 114 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 114 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 114 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 4 114 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 114 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 114 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 114 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 114 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 4 114 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 115 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 115 1 dws SO: the, Input: [d]
1 3 5 4 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 115 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 115 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 115 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 115 8 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 115 10ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 115 11ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 115 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 115 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 4 115 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 115 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 4 115 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 115 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 115 18ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 115 19ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 115 20ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 4 115 21ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 116 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 116 1 dws SO: the, Input: [d]
1 3 5 4 116 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 116 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 116 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 116 5 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 116 6 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 116 7 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 116 8 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 116 9 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 116 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 4 116 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 4 116 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 116 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 116 14ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 116 15ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 116 16ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 4 116 17ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 117 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 4 117 1 dws SO: the, Input: [d]
1 3 5 4 117 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 117 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 117 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 117 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 117 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 117 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 4 117 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 117 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 4 117 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 117 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 117 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 117 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 117 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 4 117 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 4 118 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 118 1 dws SO: the, Input: [d]
1 3 5 4 119 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 119 1 dws SO: the, Input: [d]
1 3 5 4 119 2 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 119 3 ism SO: {{book,n!case},<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 119 4 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 119 5 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 119 6 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 119 7 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 119 8 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 119 9 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 1110ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 11101 dws SO: the, Input: [d]
1 3 5 4 1111ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 11111 dws SO: the, Input: [d]
1 3 5 4 11112 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 4 11113 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 4 11114 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 11115 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 1112ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 4 11121 dws SO: the, Input: [d]
1 3 5 4 1113ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 4 11131 dws SO: the, Input: [d]
1 3 5 4 12ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 4 121 dws SO: the, Input: [d]
1 3 5 4 121 1 esm SO: {the,d}, Input: []
1 3 5 4 121 2 epm SO: <the,d>, Input: []
1 3 5 4 121 3 epm SO: <d,the>, Input: []
1 3 5 4 13ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 4 131 dws SO: the, Input: [d]
1 3 5 4 131 1 esm SO: {the,d}, Input: []
1 3 5 4 131 2 epm SO: <the,d>, Input: []
1 3 5 4 131 3 epm SO: <d,the>, Input: []
1 3 5 4 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 132 1 dws SO: the, Input: [d]
1 3 5 4 132 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 132 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 132 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 132 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 132 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 132 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 132 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 4 132 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 4 132 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 4 132 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 132 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 4 132 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 4 133 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 133 1 dws SO: the, Input: [d]
1 3 5 4 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 133 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 133 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 133 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 133 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 133 10ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 133 11ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 4 133 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 4 133 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 4 133 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 4 133 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 133 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 4 133 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 4 134 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 134 1 dws SO: the, Input: [d]
1 3 5 4 134 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 134 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 134 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 134 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 134 6 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 134 7 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 134 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 4 134 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 4 134 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 4 134 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 134 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 4 134 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 4 135 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 4 135 1 dws SO: the, Input: [d]
1 3 5 4 135 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 135 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 135 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 135 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 135 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 4 135 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 4 135 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 4 135 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 4 135 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 4 135 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 4 135 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 4 136 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 136 1 dws SO: the, Input: [d]
1 3 5 4 137 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 4 137 1 dws SO: the, Input: [d]
1 3 5 4 137 2 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 4 137 3 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 4 137 4 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 137 5 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 138 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 4 138 1 dws SO: the, Input: [d]
1 3 5 4 139 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 4 139 1 dws SO: the, Input: [d]
1 3 5 4 14ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 4 141 dws SO: the, Input: [d]
1 3 5 4 141 1 esm SO: {the,d}, Input: []
1 3 5 4 141 2 epm SO: <the,d>, Input: []
1 3 5 4 141 3 epm SO: <d,the>, Input: []
1 3 5 4 15ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 4 151 dws SO: the, Input: [d]
1 3 5 4 151 1 esm SO: {the,d}, Input: []
1 3 5 4 151 2 epm SO: <the,d>, Input: []
1 3 5 4 151 3 epm SO: <d,the>, Input: []
1 3 5 4 152 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 152 1 dws SO: the, Input: [d]
1 3 5 4 152 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 4 152 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 4 152 4 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 4 152 5 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 4 152 6 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 4 152 7 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 4 152 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 4 152 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 4 153 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 4 153 1 dws SO: the, Input: [d]
1 3 5 4 153 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 4 153 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 4 153 4 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 4 153 5 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 4 153 6 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 4 153 7 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 4 153 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 4 153 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 4 154 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 4 154 1 dws SO: the, Input: [d]
1 3 5 4 155 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 4 155 1 dws SO: the, Input: [d]
1 3 5 4 16ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 5 4 161 dws SO: the, Input: [d]
1 3 5 4 161 1 esm SO: {the,d}, Input: []
1 3 5 4 161 2 epm SO: <the,d>, Input: []
1 3 5 4 161 3 epm SO: <d,the>, Input: []
1 3 5 4 17ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 4 171 dws SO: the, Input: [d]
1 3 5 4 171 1 esm SO: {the,d}, Input: []
1 3 5 4 171 2 epm SO: <the,d>, Input: []
1 3 5 4 171 3 epm SO: <d,the>, Input: []
1 3 5 5 ism SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 5 5 1 dws SO: the, Input: [d]
1 3 5 5 1 1 esm SO: {the,d}, Input: []
1 3 5 5 1 1 1 uws SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 5 1 2 epm SO: <the,d>, Input: []
1 3 5 5 1 2 1 uws SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 5 1 3 epm SO: <d,the>, Input: []
1 3 5 5 1 3 1 uws SO: {{book,n!case},{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 5 2 1 dws SO: the, Input: [d]
1 3 5 5 2 1 1 esm SO: {the,d}, Input: []
1 3 5 5 2 1 2 epm SO: <the,d>, Input: []
1 3 5 5 2 1 3 epm SO: <d,the>, Input: []
1 3 5 5 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 1 dws SO: the, Input: [d]
1 3 5 5 2 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 1 dws SO: the, Input: [d]
1 3 5 5 2 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 1 dws SO: the, Input: [d]
1 3 5 5 2 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 1 dws SO: the, Input: [d]
1 3 5 5 2 5 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 15ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 16ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 17ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 19ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 21ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 24ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 26ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 27ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 5 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 5 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 5 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 5 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 5 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 5 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 5 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 5 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 5 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 5 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 5 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 5 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 5 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 5 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 5 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 5 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 5 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 5 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 5 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 5 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 5 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 5 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 5 50ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 5 51ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 5 52ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 5 53ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 1 dws SO: the, Input: [d]
1 3 5 5 2 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 1 dws SO: the, Input: [d]
1 3 5 5 2 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 1 dws SO: the, Input: [d]
1 3 5 5 2 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 1 dws SO: the, Input: [d]
1 3 5 5 2 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 13ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 101 dws SO: the, Input: [d]
1 3 5 5 2 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 103 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 105 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 107 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 108 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 109 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1010ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1014ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1016ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1017ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1018ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1019ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 1020ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1021ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1022ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1023ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 1024ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1025ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1026ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1027ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 1028ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1029ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 1030ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1031ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1032ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1033ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 111 dws SO: the, Input: [d]
1 3 5 5 2 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1111ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1113ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1114ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 121 dws SO: the, Input: [d]
1 3 5 5 2 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 123 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 127 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1212ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1217ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1218ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1219ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 131 dws SO: the, Input: [d]
1 3 5 5 2 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 135 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 139 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 14ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 141 dws SO: the, Input: [d]
1 3 5 5 2 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 143 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 147 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1412ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 15ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 2 151 dws SO: the, Input: [d]
1 3 5 5 2 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 153 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 157 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1512ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1514ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 2 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 2 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 2 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 16ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 161 dws SO: the, Input: [d]
1 3 5 5 2 162 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 2 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 2 164 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 2 165 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 2 17ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 2 171 dws SO: the, Input: [d]
1 3 5 5 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 181 dws SO: the, Input: [d]
1 3 5 5 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 2 191 dws SO: the, Input: [d]
1 3 5 5 2 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 2 193 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 2 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 2 195 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 2 196 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 2 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 2 198 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 2 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 2 1910ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 2 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 2 1912ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1913ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 2 1914ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 2 1915ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 1916ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 2 1917ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 1918ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 2 1919ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 1920ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 2 1921ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 201 dws SO: the, Input: [d]
1 3 5 5 2 202 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 2 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 2 204 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 2 205 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 2 211 dws SO: the, Input: [d]
1 3 5 5 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 221 dws SO: the, Input: [d]
1 3 5 5 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 2 231 dws SO: the, Input: [d]
1 3 5 5 2 232 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 2 233 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 2 234 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 2 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 2 236 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 2 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 2 238 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 2 239 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 2310ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 2 2311ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 2312ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 2 2313ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 241 dws SO: the, Input: [d]
1 3 5 5 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 2 251 dws SO: the, Input: [d]
1 3 5 5 2 252 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 2 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 2 254 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 2 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 2 256 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 2 257 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 258 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 2 259 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 261 dws SO: the, Input: [d]
1 3 5 5 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 2 271 dws SO: the, Input: [d]
1 3 5 5 2 272 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 2 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 2 274 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 2 275 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 2 281 dws SO: the, Input: [d]
1 3 5 5 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 2 291 dws SO: the, Input: [d]
1 3 5 5 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 5 3 1 dws SO: the, Input: [d]
1 3 5 5 3 1 1 esm SO: {the,d}, Input: []
1 3 5 5 3 1 2 epm SO: <the,d>, Input: []
1 3 5 5 3 1 3 epm SO: <d,the>, Input: []
1 3 5 5 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 1 dws SO: the, Input: [d]
1 3 5 5 3 2 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 12ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 2 16ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 2 17ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 2 18ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 2 19ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 2 20ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 2 21ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 2 22ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 2 23ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 2 24ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 2 25ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 2 26ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 2 27ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 2 28ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 2 29ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 1 dws SO: the, Input: [d]
1 3 5 5 3 3 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 13ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 14ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 3 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 3 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 3 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 3 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 3 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 3 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 3 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 3 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 3 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 3 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 3 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 3 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 3 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 3 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 3 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 3 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 3 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 3 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 3 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 3 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 3 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 3 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 3 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 3 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 1 dws SO: the, Input: [d]
1 3 5 5 3 4 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 5 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 12ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 4 18ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 4 19ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 4 20ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 4 21ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 4 22ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 4 23ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 4 24ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 4 25ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 4 26ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 4 27ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 4 28ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 4 29ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 4 30ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 4 31ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 4 32ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 4 33ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 1 dws SO: the, Input: [d]
1 3 5 5 3 5 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 12ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 5 16ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 5 17ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 5 18ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 5 19ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 5 20ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 5 21ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 5 22ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 5 23ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 5 24ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 5 25ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 5 26ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 5 27ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 5 28ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 5 29ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 1 dws SO: the, Input: [d]
1 3 5 5 3 6 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 12ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 6 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 6 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 6 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 6 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 6 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 6 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 6 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 6 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 6 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 6 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 6 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 6 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 6 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 6 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 1 dws SO: the, Input: [d]
1 3 5 5 3 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 9 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 1 dws SO: the, Input: [d]
1 3 5 5 3 8 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 12ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 8 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 8 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 8 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 8 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 8 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 8 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 8 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 8 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 8 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 8 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 8 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 8 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 8 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 8 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 9 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 1 dws SO: the, Input: [d]
1 3 5 5 3 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 7 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 11ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 18ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 9 20ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 9 21ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 9 22ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 9 23ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 9 24ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 9 25ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 9 26ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 9 27ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 9 28ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 9 29ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 9 30ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 9 31ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 9 32ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 9 33ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 9 34ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 9 35ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 9 36ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 9 37ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 10ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 101 dws SO: the, Input: [d]
1 3 5 5 3 102 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 103 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 104 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 107 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 108 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1010ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1011ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1012ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1013ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1014ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1015ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1016ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1017ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 1018ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1019ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 1020ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1021ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1022ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1023ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 1024ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1025ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 1026ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1027ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1028ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1029ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 11ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 111 dws SO: the, Input: [d]
1 3 5 5 3 112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 115 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1112ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1114ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1116ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1118ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1119ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1120ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1121ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 1122ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1123ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 1124ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1125ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1126ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1127ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 1128ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1129ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 1130ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1131ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1132ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1133ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 12ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 121 dws SO: the, Input: [d]
1 3 5 5 3 122 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 123 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 124 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 127 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 128 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1210ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1211ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1212ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1213ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1214ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1215ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1216ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1217ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 1218ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1219ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 1220ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1221ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1222ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1223ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 1224ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1225ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 1226ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1227ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1228ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1229ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 13ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 3 131 dws SO: the, Input: [d]
1 3 5 5 3 132 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 133 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 134 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 137 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 138 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1310ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1311ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1312ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1314ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1315ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 3 1316ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1317ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 3 1318ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1319ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 1320ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1321ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1322ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1323ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 1324ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1325ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 1326ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 1327ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1328ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 3 1329ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 14ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 3 141 dws SO: the, Input: [d]
1 3 5 5 3 15ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 3 151 dws SO: the, Input: [d]
1 3 5 5 3 152 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 3 153 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 3 154 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 3 155 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 3 156 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 3 157 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 3 158 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 3 159 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 3 1510ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 3 1511ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 3 1512ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1513ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 3 1514ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 3 1515ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 1516ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 3 1517ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 1518ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 3 1519ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1520ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 3 1521ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 3 16ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 161 dws SO: the, Input: [d]
1 3 5 5 3 162 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 3 163 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 3 164 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 3 165 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 3 17ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 3 171 dws SO: the, Input: [d]
1 3 5 5 3 18ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 181 dws SO: the, Input: [d]
1 3 5 5 3 19ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 3 191 dws SO: the, Input: [d]
1 3 5 5 3 192 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 3 193 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 3 194 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 3 195 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 3 196 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 3 197 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 3 198 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 3 199 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 1910ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 3 1911ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 1912ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 3 1913ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 3 20ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 201 dws SO: the, Input: [d]
1 3 5 5 3 21ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 3 211 dws SO: the, Input: [d]
1 3 5 5 3 212 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 3 213 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 3 214 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 3 215 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 3 216 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 3 217 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 218 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 3 219 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 3 22ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 221 dws SO: the, Input: [d]
1 3 5 5 3 23ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 3 231 dws SO: the, Input: [d]
1 3 5 5 3 232 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 3 233 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 3 234 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 3 235 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 3 24ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 3 241 dws SO: the, Input: [d]
1 3 5 5 3 25ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 3 251 dws SO: the, Input: [d]
1 3 5 5 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 5 4 1 dws SO: the, Input: [d]
1 3 5 5 4 1 1 esm SO: {the,d}, Input: []
1 3 5 5 4 1 2 epm SO: <the,d>, Input: []
1 3 5 5 4 1 3 epm SO: <d,the>, Input: []
1 3 5 5 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 1 dws SO: the, Input: [d]
1 3 5 5 4 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 1 dws SO: the, Input: [d]
1 3 5 5 4 3 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 13ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 14ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 3 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 3 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 3 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 3 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 3 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 3 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 3 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 3 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 3 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 3 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 3 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 3 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 3 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 3 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 3 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 3 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 3 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 3 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 3 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 3 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 3 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 3 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 3 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 3 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 1 dws SO: the, Input: [d]
1 3 5 5 4 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 1 dws SO: the, Input: [d]
1 3 5 5 4 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 14ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 5 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 5 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 5 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 5 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 5 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 5 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 5 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 5 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 5 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 5 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 5 26ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 5 27ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 5 28ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 5 29ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 1 dws SO: the, Input: [d]
1 3 5 5 4 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 1 dws SO: the, Input: [d]
1 3 5 5 4 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 9 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 1 dws SO: the, Input: [d]
1 3 5 5 4 8 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 8 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 8 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 8 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 8 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 8 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 8 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 8 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 8 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 8 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 8 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 8 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 8 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 8 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 8 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 1 dws SO: the, Input: [d]
1 3 5 5 4 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 101 dws SO: the, Input: [d]
1 3 5 5 4 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 103 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1010ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1013ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1015ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1016ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1017ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 1018ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1019ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 1020ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1021ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 1022ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1023ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 1024ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1025ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 1026ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1027ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1028ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 1029ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 11ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 111 dws SO: the, Input: [d]
1 3 5 5 4 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 115 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1112ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1114ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 121 dws SO: the, Input: [d]
1 3 5 5 4 122 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 123 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 127 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1210ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1214ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1216ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 1217ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 1218ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1219ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 1220ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1221ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 1222ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1223ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 1224ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1225ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 1226ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1227ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1228ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 1229ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 13ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 4 131 dws SO: the, Input: [d]
1 3 5 5 4 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 133 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1310ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1312ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 4 1316ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1317ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 4 1318ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1319ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 1320ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1321ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 1322ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1323ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 1324ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1325ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 1326ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 1327ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1328ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 4 1329ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 14ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 141 dws SO: the, Input: [d]
1 3 5 5 4 15ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 4 151 dws SO: the, Input: [d]
1 3 5 5 4 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 4 153 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 4 154 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 4 155 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 4 156 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 4 157 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 4 158 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 4 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 4 1510ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 4 1511ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 4 1512ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1513ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 4 1514ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 4 1515ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 1516ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 4 1517ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 1518ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 4 1519ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1520ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 4 1521ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 161 dws SO: the, Input: [d]
1 3 5 5 4 162 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 4 163 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 4 164 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 4 165 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 4 171 dws SO: the, Input: [d]
1 3 5 5 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 181 dws SO: the, Input: [d]
1 3 5 5 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 4 191 dws SO: the, Input: [d]
1 3 5 5 4 192 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 4 193 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 4 194 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 4 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 4 196 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 4 197 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 4 198 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 4 199 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 1910ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 4 1911ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 1912ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 4 1913ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 201 dws SO: the, Input: [d]
1 3 5 5 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 4 211 dws SO: the, Input: [d]
1 3 5 5 4 212 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 4 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 4 214 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 4 215 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 4 216 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 4 217 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 218 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 4 219 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 221 dws SO: the, Input: [d]
1 3 5 5 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 4 231 dws SO: the, Input: [d]
1 3 5 5 4 232 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 4 233 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 4 234 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 4 235 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 4 241 dws SO: the, Input: [d]
1 3 5 5 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 4 251 dws SO: the, Input: [d]
1 3 5 5 5 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 5 5 1 dws SO: the, Input: [d]
1 3 5 5 5 1 1 esm SO: {the,d}, Input: []
1 3 5 5 5 1 2 epm SO: <the,d>, Input: []
1 3 5 5 5 1 3 epm SO: <d,the>, Input: []
1 3 5 5 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 1 dws SO: the, Input: [d]
1 3 5 5 5 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 17ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 18ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 19ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 21ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 23ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 24ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 25ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 26ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 27ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 2 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 2 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 2 50ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 2 51ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 2 52ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 2 53ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 1 dws SO: the, Input: [d]
1 3 5 5 5 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 12ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 13ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 19ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 20ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 21ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 3 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 3 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 3 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 3 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 3 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 3 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 1 dws SO: the, Input: [d]
1 3 5 5 5 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 16ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 17ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 21ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 22ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 23ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 24ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 25ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 4 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 4 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 4 46ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 4 47ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 4 48ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 4 49ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 1 dws SO: the, Input: [d]
1 3 5 5 5 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 12ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 13ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 19ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 20ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 21ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 5 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 5 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 5 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 5 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 5 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 5 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 1 dws SO: the, Input: [d]
1 3 5 5 5 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 13ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 14ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 15ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 16ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 17ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 19ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 20ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 21ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 22ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 23ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 6 24ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 6 25ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 6 42ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 6 43ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 6 44ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 6 45ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 1 dws SO: the, Input: [d]
1 3 5 5 5 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 12ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 13ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 14ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 17ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 18ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 19ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 20ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 21ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 7 22ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 7 23ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 7 38ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 7 39ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 7 40ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 7 41ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 1 dws SO: the, Input: [d]
1 3 5 5 5 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 12ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 13ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 15ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 17ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 18ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 19ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 20ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 21ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 8 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 8 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 8 38ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 8 39ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 8 40ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 8 41ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 1 dws SO: the, Input: [d]
1 3 5 5 5 9 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 13ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 14ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 15ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 16ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 17ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 19ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 21ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 22ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 23ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 24ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 25ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 26ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 27ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 28ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 29ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 30ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 31ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 9 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 9 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 9 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 9 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 9 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 9 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 9 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 9 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 9 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 9 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 9 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 9 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 9 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 9 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 9 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 9 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 9 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 9 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 9 50ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 9 51ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 9 52ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 9 53ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 9 54ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 9 55ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 9 56ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 9 57ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 9 58ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 9 59ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 9 60ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 9 61ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 101 dws SO: the, Input: [d]
1 3 5 5 5 102 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 103 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 104 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 105 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 106 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 107 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 108 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 109 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1010ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1011ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1012ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1013ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1014ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1015ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1016ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1017ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1018ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1019ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1020ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1021ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1022ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1023ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1024ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1025ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1026ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1027ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 1028ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1029ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1030ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1031ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1032ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1033ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1034ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1035ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 1036ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1037ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1038ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1039ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1040ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1041ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1042ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1043ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1044ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1045ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 111 dws SO: the, Input: [d]
1 3 5 5 5 112 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 113 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 114 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 115 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 116 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 117 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 118 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 119 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1110ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1111ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1112ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1113ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1114ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1116ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1117ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1118ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1119ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1120ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1121ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1122ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1123ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 1124ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1125ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1126ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1127ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1128ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1129ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1130ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1131ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 1132ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1133ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1134ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1135ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1136ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1137ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1138ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1139ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1140ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1141ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 121 dws SO: the, Input: [d]
1 3 5 5 5 122 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 123 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 124 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 125 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 126 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 127 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 128 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 129 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1210ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1211ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1212ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1213ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1214ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1215ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1216ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1217ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1218ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1219ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1220ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1221ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1222ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1223ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 1224ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1225ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1226ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1227ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1228ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1229ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1230ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1231ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 1232ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1233ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1234ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1235ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1236ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1237ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1238ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1239ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1240ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1241ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 131 dws SO: the, Input: [d]
1 3 5 5 5 132 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 133 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 134 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 135 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 136 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 137 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 138 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 139 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1310ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1311ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1312ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1313ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1314ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1315ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1316ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1317ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1318ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1319ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1320ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1321ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1322ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1323ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1324ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1325ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1326ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1327ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1328ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1329ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1330ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1331ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1332ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1333ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1334ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1335ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 1336ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1337ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1338ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1339ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1340ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1341ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1342ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1343ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 1344ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1345ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1346ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1347ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1348ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1349ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1350ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1351ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1352ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1353ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 141 dws SO: the, Input: [d]
1 3 5 5 5 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1411ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1412ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1413ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1414ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1415ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1417ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1418ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1419ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1420ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1421ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1422ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1423ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1438ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1439ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1440ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1441ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 151 dws SO: the, Input: [d]
1 3 5 5 5 152 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 153 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 154 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 155 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 156 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 157 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 158 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 159 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1510ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1511ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1512ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1513ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1514ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1515ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1516ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1517ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1518ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1519ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1520ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1521ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1522ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1523ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1524ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1525ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1526ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1527ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1528ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1529ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1530ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1531ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 1532ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1533ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1534ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1535ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1536ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1537ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1538ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1539ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 1540ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1541ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1542ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1543ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1544ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1545ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1546ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1547ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1548ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1549ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 161 dws SO: the, Input: [d]
1 3 5 5 5 162 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 164 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 165 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 166 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 167 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 168 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 169 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1610ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1611ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1612ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1613ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1614ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1615ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1616ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1617ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1618ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1619ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1620ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1621ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1622ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1623ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 1624ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1625ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1626ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1627ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1628ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1629ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1630ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1631ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 1632ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1633ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1634ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1635ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1636ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1637ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1638ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1639ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1640ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1641ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 171 dws SO: the, Input: [d]
1 3 5 5 5 172 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 173 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 174 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 175 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 176 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 177 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 178 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 179 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1710ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1711ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1712ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1713ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1714ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1715ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1716ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1717ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1718ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1719ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1720ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1721ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1722ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1723ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1724ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1725ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1726ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1727ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 1728ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1729ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1730ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1731ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1732ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1733ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1734ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1735ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 1736ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1737ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1738ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1739ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1740ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1741ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1742ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1743ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1744ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1745ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 181 dws SO: the, Input: [d]
1 3 5 5 5 182 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 183 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 184 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 185 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 186 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 187 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 188 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 189 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1810ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1811ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1812ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1813ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1814ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1815ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1816ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1817ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1818ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1819ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1820ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1821ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1822ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1823ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 1824ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1825ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1826ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1827ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1828ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1829ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1830ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1831ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 1832ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1833ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1834ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1835ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1836ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1837ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1838ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1839ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1840ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1841ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 5 191 dws SO: the, Input: [d]
1 3 5 5 5 192 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 193 ism SO: {{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 194 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 195 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 196 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 197 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 198 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 199 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1910ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1911ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1912ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1913ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1914ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1915ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1916ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1917ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1918ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1919ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1920ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1921ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 5 1922ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1923ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 5 1924ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1925ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1926ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1927ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1928ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1929ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1930ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1931ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 1932ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1933ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1934ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1935ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 1936ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1937ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 1938ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 1939ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 1940ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 5 1941ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 201 dws SO: the, Input: [d]
1 3 5 5 5 202 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 203 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 204 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 205 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 206 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 207 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 208 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 209 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 2010ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 2011ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 2012ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 5 2013ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 211 dws SO: the, Input: [d]
1 3 5 5 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 221 dws SO: the, Input: [d]
1 3 5 5 5 222 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 5 223 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 5 224 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 5 225 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 5 226 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 227 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 228 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 5 229 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 231 dws SO: the, Input: [d]
1 3 5 5 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 241 dws SO: the, Input: [d]
1 3 5 5 5 242 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 5 243 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 5 244 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 5 245 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 5 251 dws SO: the, Input: [d]
1 3 5 5 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 261 dws SO: the, Input: [d]
1 3 5 5 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 5 271 dws SO: the, Input: [d]
1 3 5 5 5 272 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 5 273 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 5 274 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 5 275 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 5 276 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 5 277 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 5 278 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 5 279 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 5 2710ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 5 2711ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 5 2712ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 2713ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 5 2714ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 2715ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 2716ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 2717ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 2718ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 2719ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 2720ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 5 2721ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 281 dws SO: the, Input: [d]
1 3 5 5 5 282 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 5 283 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 5 284 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 5 285 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 5 291 dws SO: the, Input: [d]
1 3 5 5 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 301 dws SO: the, Input: [d]
1 3 5 5 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 5 311 dws SO: the, Input: [d]
1 3 5 5 5 312 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 313 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 314 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 315 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 316 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 317 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 5 318 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 319 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 3110ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 3111ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 3112ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 5 3113ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 321 dws SO: the, Input: [d]
1 3 5 5 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 5 331 dws SO: the, Input: [d]
1 3 5 5 5 332 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 5 333 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 5 334 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 5 335 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 5 336 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 337 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 338 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 5 339 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 341 dws SO: the, Input: [d]
1 3 5 5 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 5 351 dws SO: the, Input: [d]
1 3 5 5 5 352 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 5 353 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 5 354 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 5 355 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 5 361 dws SO: the, Input: [d]
1 3 5 5 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 5 371 dws SO: the, Input: [d]
1 3 5 5 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 5 6 1 dws SO: the, Input: [d]
1 3 5 5 6 1 1 esm SO: {the,d}, Input: []
1 3 5 5 6 1 2 epm SO: <the,d>, Input: []
1 3 5 5 6 1 3 epm SO: <d,the>, Input: []
1 3 5 5 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 1 dws SO: the, Input: [d]
1 3 5 5 6 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 1 dws SO: the, Input: [d]
1 3 5 5 6 3 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 13ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 14ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 3 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 3 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 3 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 3 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 3 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 3 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 3 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 3 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 3 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 3 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 3 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 3 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 3 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 3 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 3 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 3 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 3 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 3 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 3 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 3 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 3 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 3 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 3 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 3 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 1 dws SO: the, Input: [d]
1 3 5 5 6 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 1 dws SO: the, Input: [d]
1 3 5 5 6 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 14ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 5 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 5 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 5 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 5 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 5 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 5 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 5 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 5 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 5 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 5 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 5 26ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 5 27ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 5 28ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 5 29ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 1 dws SO: the, Input: [d]
1 3 5 5 6 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 1 dws SO: the, Input: [d]
1 3 5 5 6 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 9 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 1 dws SO: the, Input: [d]
1 3 5 5 6 8 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 8 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 8 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 8 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 8 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 8 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 8 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 8 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 8 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 8 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 8 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 8 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 8 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 8 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 8 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 1 dws SO: the, Input: [d]
1 3 5 5 6 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 101 dws SO: the, Input: [d]
1 3 5 5 6 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 103 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1010ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1013ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1015ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1016ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1017ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 1018ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1019ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 1020ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1021ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 1022ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1023ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 1024ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1025ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 1026ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1027ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1028ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 1029ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 11ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 111 dws SO: the, Input: [d]
1 3 5 5 6 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 115 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1112ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1114ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 121 dws SO: the, Input: [d]
1 3 5 5 6 122 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 123 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 127 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1210ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1214ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1216ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 1217ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 1218ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1219ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 1220ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1221ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 1222ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1223ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 1224ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1225ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 1226ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1227ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1228ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 1229ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 13ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 6 131 dws SO: the, Input: [d]
1 3 5 5 6 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 133 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1310ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1312ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 6 1316ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1317ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 6 1318ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1319ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 1320ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1321ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 1322ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1323ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 1324ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1325ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 1326ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 1327ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1328ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 6 1329ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 14ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 141 dws SO: the, Input: [d]
1 3 5 5 6 15ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 6 151 dws SO: the, Input: [d]
1 3 5 5 6 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 6 153 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 6 154 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 6 155 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 6 156 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 6 157 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 6 158 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 6 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 6 1510ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 6 1511ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 6 1512ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1513ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 6 1514ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 6 1515ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 1516ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 6 1517ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 1518ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 6 1519ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1520ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 6 1521ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 161 dws SO: the, Input: [d]
1 3 5 5 6 162 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 6 163 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 6 164 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 6 165 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 6 171 dws SO: the, Input: [d]
1 3 5 5 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 181 dws SO: the, Input: [d]
1 3 5 5 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 6 191 dws SO: the, Input: [d]
1 3 5 5 6 192 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 6 193 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 6 194 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 6 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 6 196 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 6 197 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 6 198 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 6 199 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 1910ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 6 1911ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 1912ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 6 1913ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 201 dws SO: the, Input: [d]
1 3 5 5 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 6 211 dws SO: the, Input: [d]
1 3 5 5 6 212 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 6 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 6 214 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 6 215 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 6 216 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 6 217 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 218 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 6 219 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 221 dws SO: the, Input: [d]
1 3 5 5 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 6 231 dws SO: the, Input: [d]
1 3 5 5 6 232 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 6 233 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 6 234 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 6 235 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 6 241 dws SO: the, Input: [d]
1 3 5 5 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 6 251 dws SO: the, Input: [d]
1 3 5 5 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 5 7 1 dws SO: the, Input: [d]
1 3 5 5 7 1 1 esm SO: {the,d}, Input: []
1 3 5 5 7 1 2 epm SO: <the,d>, Input: []
1 3 5 5 7 1 3 epm SO: <d,the>, Input: []
1 3 5 5 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 1 dws SO: the, Input: [d]
1 3 5 5 7 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 7 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 13ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 14ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 15ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 2 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 2 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 2 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 2 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 1 dws SO: the, Input: [d]
1 3 5 5 7 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 3 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 3 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 3 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 3 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 1 dws SO: the, Input: [d]
1 3 5 5 7 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 20ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 21ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 4 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 4 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 4 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 4 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 1 dws SO: the, Input: [d]
1 3 5 5 7 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 18ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 5 20ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 5 21ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 5 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 5 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 5 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 5 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 5 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 5 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 5 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 5 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 5 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 5 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 5 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 5 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 5 34ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 5 35ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 5 36ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 5 37ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 1 dws SO: the, Input: [d]
1 3 5 5 7 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 10ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 11ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 16ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 17ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 18ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 19ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 6 34ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 6 35ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 6 36ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 6 37ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 1 dws SO: the, Input: [d]
1 3 5 5 7 7 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 13ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 14ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 15ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 19ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 20ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 21ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 23ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 24ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 25ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 26ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 27ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 28ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 29ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 7 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 7 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 7 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 7 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 7 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 7 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 7 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 7 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 7 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 7 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 7 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 7 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 7 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 7 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 7 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 7 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 7 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 7 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 7 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 7 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 7 50ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 7 51ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 7 52ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 7 53ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 7 54ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 7 55ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 7 56ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 7 57ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 1 dws SO: the, Input: [d]
1 3 5 5 7 8 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 5 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 12ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 13ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 18ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 20ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 21ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 8 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 8 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 8 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 8 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 8 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 8 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 8 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 8 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 8 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 8 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 8 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 8 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 8 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 8 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 8 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 8 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 8 38ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 8 39ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 8 40ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 8 41ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 1 dws SO: the, Input: [d]
1 3 5 5 7 9 2 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 3 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 7 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 10ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 11ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 16ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 17ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 18ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 19ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 9 20ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 9 21ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 9 22ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 9 23ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 9 24ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 9 25ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 9 26ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 9 27ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 9 28ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 9 29ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 9 30ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 9 31ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 9 32ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 9 33ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 9 34ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 9 35ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 9 36ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 9 37ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 101 dws SO: the, Input: [d]
1 3 5 5 7 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 103 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 109 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1010ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1011ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1014ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1015ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1016ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1017ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1018ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1019ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1034ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1035ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1036ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1037ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 111 dws SO: the, Input: [d]
1 3 5 5 7 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 119 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1110ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1111ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1112ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1113ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1114ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1115ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1116ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1117ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 12ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 121 dws SO: the, Input: [d]
1 3 5 5 7 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 123 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 129 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1210ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1211ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1212ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1216ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1217ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1218ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1219ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1234ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1235ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1236ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1237ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 131 dws SO: the, Input: [d]
1 3 5 5 7 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 137 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 138 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1310ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1311ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1312ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1313ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1314ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1315ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1316ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 141 dws SO: the, Input: [d]
1 3 5 5 7 142 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 143 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 144 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 145 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 146 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 147 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 148 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 149 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1410ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1411ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1412ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1414ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1416ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1417ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1418ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1419ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1420ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1421ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 1422ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1423ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1424ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1425ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1426ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1427ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 1428ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1429ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1430ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1431ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 1432ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1433ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1434ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1435ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1436ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1437ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 151 dws SO: the, Input: [d]
1 3 5 5 7 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 153 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 154 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 155 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 156 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 157 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 158 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 159 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1510ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1511ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1512ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1513ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1514ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1516ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1518ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1520ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1521ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1522ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1523ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1524ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1525ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 1526ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1527ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1528ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1529ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1530ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1531ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 1532ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1533ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1534ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1535ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 1536ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1537ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1538ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1539ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1540ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1541ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 16ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 161 dws SO: the, Input: [d]
1 3 5 5 7 162 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 163 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 164 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 165 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 166 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 167 ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 168 ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 169 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1610ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1611ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1612ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1614ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1616ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1617ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1618ism SO: {book,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1619ism SO: {n!case,{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1620ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1621ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 1622ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1623ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1624ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1625ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1626ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1627ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 1628ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1629ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1630ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1631ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 1632ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1633ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1634ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1635ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1636ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1637ipm SO: <{book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 17ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 7 171 dws SO: the, Input: [d]
1 3 5 5 7 172 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 173 ism SO: {{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 174 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 175 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 176 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 177 ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 178 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 179 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1710ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1711ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1712ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1714ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1716ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1717ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1718ism SO: {book,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1719ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 7 1720ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1721ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 7 1722ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1723ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1724ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1725ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1726ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1727ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 1728ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1729ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1730ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1731ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 1732ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1733ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 1734ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 1735ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 1736ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 7 1737ipm SO: <{n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 18ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 181 dws SO: the, Input: [d]
1 3 5 5 7 182 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 7 183 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 7 184 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 7 185 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 7 186 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 7 187 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 188 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 7 189 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 7 19ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 191 dws SO: the, Input: [d]
1 3 5 5 7 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 201 dws SO: the, Input: [d]
1 3 5 5 7 202 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 7 203 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 7 204 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 7 205 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 7 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 7 211 dws SO: the, Input: [d]
1 3 5 5 7 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 221 dws SO: the, Input: [d]
1 3 5 5 7 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 7 231 dws SO: the, Input: [d]
1 3 5 5 7 232 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 7 233 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 7 234 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 7 235 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 7 236 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 7 237 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 7 238 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 7 239 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 7 2310ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 7 2311ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 7 2312ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 2313ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 7 2314ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 7 2315ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 2316ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 7 2317ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 2318ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 7 2319ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 2320ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 7 2321ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 7 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 241 dws SO: the, Input: [d]
1 3 5 5 7 242 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 7 243 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 7 244 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 7 245 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 7 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 7 251 dws SO: the, Input: [d]
1 3 5 5 7 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 261 dws SO: the, Input: [d]
1 3 5 5 7 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 7 271 dws SO: the, Input: [d]
1 3 5 5 7 272 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 7 273 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 7 274 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 7 275 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 7 276 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 7 277 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 7 278 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 7 279 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 2710ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 7 2711ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 2712ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 7 2713ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 7 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 281 dws SO: the, Input: [d]
1 3 5 5 7 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 7 291 dws SO: the, Input: [d]
1 3 5 5 7 292 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 7 293 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 7 294 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 7 295 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 7 296 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 7 297 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 298 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 7 299 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 7 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 301 dws SO: the, Input: [d]
1 3 5 5 7 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 7 311 dws SO: the, Input: [d]
1 3 5 5 7 312 ism SO: {book,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 7 313 ism SO: {n!case,<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 7 314 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 7 315 ipm SO: <<{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 7 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 7 321 dws SO: the, Input: [d]
1 3 5 5 7 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 7 331 dws SO: the, Input: [d]
1 3 5 5 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 5 8 1 dws SO: the, Input: [d]
1 3 5 5 8 1 1 esm SO: {the,d}, Input: []
1 3 5 5 8 1 2 epm SO: <the,d>, Input: []
1 3 5 5 8 1 3 epm SO: <d,the>, Input: []
1 3 5 5 8 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 1 dws SO: the, Input: [d]
1 3 5 5 8 2 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 2 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 2 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 2 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 2 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 2 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 2 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 2 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 2 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 2 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 2 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 2 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 2 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 2 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 2 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 3 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 1 dws SO: the, Input: [d]
1 3 5 5 8 3 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 13ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 14ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 3 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 3 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 3 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 3 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 3 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 3 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 3 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 3 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 3 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 3 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 3 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 3 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 3 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 3 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 3 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 3 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 3 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 3 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 3 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 3 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 3 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 3 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 3 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 3 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 1 dws SO: the, Input: [d]
1 3 5 5 8 4 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 5 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 4 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 4 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 4 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 4 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 4 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 4 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 4 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 4 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 4 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 4 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 4 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 4 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 4 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 4 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 4 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 4 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 1 dws SO: the, Input: [d]
1 3 5 5 8 5 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 12ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 14ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 15ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 5 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 5 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 5 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 5 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 5 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 5 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 5 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 5 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 5 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 5 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 5 26ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 5 27ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 5 28ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 5 29ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 1 dws SO: the, Input: [d]
1 3 5 5 8 6 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 6 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 6 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 6 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 6 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 6 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 6 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 6 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 6 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 6 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 6 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 6 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 6 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 6 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 6 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 1 dws SO: the, Input: [d]
1 3 5 5 8 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 9 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 1 dws SO: the, Input: [d]
1 3 5 5 8 8 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 8 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 8 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 8 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 8 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 8 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 8 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 8 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 8 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 8 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 8 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 8 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 8 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 8 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 8 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 1 dws SO: the, Input: [d]
1 3 5 5 8 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 7 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 9 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 9 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 9 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 9 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 9 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 9 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 9 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 9 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 9 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 9 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 9 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 9 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 9 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 9 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 9 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 9 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 9 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 9 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 101 dws SO: the, Input: [d]
1 3 5 5 8 102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 103 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 107 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1010ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1013ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1014ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1015ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1016ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1017ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 1018ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1019ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 1020ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1021ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 1022ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1023ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 1024ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1025ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 1026ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1027ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1028ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 1029ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 11ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 111 dws SO: the, Input: [d]
1 3 5 5 8 112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 115 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1112ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1114ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 1120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 1122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 1124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 1126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 1128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 1130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 1133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 12ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 121 dws SO: the, Input: [d]
1 3 5 5 8 122 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 123 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 124 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 127 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 128 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1210ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1211ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1212ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1214ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1215ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1216ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 1217ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 1218ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1219ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 1220ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1221ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 1222ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1223ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 1224ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1225ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 1226ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1227ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1228ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 1229ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 13ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 8 131 dws SO: the, Input: [d]
1 3 5 5 8 132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 133 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 137 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1310ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1312ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1314ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 8 1316ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1317ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 8 1318ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1319ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 1320ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1321ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 1322ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1323ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 1324ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1325ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 1326ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 1327ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1328ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 8 1329ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 14ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 141 dws SO: the, Input: [d]
1 3 5 5 8 15ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 8 151 dws SO: the, Input: [d]
1 3 5 5 8 152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 8 153 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 8 154 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 8 155 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 8 156 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 8 157 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 8 158 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 8 159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 8 1510ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 8 1511ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 8 1512ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1513ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 8 1514ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 8 1515ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 1516ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 8 1517ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 1518ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 8 1519ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1520ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 8 1521ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 8 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 161 dws SO: the, Input: [d]
1 3 5 5 8 162 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 8 163 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 8 164 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 8 165 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 8 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 8 171 dws SO: the, Input: [d]
1 3 5 5 8 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 181 dws SO: the, Input: [d]
1 3 5 5 8 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 8 191 dws SO: the, Input: [d]
1 3 5 5 8 192 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 8 193 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 8 194 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 8 195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 8 196 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 8 197 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 8 198 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 8 199 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 1910ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 8 1911ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 1912ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 8 1913ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 8 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 201 dws SO: the, Input: [d]
1 3 5 5 8 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 8 211 dws SO: the, Input: [d]
1 3 5 5 8 212 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 8 213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 8 214 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 8 215 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 8 216 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 8 217 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 218 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 8 219 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 8 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 221 dws SO: the, Input: [d]
1 3 5 5 8 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 8 231 dws SO: the, Input: [d]
1 3 5 5 8 232 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 8 233 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 8 234 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 8 235 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 8 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 8 241 dws SO: the, Input: [d]
1 3 5 5 8 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 8 251 dws SO: the, Input: [d]
1 3 5 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 5 9 1 dws SO: the, Input: [d]
1 3 5 5 9 1 1 esm SO: {the,d}, Input: []
1 3 5 5 9 1 2 epm SO: <the,d>, Input: []
1 3 5 5 9 1 3 epm SO: <d,the>, Input: []
1 3 5 5 9 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 1 dws SO: the, Input: [d]
1 3 5 5 9 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 2 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 2 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 2 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 2 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 2 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 2 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 2 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 2 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 2 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 2 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 2 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 2 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 2 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 2 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 2 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 2 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 2 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 2 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 1 dws SO: the, Input: [d]
1 3 5 5 9 3 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 3 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 3 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 3 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 3 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 3 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 3 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 3 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 3 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 3 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 3 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 3 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 3 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 3 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 3 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 3 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 3 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 1 dws SO: the, Input: [d]
1 3 5 5 9 4 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 4 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 4 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 4 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 4 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 4 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 4 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 4 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 4 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 4 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 4 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 4 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 4 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 4 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 4 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 4 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 4 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 1 dws SO: the, Input: [d]
1 3 5 5 9 5 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 13ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 14ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 15ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 16ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 17ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 18ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 19ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 21ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 23ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 24ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 25ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 26ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 27ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 5 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 5 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 5 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 5 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 5 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 5 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 5 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 5 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 5 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 5 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 5 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 5 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 5 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 5 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 5 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 5 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 5 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 5 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 5 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 5 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 5 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 5 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 5 50ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 5 51ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 5 52ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 5 53ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 1 dws SO: the, Input: [d]
1 3 5 5 9 6 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 3 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 5 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 7 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 10ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 11ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 12ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 14ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 16ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 17ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 18ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 19ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 6 20ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 6 21ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 6 22ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 6 23ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 6 24ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 6 25ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 6 26ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 6 27ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 6 28ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 6 29ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 6 30ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 6 31ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 6 32ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 6 33ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 6 34ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 6 35ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 6 36ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 6 37ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 1 dws SO: the, Input: [d]
1 3 5 5 9 7 2 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 4 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 5 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 6 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 8 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 9 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 10ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 12ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 13ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 14ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 15ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 16ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 17ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 7 18ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 7 19ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 7 20ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 7 21ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 7 22ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 7 23ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 7 24ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 7 25ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 7 26ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 7 27ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 7 28ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 7 29ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 7 30ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 7 31ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 7 32ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 7 33ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 1 dws SO: the, Input: [d]
1 3 5 5 9 8 2 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 3 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 5 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 6 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 8 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 9 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 10ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 12ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 14ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 15ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 16ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 17ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 8 18ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 8 19ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 8 20ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 8 21ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 8 22ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 8 23ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 8 24ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 8 25ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 8 26ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 8 27ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 8 28ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 8 29ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 8 30ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 8 31ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 8 32ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 8 33ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 1 dws SO: the, Input: [d]
1 3 5 5 9 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 9 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 13ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 101 dws SO: the, Input: [d]
1 3 5 5 9 102 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 103 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 105 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 106 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 107 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 108 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 109 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1010ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1012ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1013ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1014ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1015ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1016ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1017ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1018ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1019ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 1020ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1021ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1022ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1023ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 1024ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1025ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1026ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1027ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 1028ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1029ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 1030ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1031ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1032ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1033ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 111 dws SO: the, Input: [d]
1 3 5 5 9 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 113 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 115 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 116 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 117 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 118 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 119 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1110ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1111ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1112ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1113ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1114ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1116ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1118ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1120ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1121ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1122ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 1123ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1124ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1125ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1126ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1127ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 1128ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1129ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1130ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1131ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 1132ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1133ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1134ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1135ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 1136ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1137ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 1138ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1139ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1140ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1141ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 121 dws SO: the, Input: [d]
1 3 5 5 9 122 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 123 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 124 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 125 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 126 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 127 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 128 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 129 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1210ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1212ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1213ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1214ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1215ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1216ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1217ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1218ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1219ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 1220ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1221ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1222ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1223ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 1224ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1225ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1226ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1227ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 1228ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1229ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 1230ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1231ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1232ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1233ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 13ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 131 dws SO: the, Input: [d]
1 3 5 5 9 132 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 133 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 134 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 135 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 136 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 137 ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 138 ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 139 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1310ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1311ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1312ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1314ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1316ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1317ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1318ism SO: {book,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1319ism SO: {n!case,{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1320ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1321ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1322ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1323ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 1324ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1325ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1326ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1327ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 1328ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1329ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1330ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1331ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 1332ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1333ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 1334ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1335ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1336ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1337ipm SO: <{{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 14ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 141 dws SO: the, Input: [d]
1 3 5 5 9 142 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 143 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 144 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 145 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 146 ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 147 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 148 ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 149 ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1410ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1412ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1413ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1414ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1415ism SO: {{book,n!case},{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1416ism SO: {book,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1417ism SO: {n!case,{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1418ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1419ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 1420ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1421ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1422ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1423ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 1424ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1425ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1426ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1427ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 1428ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1429ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 1430ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1431ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1432ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1433ipm SO: <{book,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 15ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 9 151 dws SO: the, Input: [d]
1 3 5 5 9 152 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 153 ism SO: {{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 154 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 155 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 156 ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 157 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 158 ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 159 ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1510ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1512ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1513ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1514ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1515ism SO: {{book,n!case},{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1516ism SO: {book,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1517ism SO: {n!case,{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 9 1518ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1519ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 9 1520ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1521ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1522ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1523ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 1524ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1525ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1526ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1527ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 1528ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1529ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 1530ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 1531ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1532ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 9 1533ipm SO: <{n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 16ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 161 dws SO: the, Input: [d]
1 3 5 5 9 162 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 9 163 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 9 164 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 9 165 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 9 17ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 9 171 dws SO: the, Input: [d]
1 3 5 5 9 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 181 dws SO: the, Input: [d]
1 3 5 5 9 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 9 191 dws SO: the, Input: [d]
1 3 5 5 9 192 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 9 193 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 9 194 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 9 195 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 9 196 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 9 197 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 9 198 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 9 199 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 9 1910ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 9 1911ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 9 1912ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1913ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 9 1914ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 9 1915ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 1916ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 9 1917ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 1918ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 9 1919ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 1920ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 9 1921ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 9 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 201 dws SO: the, Input: [d]
1 3 5 5 9 202 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 9 203 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 9 204 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 9 205 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 9 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 9 211 dws SO: the, Input: [d]
1 3 5 5 9 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 221 dws SO: the, Input: [d]
1 3 5 5 9 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 9 231 dws SO: the, Input: [d]
1 3 5 5 9 232 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 9 233 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 9 234 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 9 235 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 9 236 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 9 237 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 9 238 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 9 239 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 2310ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 9 2311ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 2312ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 9 2313ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 9 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 241 dws SO: the, Input: [d]
1 3 5 5 9 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 9 251 dws SO: the, Input: [d]
1 3 5 5 9 252 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 9 253 ism SO: {{book,n!case},<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 9 254 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 9 255 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 9 256 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 9 257 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 258 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 9 259 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 9 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 261 dws SO: the, Input: [d]
1 3 5 5 9 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 9 271 dws SO: the, Input: [d]
1 3 5 5 9 272 ism SO: {book,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 9 273 ism SO: {n!case,<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 9 274 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 9 275 ipm SO: <<{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 9 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 9 281 dws SO: the, Input: [d]
1 3 5 5 9 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 9 291 dws SO: the, Input: [d]
1 3 5 5 10ism SO: {book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 5 101 dws SO: the, Input: [d]
1 3 5 5 101 1 esm SO: {the,d}, Input: []
1 3 5 5 101 2 epm SO: <the,d>, Input: []
1 3 5 5 101 3 epm SO: <d,the>, Input: []
1 3 5 5 102 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 102 1 dws SO: the, Input: [d]
1 3 5 5 102 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 12ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 102 16ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 102 17ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 102 18ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 102 19ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 102 20ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 102 21ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 102 22ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 102 23ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 102 24ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 102 25ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 102 26ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 102 27ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 102 28ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 102 29ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 103 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 103 1 dws SO: the, Input: [d]
1 3 5 5 103 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 13ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 14ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 103 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 103 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 103 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 103 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 103 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 103 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 103 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 103 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 103 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 103 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 103 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 103 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 103 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 103 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 103 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 103 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 103 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 103 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 103 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 103 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 103 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 103 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 103 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 103 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 104 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 104 1 dws SO: the, Input: [d]
1 3 5 5 104 2 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 3 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 4 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 5 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 6 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 8 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 9 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 10ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 12ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 14ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 15ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 16ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 17ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 104 18ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 104 19ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 104 20ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 104 21ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 104 22ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 104 23ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 104 24ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 104 25ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 104 26ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 104 27ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 104 28ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 104 29ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 104 30ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 104 31ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 104 32ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 104 33ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 105 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 105 1 dws SO: the, Input: [d]
1 3 5 5 105 2 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 4 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 6 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 7 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 8 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 10ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 11ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 12ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 13ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 14ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 15ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 105 16ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 105 17ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 105 18ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 105 19ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 105 20ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 105 21ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 105 22ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 105 23ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 105 24ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 105 25ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 105 26ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 105 27ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 105 28ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 105 29ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 106 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 106 1 dws SO: the, Input: [d]
1 3 5 5 106 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 12ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 106 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 106 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 106 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 106 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 106 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 106 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 106 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 106 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 106 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 106 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 106 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 106 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 106 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 106 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 107 1 dws SO: the, Input: [d]
1 3 5 5 107 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 9 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 107 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 107 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 107 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 107 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 107 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 107 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 107 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 107 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 107 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 107 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 107 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 107 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 107 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 107 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 107 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 107 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 107 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 107 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 107 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 107 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 108 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 108 1 dws SO: the, Input: [d]
1 3 5 5 108 2 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 3 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 4 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 6 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 7 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 8 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 10ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 11ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 12ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 13ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 14ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 15ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 108 16ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 108 17ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 108 18ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 108 19ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 108 20ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 108 21ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 108 22ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 108 23ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 108 24ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 108 25ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 108 26ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 108 27ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 108 28ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 108 29ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 109 ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 109 1 dws SO: the, Input: [d]
1 3 5 5 109 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 5 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 7 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 8 ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 11ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 16ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 18ism SO: {book,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 19ism SO: {n!case,{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 109 20ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 109 21ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 109 22ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 109 23ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 109 24ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 109 25ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 109 26ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 109 27ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 109 28ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 109 29ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 109 30ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 109 31ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 109 32ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 109 33ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 109 34ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 109 35ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 109 36ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 109 37ipm SO: <{{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 1010ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 10101 dws SO: the, Input: [d]
1 3 5 5 10102 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10103 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10104 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10106 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10107 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10108 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101010ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101011ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101012ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101013ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101014ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101015ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101016ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101017ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 101018ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101019ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 101020ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 101021ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101022ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101023ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 101024ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101025ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 101026ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101027ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 101028ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101029ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 1011ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 10111 dws SO: the, Input: [d]
1 3 5 5 10112 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10113 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10114 ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10115 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10116 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10118 ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10119 ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101110ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101112ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101113ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101114ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101115ism SO: {{book,n!case},{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101116ism SO: {book,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101117ism SO: {n!case,{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101118ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 101119ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101120ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101121ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 101122ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101123ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 101124ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 101125ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101126ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101127ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 101128ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101129ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 101130ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101131ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 101132ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101133ipm SO: <{{book,n!case},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 1012ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 10121 dws SO: the, Input: [d]
1 3 5 5 10122 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10123 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10124 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10126 ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10127 ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10128 ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101210ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101211ism SO: {{n!case,{book,n!case}},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101212ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101213ism SO: {{book,n!case},{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101214ism SO: {book,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101215ism SO: {n!case,{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101216ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101217ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 101218ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101219ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 101220ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 101221ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101222ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101223ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 101224ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101225ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 101226ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101227ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 101228ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101229ipm SO: <{book,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 1013ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 10131 dws SO: the, Input: [d]
1 3 5 5 10132 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10133 ism SO: {{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10134 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10136 ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10137 ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10138 ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 10139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101310ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101311ism SO: {{n!case,{book,n!case}},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101312ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101313ism SO: {{book,n!case},{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101314ism SO: {book,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101315ism SO: {n!case,{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 101316ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101317ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 101318ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101319ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 101320ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 101321ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101322ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101323ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 101324ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101325ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 101326ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 101327ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 101328ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 101329ipm SO: <{n!case,{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 1014ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 10141 dws SO: the, Input: [d]
1 3 5 5 1015ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 10151 dws SO: the, Input: [d]
1 3 5 5 10152 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 10153 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 10154 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 10155 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 10156 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 10157 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 10158 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 10159 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 101510ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 101511ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 101512ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 101513ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 101514ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 101515ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 101516ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 101517ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 101518ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 101519ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 101520ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 101521ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 1016ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 10161 dws SO: the, Input: [d]
1 3 5 5 10162 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 10163 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 10164 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 10165 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 1017ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 10171 dws SO: the, Input: [d]
1 3 5 5 1018ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 10181 dws SO: the, Input: [d]
1 3 5 5 1019ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 10191 dws SO: the, Input: [d]
1 3 5 5 10192 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 10193 ism SO: {{n!case,{book,n!case}},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 10194 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 10195 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 10196 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 10197 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 10198 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 10199 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 101910ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 101911ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 101912ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 101913ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 1020ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 10201 dws SO: the, Input: [d]
1 3 5 5 1021ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 10211 dws SO: the, Input: [d]
1 3 5 5 10212 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 10213 ism SO: {{book,n!case},<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 10214 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 10215 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 10216 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 10217 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 10218 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 10219 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 1022ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 10221 dws SO: the, Input: [d]
1 3 5 5 1023ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 10231 dws SO: the, Input: [d]
1 3 5 5 10232 ism SO: {book,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 10233 ism SO: {n!case,<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 10234 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 10235 ipm SO: <<{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 1024ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 10241 dws SO: the, Input: [d]
1 3 5 5 1025ipm SO: <{book,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 10251 dws SO: the, Input: [d]
1 3 5 5 11ism SO: {n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 5 111 dws SO: the, Input: [d]
1 3 5 5 111 1 esm SO: {the,d}, Input: []
1 3 5 5 111 2 epm SO: <the,d>, Input: []
1 3 5 5 111 3 epm SO: <d,the>, Input: []
1 3 5 5 112 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 112 1 dws SO: the, Input: [d]
1 3 5 5 112 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 112 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 112 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 112 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 112 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 112 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 112 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 112 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 112 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 112 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 112 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 112 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 112 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 112 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 112 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 113 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 113 1 dws SO: the, Input: [d]
1 3 5 5 113 2 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 3 ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 4 ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 5 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 7 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 8 ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 9 ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 10ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 11ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 12ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 13ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 14ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 15ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 16ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 17ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 18ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 19ism SO: {{n!case,{n!case,{book,n!case}}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 20ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 21ism SO: {{n!case,{book,n!case}},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 22ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 23ism SO: {{book,n!case},{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 24ism SO: {book,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 25ism SO: {n!case,{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 113 26ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 113 27ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 113 28ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 113 29ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 113 30ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 113 31ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 113 32ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 113 33ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 113 34ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 113 35ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 113 36ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 113 37ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 113 38ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 113 39ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 113 40ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 113 41ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 113 42ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 113 43ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 113 44ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 113 45ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 113 46ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 113 47ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 113 48ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 113 49ipm SO: <{{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 114 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 114 1 dws SO: the, Input: [d]
1 3 5 5 114 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 3 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 4 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 5 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 6 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 7 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 8 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 9 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 10ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 12ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 14ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 15ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 16ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 17ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 114 18ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 114 19ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 114 20ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 114 21ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 114 22ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 114 23ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 114 24ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 114 25ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 114 26ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 114 27ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 114 28ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 114 29ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 114 30ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 114 31ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 114 32ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 114 33ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 115 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 115 1 dws SO: the, Input: [d]
1 3 5 5 115 2 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 4 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 6 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 7 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 8 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 10ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 11ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 12ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 13ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 14ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 15ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 115 16ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 115 17ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 115 18ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 115 19ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 115 20ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 115 21ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 115 22ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 115 23ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 115 24ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 115 25ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 115 26ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 115 27ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 115 28ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 115 29ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 116 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 116 1 dws SO: the, Input: [d]
1 3 5 5 116 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 116 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 116 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 116 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 116 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 116 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 116 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 116 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 116 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 116 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 116 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 116 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 116 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 116 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 116 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 117 1 dws SO: the, Input: [d]
1 3 5 5 117 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 9 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 11ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 117 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 117 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 117 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 117 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 117 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 117 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 117 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 117 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 117 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 117 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 117 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 117 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 117 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 117 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 117 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 117 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 117 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 117 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 117 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 117 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 118 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 118 1 dws SO: the, Input: [d]
1 3 5 5 118 2 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 3 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 4 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 5 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 6 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 7 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 8 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 10ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 11ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 12ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 13ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 14ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 15ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 118 16ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 118 17ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 118 18ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 118 19ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 118 20ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 118 21ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 118 22ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 118 23ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 118 24ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 118 25ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 118 26ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 118 27ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 118 28ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 118 29ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 119 ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 119 1 dws SO: the, Input: [d]
1 3 5 5 119 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 7 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 9 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 11ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 16ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 18ism SO: {book,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 19ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 119 20ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 119 21ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 119 22ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 119 23ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 119 24ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 119 25ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 119 26ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 119 27ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 119 28ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 119 29ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 119 30ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 119 31ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 119 32ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 119 33ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 119 34ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 119 35ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 119 36ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 119 37ipm SO: <{{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 1110ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 11101 dws SO: the, Input: [d]
1 3 5 5 11102 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11103 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11104 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11105 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11106 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11107 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11108 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111010ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111011ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111012ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111013ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111014ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111015ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111016ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111017ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 111018ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111019ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 111020ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 111021ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 111022ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111023ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 111024ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111025ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 111026ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111027ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 111028ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 111029ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 1111ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 11111 dws SO: the, Input: [d]
1 3 5 5 11112 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11113 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11114 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11115 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11116 ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11117 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11118 ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11119 ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111110ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111112ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111113ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111114ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111115ism SO: {{book,n!case},{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111116ism SO: {book,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111117ism SO: {n!case,{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111118ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 111119ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 111120ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111121ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 111122ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111123ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 111124ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 111125ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 111126ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111127ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 111128ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111129ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 111130ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111131ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 111132ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 111133ipm SO: <{{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 1112ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 11121 dws SO: the, Input: [d]
1 3 5 5 11122 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11123 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11124 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11125 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11126 ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11127 ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11128 ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111210ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111211ism SO: {{n!case,{book,n!case}},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111212ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111213ism SO: {{book,n!case},{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111214ism SO: {book,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111215ism SO: {n!case,{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111216ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 111217ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 111218ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111219ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 111220ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 111221ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 111222ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111223ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 111224ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111225ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 111226ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111227ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 111228ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 111229ipm SO: <{book,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 1113ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 5 11131 dws SO: the, Input: [d]
1 3 5 5 11132 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11133 ism SO: {{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11134 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11135 ism SO: {{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11136 ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11137 ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11138 ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 11139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111310ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111311ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111312ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111313ism SO: {{book,n!case},{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111314ism SO: {book,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111315ism SO: {n!case,{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 5 111316ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111317ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 5 111318ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111319ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 111320ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 111321ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 111322ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111323ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 111324ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111325ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 111326ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 111327ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 111328ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 5 111329ipm SO: <{n!case,{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 5 1114ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 11141 dws SO: the, Input: [d]
1 3 5 5 1115ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 5 11151 dws SO: the, Input: [d]
1 3 5 5 11152 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 11153 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 11154 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 11155 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 11156 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 11157 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 11158 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 11159 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 111510ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 111511ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 5 111512ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 111513ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 111514ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 111515ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 111516ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 111517ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 111518ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 111519ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 111520ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 5 111521ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 5 1116ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 11161 dws SO: the, Input: [d]
1 3 5 5 11162 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 11163 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 11164 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 11165 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 1117ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 11171 dws SO: the, Input: [d]
1 3 5 5 1118ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 11181 dws SO: the, Input: [d]
1 3 5 5 1119ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 11191 dws SO: the, Input: [d]
1 3 5 5 11192 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 11193 ism SO: {{n!case,{book,n!case}},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 11194 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 11195 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 11196 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 11197 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 11198 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 11199 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 111910ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 111911ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 111912ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 111913ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 1120ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 11201 dws SO: the, Input: [d]
1 3 5 5 1121ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 11211 dws SO: the, Input: [d]
1 3 5 5 11212 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 11213 ism SO: {{book,n!case},<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 11214 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 11215 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 11216 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 11217 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 11218 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 11219 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 1122ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 11221 dws SO: the, Input: [d]
1 3 5 5 1123ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 11231 dws SO: the, Input: [d]
1 3 5 5 11232 ism SO: {book,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 11233 ism SO: {n!case,<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 11234 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 11235 ipm SO: <<{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 1124ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 5 11241 dws SO: the, Input: [d]
1 3 5 5 1125ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 5 11251 dws SO: the, Input: [d]
1 3 5 5 12ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 121 dws SO: the, Input: [d]
1 3 5 5 121 1 esm SO: {the,d}, Input: []
1 3 5 5 121 2 epm SO: <the,d>, Input: []
1 3 5 5 121 3 epm SO: <d,the>, Input: []
1 3 5 5 122 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 122 1 dws SO: the, Input: [d]
1 3 5 5 122 2 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 122 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 122 4 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 122 5 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 122 6 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 5 122 7 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 5 122 8 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 5 122 9 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 5 123 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 123 1 dws SO: the, Input: [d]
1 3 5 5 123 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 123 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 123 4 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 123 5 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 123 6 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 5 123 7 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 5 123 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 5 123 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 5 124 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 124 1 dws SO: the, Input: [d]
1 3 5 5 125 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 125 1 dws SO: the, Input: [d]
1 3 5 5 13ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 5 5 131 dws SO: the, Input: [d]
1 3 5 5 131 1 esm SO: {the,d}, Input: []
1 3 5 5 131 2 epm SO: <the,d>, Input: []
1 3 5 5 131 3 epm SO: <d,the>, Input: []
1 3 5 5 14ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 5 141 dws SO: the, Input: [d]
1 3 5 5 141 1 esm SO: {the,d}, Input: []
1 3 5 5 141 2 epm SO: <the,d>, Input: []
1 3 5 5 141 3 epm SO: <d,the>, Input: []
1 3 5 5 15ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 5 151 dws SO: the, Input: [d]
1 3 5 5 151 1 esm SO: {the,d}, Input: []
1 3 5 5 151 2 epm SO: <the,d>, Input: []
1 3 5 5 151 3 epm SO: <d,the>, Input: []
1 3 5 5 152 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 152 1 dws SO: the, Input: [d]
1 3 5 5 152 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 152 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 152 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 152 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 152 6 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 152 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 152 8 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 152 9 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 152 10ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 152 11ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 5 152 12ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 152 13ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 152 14ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 152 15ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 152 16ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 5 152 17ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 153 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 153 1 dws SO: the, Input: [d]
1 3 5 5 153 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 3 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 5 ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 6 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 7 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 8 ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 10ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 12ism SO: {book,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 13ism SO: {n!case,{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 153 14ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 153 15ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 153 16ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 153 17ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 5 153 18ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 153 19ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 5 153 20ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 153 21ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 153 22ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 153 23ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 153 24ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 5 153 25ipm SO: <{{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 154 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 154 1 dws SO: the, Input: [d]
1 3 5 5 154 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 154 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 154 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 154 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 154 6 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 154 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 154 8 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 154 9 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 154 10ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 154 11ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 5 154 12ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 154 13ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 154 14ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 154 15ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 154 16ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 5 154 17ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 155 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 155 1 dws SO: the, Input: [d]
1 3 5 5 155 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 155 3 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 155 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 155 5 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 155 6 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 155 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 155 8 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 155 9 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 155 10ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 155 11ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 155 12ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 155 13ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 5 155 14ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 155 15ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 5 155 16ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 155 17ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 155 18ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 155 19ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 155 20ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 5 155 21ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 156 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 156 1 dws SO: the, Input: [d]
1 3 5 5 156 2 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 156 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 156 4 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 156 5 ism SO: {{n!case,{book,n!case}},{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 156 6 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 156 7 ism SO: {{book,n!case},{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 156 8 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 156 9 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 156 10ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 5 156 11ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 5 156 12ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 156 13ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 156 14ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 156 15ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 156 16ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 5 156 17ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 157 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 5 157 1 dws SO: the, Input: [d]
1 3 5 5 157 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 157 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 157 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 157 5 ism SO: {{n!case,{book,n!case}},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 157 6 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 157 7 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 157 8 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 157 9 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 5 157 10ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 157 11ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 5 157 12ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 157 13ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 157 14ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 157 15ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 157 16ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 5 157 17ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 5 158 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 158 1 dws SO: the, Input: [d]
1 3 5 5 159 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 159 1 dws SO: the, Input: [d]
1 3 5 5 159 2 ism SO: {n!case,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 159 3 ism SO: {{book,n!case},<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 159 4 ism SO: {book,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 159 5 ism SO: {n!case,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 159 6 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 159 7 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 159 8 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 159 9 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 1510ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 15101 dws SO: the, Input: [d]
1 3 5 5 1511ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 15111 dws SO: the, Input: [d]
1 3 5 5 15112 ism SO: {book,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 5 15113 ism SO: {n!case,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 5 15114 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 15115 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 1512ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 5 15121 dws SO: the, Input: [d]
1 3 5 5 1513ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 5 15131 dws SO: the, Input: [d]
1 3 5 5 16ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 5 161 dws SO: the, Input: [d]
1 3 5 5 161 1 esm SO: {the,d}, Input: []
1 3 5 5 161 2 epm SO: <the,d>, Input: []
1 3 5 5 161 3 epm SO: <d,the>, Input: []
1 3 5 5 17ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 5 171 dws SO: the, Input: [d]
1 3 5 5 171 1 esm SO: {the,d}, Input: []
1 3 5 5 171 2 epm SO: <the,d>, Input: []
1 3 5 5 171 3 epm SO: <d,the>, Input: []
1 3 5 5 172 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 172 1 dws SO: the, Input: [d]
1 3 5 5 172 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 172 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 172 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 172 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 172 6 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 172 7 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 172 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 5 172 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 5 172 10ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 5 172 11ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 172 12ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 5 172 13ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 5 173 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 173 1 dws SO: the, Input: [d]
1 3 5 5 173 2 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 173 3 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 173 4 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 173 5 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 173 6 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 173 7 ism SO: {{book,n!case},{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 173 8 ism SO: {book,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 173 9 ism SO: {n!case,{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 173 10ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 173 11ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 5 173 12ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 5 173 13ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 5 173 14ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 5 173 15ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 173 16ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 5 173 17ipm SO: <{{book,n!case},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 5 174 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 174 1 dws SO: the, Input: [d]
1 3 5 5 174 2 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 174 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 174 4 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 174 5 ism SO: {{book,n!case},{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 174 6 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 174 7 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 174 8 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 5 174 9 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 5 174 10ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 5 174 11ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 174 12ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 5 174 13ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 5 175 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 5 175 1 dws SO: the, Input: [d]
1 3 5 5 175 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 175 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 175 4 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 175 5 ism SO: {{book,n!case},{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 175 6 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 175 7 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 5 175 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 5 175 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 5 175 10ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 5 175 11ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 5 175 12ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 5 175 13ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 5 176 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 176 1 dws SO: the, Input: [d]
1 3 5 5 177 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 5 177 1 dws SO: the, Input: [d]
1 3 5 5 177 2 ism SO: {book,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 5 177 3 ism SO: {n!case,<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 5 177 4 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 177 5 ipm SO: <<<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 178 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 5 178 1 dws SO: the, Input: [d]
1 3 5 5 179 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 5 179 1 dws SO: the, Input: [d]
1 3 5 5 18ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 5 181 dws SO: the, Input: [d]
1 3 5 5 181 1 esm SO: {the,d}, Input: []
1 3 5 5 181 2 epm SO: <the,d>, Input: []
1 3 5 5 181 3 epm SO: <d,the>, Input: []
1 3 5 5 19ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 5 191 dws SO: the, Input: [d]
1 3 5 5 191 1 esm SO: {the,d}, Input: []
1 3 5 5 191 2 epm SO: <the,d>, Input: []
1 3 5 5 191 3 epm SO: <d,the>, Input: []
1 3 5 5 192 ism SO: {book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 192 1 dws SO: the, Input: [d]
1 3 5 5 192 2 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 192 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 192 4 ism SO: {book,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 192 5 ism SO: {n!case,{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 192 6 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 5 192 7 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 5 192 8 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 5 192 9 ipm SO: <{book,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 5 193 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 5 193 1 dws SO: the, Input: [d]
1 3 5 5 193 2 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 193 3 ism SO: {<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 193 4 ism SO: {book,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 193 5 ism SO: {n!case,{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 5 193 6 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 5 193 7 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 5 193 8 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 5 193 9 ipm SO: <{n!case,<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 5 194 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 5 194 1 dws SO: the, Input: [d]
1 3 5 5 195 ipm SO: <<{{book,n!case},{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 5 195 1 dws SO: the, Input: [d]
1 3 5 5 20ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 5 5 201 dws SO: the, Input: [d]
1 3 5 5 201 1 esm SO: {the,d}, Input: []
1 3 5 5 201 2 epm SO: <the,d>, Input: []
1 3 5 5 201 3 epm SO: <d,the>, Input: []
1 3 5 5 21ipm SO: <{{book,n!case},{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 5 211 dws SO: the, Input: [d]
1 3 5 5 211 1 esm SO: {the,d}, Input: []
1 3 5 5 211 2 epm SO: <the,d>, Input: []
1 3 5 5 211 3 epm SO: <d,the>, Input: []
1 3 5 6 ism SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 5 6 1 dws SO: the, Input: [d]
1 3 5 6 1 1 esm SO: {the,d}, Input: []
1 3 5 6 1 1 1 uws SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 6 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 6 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 6 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 6 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 6 1 2 epm SO: <the,d>, Input: []
1 3 5 6 1 2 1 uws SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 6 1 3 epm SO: <d,the>, Input: []
1 3 5 6 1 3 1 uws SO: {book,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 6 2 ism SO: {book,{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 6 2 1 dws SO: the, Input: [d]
1 3 5 6 2 1 1 esm SO: {the,d}, Input: []
1 3 5 6 2 1 2 epm SO: <the,d>, Input: []
1 3 5 6 2 1 3 epm SO: <d,the>, Input: []
1 3 5 6 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 1 dws SO: the, Input: [d]
1 3 5 6 2 2 2 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 4 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 6 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 10ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 12ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 13ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 2 14ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 2 15ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 2 2 16ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 2 17ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 2 18ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 2 19ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 2 20ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 2 21ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 2 22ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 2 23ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 2 24ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 2 25ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 3 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 1 dws SO: the, Input: [d]
1 3 5 6 2 3 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 11ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 12ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 14ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 19ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 21ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 3 22ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 3 23ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 3 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 3 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 3 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 3 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 3 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 3 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 3 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 3 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 2 3 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 3 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 3 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 3 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 3 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 3 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 3 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 3 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 3 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 3 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 1 dws SO: the, Input: [d]
1 3 5 6 2 4 2 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 4 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 6 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 10ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 12ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 13ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 4 14ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 4 15ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 2 4 16ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 4 17ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 4 18ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 4 19ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 4 20ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 4 21ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 4 22ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 4 23ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 4 24ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 4 25ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 5 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 1 dws SO: the, Input: [d]
1 3 5 6 2 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 9 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 12ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 2 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 1 dws SO: the, Input: [d]
1 3 5 6 2 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 10ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 12ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 13ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 6 14ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 6 15ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 2 6 16ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 6 17ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 6 18ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 6 19ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 6 20ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 6 21ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 6 22ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 6 23ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 6 24ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 6 25ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 7 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 1 dws SO: the, Input: [d]
1 3 5 6 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 7 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 7 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 7 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 7 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 7 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 7 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 7 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 2 7 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 7 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 7 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 7 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 7 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 7 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 7 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 7 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 7 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 7 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 1 dws SO: the, Input: [d]
1 3 5 6 2 8 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 4 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 6 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 10ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 12ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 13ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 8 14ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 8 15ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 2 8 16ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 8 17ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 8 18ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 8 19ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 8 20ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 8 21ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 8 22ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 8 23ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 8 24ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 8 25ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 9 ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 1 dws SO: the, Input: [d]
1 3 5 6 2 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 5 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 12ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 14ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 15ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 9 16ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 9 17ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 9 18ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 9 19ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 2 9 20ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 9 21ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 9 22ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 9 23ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 9 24ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 9 25ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 9 26ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 9 27ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 9 28ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 9 29ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 10ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 2 101 dws SO: the, Input: [d]
1 3 5 6 2 102 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 103 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 104 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 105 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 106 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 108 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 109 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 1010ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 1011ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 1012ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 1013ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 1014ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 1015ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 2 1016ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 1017ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 1018ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 1019ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 1020ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 1021ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 1022ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 1023ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 1024ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 1025ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 11ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 2 111 dws SO: the, Input: [d]
1 3 5 6 2 112 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 113 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 114 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 115 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 116 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 118 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 1110ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 1111ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 1112ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 1113ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 2 1114ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 1115ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 2 1116ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 1117ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 1118ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 1119ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 1120ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 1121ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 1122ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 1123ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 1124ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 2 1125ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 12ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 2 121 dws SO: the, Input: [d]
1 3 5 6 2 13ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 2 131 dws SO: the, Input: [d]
1 3 5 6 2 132 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 2 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 2 134 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 2 135 ism SO: {{n!case,{book,n!case}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 2 136 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 2 137 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 2 138 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 2 139 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 2 1310ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 2 1311ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 1312ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 2 1313ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 1314ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 2 1315ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 1316ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 2 1317ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 2 14ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 2 141 dws SO: the, Input: [d]
1 3 5 6 2 15ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 2 151 dws SO: the, Input: [d]
1 3 5 6 2 152 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 2 153 ism SO: {{n!case,{book,n!case}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 2 154 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 2 155 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 2 156 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 2 157 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 2 158 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 2 159 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 1510ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 2 1511ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 1512ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 6 2 1513ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 2 16ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 161 dws SO: the, Input: [d]
1 3 5 6 2 17ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 2 171 dws SO: the, Input: [d]
1 3 5 6 2 172 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 2 173 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 2 174 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 2 175 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 2 176 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 2 177 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 178 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 2 179 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 2 18ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 181 dws SO: the, Input: [d]
1 3 5 6 2 19ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 2 191 dws SO: the, Input: [d]
1 3 5 6 2 192 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 2 193 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 2 194 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 2 195 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 2 20ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 2 201 dws SO: the, Input: [d]
1 3 5 6 2 21ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 2 211 dws SO: the, Input: [d]
1 3 5 6 3 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 6 3 1 dws SO: the, Input: [d]
1 3 5 6 3 1 1 esm SO: {the,d}, Input: []
1 3 5 6 3 1 2 epm SO: <the,d>, Input: []
1 3 5 6 3 1 3 epm SO: <d,the>, Input: []
1 3 5 6 3 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 1 dws SO: the, Input: [d]
1 3 5 6 3 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 17ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 23ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 24ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 25ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 2 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 2 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 2 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 2 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 1 dws SO: the, Input: [d]
1 3 5 6 3 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 12ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 3 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 3 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 3 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 3 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 1 dws SO: the, Input: [d]
1 3 5 6 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 15ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 16ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 4 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 4 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 4 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 4 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 1 dws SO: the, Input: [d]
1 3 5 6 3 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 12ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 5 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 5 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 5 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 5 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 1 dws SO: the, Input: [d]
1 3 5 6 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 14ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 20ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 6 22ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 6 23ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 6 24ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 6 25ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 1 dws SO: the, Input: [d]
1 3 5 6 3 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 12ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 14ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 17ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 18ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 19ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 7 20ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 7 21ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 7 22ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 7 23ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 1 dws SO: the, Input: [d]
1 3 5 6 3 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 12ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 8 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 8 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 8 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 8 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 1 dws SO: the, Input: [d]
1 3 5 6 3 9 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 11ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 12ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 13ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 14ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 15ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 16ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 17ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 19ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 21ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 22ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 23ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 24ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 25ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 26ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 27ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 9 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 9 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 9 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 9 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 9 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 9 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 9 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 9 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 9 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 9 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 9 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 9 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 9 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 9 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 9 42ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 9 43ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 9 44ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 9 45ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 9 46ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 9 47ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 9 48ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 9 49ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 9 50ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 9 51ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 9 52ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 9 53ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 101 dws SO: the, Input: [d]
1 3 5 6 3 102 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 103 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 104 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 105 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 106 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 107 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 108 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 109 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1010ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1011ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1012ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1013ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1014ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1015ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1016ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1017ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1018ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1019ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1020ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1021ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 1022ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1023ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1024ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1025ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1026ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1027ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1028ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1029ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 1030ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1031ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1032ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1033ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1034ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1035ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1036ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1037ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 111 dws SO: the, Input: [d]
1 3 5 6 3 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 119 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1110ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1111ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1112ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1113ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1114ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1115ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1116ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1117ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1118ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 121 dws SO: the, Input: [d]
1 3 5 6 3 122 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 123 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 124 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 125 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 127 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 129 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1210ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1211ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1212ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1214ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1216ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1218ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1219ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1220ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1221ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 1222ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1223ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1224ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1225ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1226ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1227ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1228ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1229ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 1230ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1231ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1232ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1233ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1234ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1235ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1236ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1237ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 13ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 131 dws SO: the, Input: [d]
1 3 5 6 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 137 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 138 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1313ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1315ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1316ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 141 dws SO: the, Input: [d]
1 3 5 6 3 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1411ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1412ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1414ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1417ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1418ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1419ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1420ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1421ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 1422ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1423ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 15ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 151 dws SO: the, Input: [d]
1 3 5 6 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 153 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 155 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 156 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 159 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1511ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1513ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1514ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1518ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1520ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1522ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1523ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1524ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1525ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 1526ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1527ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1528ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1529ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1530ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1531ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1532ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1533ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 1534ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1535ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1536ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1537ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1538ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1539ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1540ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1541ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 16ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 161 dws SO: the, Input: [d]
1 3 5 6 3 162 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 164 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 165 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 166 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 167 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 168 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 169 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1610ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1611ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1612ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1614ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1616ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1617ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1618ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1619ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1620ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1621ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 1622ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1623ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1624ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1625ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1626ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1627ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1628ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1629ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 1630ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1631ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1632ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1633ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1634ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1635ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1636ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1637ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 17ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 3 171 dws SO: the, Input: [d]
1 3 5 6 3 172 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 173 ism SO: {{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 174 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 175 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 177 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 179 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1710ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1711ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1712ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1714ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1716ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1718ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1719ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 3 1720ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1721ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 3 1722ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1723ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1724ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1725ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1726ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1727ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1728ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1729ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 1730ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1731ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 1732ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1733ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1734ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 1735ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1736ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 3 1737ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 18ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 181 dws SO: the, Input: [d]
1 3 5 6 3 182 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 183 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 184 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 185 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 186 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 187 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 188 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 189 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 1810ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 1811ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 1812ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 6 3 1813ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 19ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 191 dws SO: the, Input: [d]
1 3 5 6 3 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 201 dws SO: the, Input: [d]
1 3 5 6 3 202 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 3 203 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 3 204 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 3 205 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 3 206 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 207 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 208 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 3 209 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 211 dws SO: the, Input: [d]
1 3 5 6 3 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 221 dws SO: the, Input: [d]
1 3 5 6 3 222 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 3 223 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 3 224 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 3 225 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 3 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 3 231 dws SO: the, Input: [d]
1 3 5 6 3 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 241 dws SO: the, Input: [d]
1 3 5 6 3 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 3 251 dws SO: the, Input: [d]
1 3 5 6 3 252 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 3 253 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 3 254 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 3 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 3 256 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 3 257 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 3 258 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 3 259 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 3 2510ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 3 2511ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 2512ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 2513ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 2514ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 2515ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 2516ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 3 2517ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 3 261 dws SO: the, Input: [d]
1 3 5 6 3 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 3 271 dws SO: the, Input: [d]
1 3 5 6 3 272 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 273 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 274 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 275 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 276 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 277 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 3 278 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 279 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 2710ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 2711ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 2712ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 6 3 2713ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 281 dws SO: the, Input: [d]
1 3 5 6 3 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 3 291 dws SO: the, Input: [d]
1 3 5 6 3 292 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 3 293 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 3 294 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 3 295 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 3 296 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 297 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 298 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 3 299 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 3 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 301 dws SO: the, Input: [d]
1 3 5 6 3 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 3 311 dws SO: the, Input: [d]
1 3 5 6 3 312 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 3 313 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 3 314 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 3 315 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 3 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 3 321 dws SO: the, Input: [d]
1 3 5 6 3 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 3 331 dws SO: the, Input: [d]
1 3 5 6 4 ism SO: {n!case,{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 6 4 1 dws SO: the, Input: [d]
1 3 5 6 4 1 1 esm SO: {the,d}, Input: []
1 3 5 6 4 1 2 epm SO: <the,d>, Input: []
1 3 5 6 4 1 3 epm SO: <d,the>, Input: []
1 3 5 6 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 1 dws SO: the, Input: [d]
1 3 5 6 4 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 4 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 2 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 2 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 2 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 2 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 3 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 1 dws SO: the, Input: [d]
1 3 5 6 4 3 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 11ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 12ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 14ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 19ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 21ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 3 22ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 3 23ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 3 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 3 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 3 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 3 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 3 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 3 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 3 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 3 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 4 3 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 3 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 3 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 3 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 3 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 3 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 3 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 3 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 3 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 3 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 1 dws SO: the, Input: [d]
1 3 5 6 4 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 10ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 12ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 13ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 4 14ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 4 15ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 4 4 16ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 4 17ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 4 18ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 4 19ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 4 20ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 4 21ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 4 22ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 4 23ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 4 24ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 4 25ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 1 dws SO: the, Input: [d]
1 3 5 6 4 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 9 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 12ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 4 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 1 dws SO: the, Input: [d]
1 3 5 6 4 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 4 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 6 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 6 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 6 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 6 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 7 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 1 dws SO: the, Input: [d]
1 3 5 6 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 7 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 4 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 1 dws SO: the, Input: [d]
1 3 5 6 4 8 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 8 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 8 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 4 8 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 8 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 8 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 8 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 8 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 8 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 8 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 8 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 8 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 8 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 9 ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 1 dws SO: the, Input: [d]
1 3 5 6 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 5 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 12ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 14ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 9 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 9 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 9 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 9 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 4 9 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 9 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 9 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 9 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 9 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 9 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 9 26ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 9 27ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 9 28ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 9 29ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 4 101 dws SO: the, Input: [d]
1 3 5 6 4 102 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 103 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 104 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 105 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 106 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 108 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 1010ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 1011ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 1012ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 1013ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 1014ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 1015ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 4 1016ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 1017ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 1018ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 1019ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 1020ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 1021ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 1022ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 1023ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 1024ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 1025ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 11ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 4 111 dws SO: the, Input: [d]
1 3 5 6 4 112 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 113 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 114 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 115 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 116 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 118 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 1110ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 1112ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 1113ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 4 1114ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 1115ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 4 1116ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 1117ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 1118ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 1119ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 1120ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 1121ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 1122ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 1123ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 1124ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 4 1125ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 12ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 121 dws SO: the, Input: [d]
1 3 5 6 4 13ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 4 131 dws SO: the, Input: [d]
1 3 5 6 4 132 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 4 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 4 134 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 4 135 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 4 136 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 4 137 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 4 138 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 4 139 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 4 1310ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 4 1311ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 1312ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 4 1313ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 1314ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 4 1315ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 1316ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 4 1317ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 4 141 dws SO: the, Input: [d]
1 3 5 6 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 4 151 dws SO: the, Input: [d]
1 3 5 6 4 152 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 4 153 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 4 154 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 4 155 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 4 156 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 4 157 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 4 158 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 4 159 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 1510ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 4 1511ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 1512ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 6 4 1513ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 161 dws SO: the, Input: [d]
1 3 5 6 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 4 171 dws SO: the, Input: [d]
1 3 5 6 4 172 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 4 173 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 4 174 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 4 175 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 4 176 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 4 177 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 178 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 4 179 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 181 dws SO: the, Input: [d]
1 3 5 6 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 4 191 dws SO: the, Input: [d]
1 3 5 6 4 192 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 4 193 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 4 194 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 4 195 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 4 201 dws SO: the, Input: [d]
1 3 5 6 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 4 211 dws SO: the, Input: [d]
1 3 5 6 5 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 6 5 1 dws SO: the, Input: [d]
1 3 5 6 5 1 1 esm SO: {the,d}, Input: []
1 3 5 6 5 1 2 epm SO: <the,d>, Input: []
1 3 5 6 5 1 3 epm SO: <d,the>, Input: []
1 3 5 6 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 1 dws SO: the, Input: [d]
1 3 5 6 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 7 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 14ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 1 dws SO: the, Input: [d]
1 3 5 6 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 1 dws SO: the, Input: [d]
1 3 5 6 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 5 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 12ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 1 dws SO: the, Input: [d]
1 3 5 6 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 1 dws SO: the, Input: [d]
1 3 5 6 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 10ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 1 dws SO: the, Input: [d]
1 3 5 6 5 7 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 11ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 12ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 13ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 14ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 15ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 17ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 18ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 19ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 20ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 21ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 22ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 23ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 24ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 25ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 7 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 7 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 7 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 7 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 7 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 7 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 7 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 7 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 7 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 7 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 7 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 7 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 7 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 7 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 7 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 7 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 7 42ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 7 43ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 7 44ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 7 45ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 7 46ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 7 47ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 7 48ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 7 49ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 1 dws SO: the, Input: [d]
1 3 5 6 5 8 2 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 3 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 7 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 10ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 16ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 8 18ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 8 19ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 8 20ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 8 21ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 8 22ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 8 23ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 8 24ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 8 25ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 8 26ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 8 27ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 8 28ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 8 29ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 8 30ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 8 31ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 8 32ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 8 33ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 1 dws SO: the, Input: [d]
1 3 5 6 5 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 9 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 10ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 15ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 16ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 101 dws SO: the, Input: [d]
1 3 5 6 5 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 103 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 109 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1010ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1013ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1014ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1015ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1016ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1017ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 111 dws SO: the, Input: [d]
1 3 5 6 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 117 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1113ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1114ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1116ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 121 dws SO: the, Input: [d]
1 3 5 6 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 123 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 129 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1210ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1212ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 131 dws SO: the, Input: [d]
1 3 5 6 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 135 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1311ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1312ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1314ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 14ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 141 dws SO: the, Input: [d]
1 3 5 6 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 143 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 149 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1410ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1412ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 15ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 5 151 dws SO: the, Input: [d]
1 3 5 6 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 153 ism SO: {{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 159 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1510ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1512ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 16ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 161 dws SO: the, Input: [d]
1 3 5 6 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 5 164 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 5 166 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 5 167 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 168 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 5 169 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 5 17ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 171 dws SO: the, Input: [d]
1 3 5 6 5 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 181 dws SO: the, Input: [d]
1 3 5 6 5 182 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 5 184 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 5 185 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 5 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 5 191 dws SO: the, Input: [d]
1 3 5 6 5 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 201 dws SO: the, Input: [d]
1 3 5 6 5 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 5 211 dws SO: the, Input: [d]
1 3 5 6 5 212 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 5 213 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 5 214 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 5 218 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 5 2110ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 5 2111ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 2112ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 5 2113ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 2114ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 5 2115ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 2116ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 5 2117ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 5 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 5 221 dws SO: the, Input: [d]
1 3 5 6 5 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 5 231 dws SO: the, Input: [d]
1 3 5 6 5 232 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 5 236 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 5 238 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 5 239 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 2310ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 5 2311ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 2312ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 6 5 2313ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 5 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 241 dws SO: the, Input: [d]
1 3 5 6 5 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 5 251 dws SO: the, Input: [d]
1 3 5 6 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 5 254 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 5 256 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 5 257 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 258 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 5 259 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 5 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 261 dws SO: the, Input: [d]
1 3 5 6 5 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 5 271 dws SO: the, Input: [d]
1 3 5 6 5 272 ism SO: {book,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 5 274 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 5 275 ipm SO: <<{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 5 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 5 281 dws SO: the, Input: [d]
1 3 5 6 5 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 5 291 dws SO: the, Input: [d]
1 3 5 6 6 ism SO: {n!case,{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 6 6 1 dws SO: the, Input: [d]
1 3 5 6 6 1 1 esm SO: {the,d}, Input: []
1 3 5 6 6 1 2 epm SO: <the,d>, Input: []
1 3 5 6 6 1 3 epm SO: <d,the>, Input: []
1 3 5 6 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 1 dws SO: the, Input: [d]
1 3 5 6 6 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 6 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 2 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 2 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 2 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 2 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 3 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 1 dws SO: the, Input: [d]
1 3 5 6 6 3 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 11ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 12ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 14ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 19ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 21ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 3 22ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 3 23ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 3 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 3 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 3 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 3 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 3 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 3 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 3 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 3 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 6 3 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 3 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 3 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 3 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 3 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 3 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 3 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 3 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 3 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 3 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 1 dws SO: the, Input: [d]
1 3 5 6 6 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 10ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 12ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 13ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 4 14ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 4 15ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 6 4 16ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 4 17ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 4 18ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 4 19ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 4 20ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 4 21ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 4 22ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 4 23ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 4 24ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 4 25ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 1 dws SO: the, Input: [d]
1 3 5 6 6 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 9 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 12ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 6 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 1 dws SO: the, Input: [d]
1 3 5 6 6 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 6 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 6 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 6 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 6 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 6 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 1 dws SO: the, Input: [d]
1 3 5 6 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 7 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 1 dws SO: the, Input: [d]
1 3 5 6 6 8 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 8 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 8 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 6 8 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 8 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 8 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 8 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 8 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 8 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 8 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 8 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 8 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 8 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 9 ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 1 dws SO: the, Input: [d]
1 3 5 6 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 5 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 14ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 9 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 9 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 9 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 9 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 6 9 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 9 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 9 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 9 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 9 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 9 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 9 26ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 9 27ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 9 28ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 9 29ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 6 101 dws SO: the, Input: [d]
1 3 5 6 6 102 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 103 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 104 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 105 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 106 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 108 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 1010ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 1011ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 1012ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 1013ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 1014ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 1015ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 6 1016ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 1017ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 1018ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 1019ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 1020ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 1021ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 1022ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 1023ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 1024ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 1025ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 11ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 6 111 dws SO: the, Input: [d]
1 3 5 6 6 112 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 113 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 114 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 115 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 116 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 118 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 1110ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 1112ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 1113ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 6 1114ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 1115ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 6 1116ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 1117ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 1118ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 1119ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 1120ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 1121ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 1122ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 1123ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 1124ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 6 1125ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 12ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 121 dws SO: the, Input: [d]
1 3 5 6 6 13ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 6 131 dws SO: the, Input: [d]
1 3 5 6 6 132 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 6 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 6 134 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 6 136 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 6 137 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 6 138 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 6 139 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 6 1310ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 6 1311ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 1312ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 6 1313ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 1314ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 6 1315ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 1316ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 6 1317ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 6 141 dws SO: the, Input: [d]
1 3 5 6 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 6 151 dws SO: the, Input: [d]
1 3 5 6 6 152 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 6 154 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 6 155 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 6 156 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 6 157 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 6 158 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 6 159 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 1510ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 6 1511ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 1512ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 6 6 1513ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 161 dws SO: the, Input: [d]
1 3 5 6 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 6 171 dws SO: the, Input: [d]
1 3 5 6 6 172 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 6 173 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 6 174 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 6 175 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 6 176 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 6 177 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 178 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 6 179 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 181 dws SO: the, Input: [d]
1 3 5 6 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 6 191 dws SO: the, Input: [d]
1 3 5 6 6 192 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 6 193 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 6 194 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 6 195 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 6 201 dws SO: the, Input: [d]
1 3 5 6 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 6 211 dws SO: the, Input: [d]
1 3 5 6 7 ism SO: {{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 6 7 1 dws SO: the, Input: [d]
1 3 5 6 7 1 1 esm SO: {the,d}, Input: []
1 3 5 6 7 1 2 epm SO: <the,d>, Input: []
1 3 5 6 7 1 3 epm SO: <d,the>, Input: []
1 3 5 6 7 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 1 dws SO: the, Input: [d]
1 3 5 6 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 5 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 10ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 1 dws SO: the, Input: [d]
1 3 5 6 7 3 2 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 3 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 5 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 6 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 8 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 10ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 12ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 14ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 15ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 3 16ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 3 17ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 3 18ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 3 19ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 3 20ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 3 21ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 3 22ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 3 23ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 3 24ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 3 25ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 3 26ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 3 27ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 3 28ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 3 29ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 1 dws SO: the, Input: [d]
1 3 5 6 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 3 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 5 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 8 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 14ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 4 16ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 4 17ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 4 18ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 4 19ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 4 20ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 4 21ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 4 22ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 4 23ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 4 24ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 4 25ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 4 26ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 4 27ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 4 28ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 4 29ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 1 dws SO: the, Input: [d]
1 3 5 6 7 5 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 11ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 12ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 13ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 14ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 15ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 16ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 17ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 19ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 20ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 21ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 22ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 23ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 5 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 5 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 5 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 5 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 5 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 5 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 5 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 5 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 5 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 5 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 5 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 5 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 5 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 5 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 5 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 5 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 5 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 5 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 5 42ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 5 43ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 5 44ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 5 45ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 1 dws SO: the, Input: [d]
1 3 5 6 7 6 2 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 3 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 4 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 5 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 6 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 8 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 10ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 12ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 13ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 14ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 15ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 6 16ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 6 17ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 6 18ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 6 19ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 6 20ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 6 21ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 6 22ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 6 23ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 6 24ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 6 25ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 6 26ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 6 27ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 6 28ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 6 29ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 7 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 1 dws SO: the, Input: [d]
1 3 5 6 7 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 9 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 14ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 1 dws SO: the, Input: [d]
1 3 5 6 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 3 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 5 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 8 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 12ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 14ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 8 16ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 8 17ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 8 18ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 8 19ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 8 20ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 8 21ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 8 22ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 8 23ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 8 24ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 8 25ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 8 26ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 8 27ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 8 28ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 8 29ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 1 dws SO: the, Input: [d]
1 3 5 6 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 7 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 12ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 101 dws SO: the, Input: [d]
1 3 5 6 7 102 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 103 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 105 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 106 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 107 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 108 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1010ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1012ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1014ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1015ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1016ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1017ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 1018ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 1019ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1020ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1021ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 1022ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1023ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 1024ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1025ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 1026ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1027ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 1028ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1029ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 11ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 111 dws SO: the, Input: [d]
1 3 5 6 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 115 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 119 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1110ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1118ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 1119ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1120ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1121ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 1122ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 1123ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1124ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1125ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 1126ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1127ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 1128ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1129ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 1130ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1131ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 1132ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1133ipm SO: <{{book,n!case},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 12ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 121 dws SO: the, Input: [d]
1 3 5 6 7 122 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 123 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 125 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 126 ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 127 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 128 ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1210ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1212ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1214ism SO: {book,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1215ism SO: {n!case,{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1216ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1217ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 1218ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 1219ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1220ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1221ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 1222ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1223ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 1224ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1225ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 1226ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1227ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 1228ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1229ipm SO: <{book,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 13ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 7 131 dws SO: the, Input: [d]
1 3 5 6 7 132 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 133 ism SO: {{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 135 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 136 ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 137 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 138 ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1310ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1312ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1314ism SO: {book,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1315ism SO: {n!case,{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 7 1316ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1317ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 7 1318ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 1319ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1320ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1321ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 1322ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1323ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 1324ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1325ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 1326ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 1327ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 1328ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 7 1329ipm SO: <{n!case,{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 14ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 141 dws SO: the, Input: [d]
1 3 5 6 7 142 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 7 143 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 7 144 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 7 145 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 7 15ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 7 151 dws SO: the, Input: [d]
1 3 5 6 7 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 161 dws SO: the, Input: [d]
1 3 5 6 7 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 7 171 dws SO: the, Input: [d]
1 3 5 6 7 172 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 7 173 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 7 174 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 7 176 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 7 177 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 7 178 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 7 179 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 7 1710ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 7 1711ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 1712ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 7 1713ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 1714ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 7 1715ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 1716ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 7 1717ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 7 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 7 181 dws SO: the, Input: [d]
1 3 5 6 7 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 7 191 dws SO: the, Input: [d]
1 3 5 6 7 192 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 7 194 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 7 195 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 7 196 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 7 197 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 7 198 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 7 199 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 1910ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 7 1911ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 1912ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 6 7 1913ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 7 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 201 dws SO: the, Input: [d]
1 3 5 6 7 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 7 211 dws SO: the, Input: [d]
1 3 5 6 7 212 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 7 213 ism SO: {{book,n!case},<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 7 214 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 7 215 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 7 216 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 7 217 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 218 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 7 219 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 7 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 221 dws SO: the, Input: [d]
1 3 5 6 7 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 7 231 dws SO: the, Input: [d]
1 3 5 6 7 232 ism SO: {book,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 7 233 ism SO: {n!case,<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 7 234 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 7 235 ipm SO: <<{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 7 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 7 241 dws SO: the, Input: [d]
1 3 5 6 7 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 7 251 dws SO: the, Input: [d]
1 3 5 6 8 ism SO: {book,{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 6 8 1 dws SO: the, Input: [d]
1 3 5 6 8 1 1 esm SO: {the,d}, Input: []
1 3 5 6 8 1 2 epm SO: <the,d>, Input: []
1 3 5 6 8 1 3 epm SO: <d,the>, Input: []
1 3 5 6 8 2 ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 1 dws SO: the, Input: [d]
1 3 5 6 8 2 2 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 4 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 6 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 8 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 10ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 12ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 13ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 2 14ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 2 15ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 8 2 16ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 2 17ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 2 18ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 2 19ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 2 20ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 2 21ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 2 22ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 2 23ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 2 24ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 2 25ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 3 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 1 dws SO: the, Input: [d]
1 3 5 6 8 3 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 11ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 12ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 14ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 19ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 21ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 3 22ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 3 23ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 3 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 3 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 3 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 3 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 3 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 3 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 3 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 3 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 8 3 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 3 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 3 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 3 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 3 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 3 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 3 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 3 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 3 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 3 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 4 ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 1 dws SO: the, Input: [d]
1 3 5 6 8 4 2 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 4 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 6 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 8 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 9 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 10ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 11ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 12ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 13ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 4 14ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 4 15ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 8 4 16ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 4 17ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 4 18ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 4 19ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 4 20ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 4 21ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 4 22ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 4 23ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 4 24ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 4 25ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 5 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 1 dws SO: the, Input: [d]
1 3 5 6 8 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 9 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 12ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 8 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 1 dws SO: the, Input: [d]
1 3 5 6 8 6 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 4 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 6 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 10ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 12ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 13ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 6 14ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 6 15ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 8 6 16ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 6 17ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 6 18ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 6 19ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 6 20ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 6 21ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 6 22ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 6 23ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 6 24ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 6 25ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 7 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 1 dws SO: the, Input: [d]
1 3 5 6 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 7 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 10ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 1 dws SO: the, Input: [d]
1 3 5 6 8 8 2 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 3 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 4 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 6 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 8 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 10ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 11ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 12ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 13ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 8 14ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 8 15ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 8 8 16ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 8 17ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 8 18ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 8 19ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 8 20ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 8 21ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 8 22ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 8 23ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 8 24ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 8 25ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 9 ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 1 dws SO: the, Input: [d]
1 3 5 6 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 3 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 4 ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 5 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 6 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 8 ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 10ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 12ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 14ism SO: {book,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 15ism SO: {n!case,{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 9 16ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 9 17ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 9 18ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 9 19ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 8 9 20ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 9 21ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 9 22ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 9 23ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 9 24ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 9 25ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 9 26ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 9 27ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 9 28ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 9 29ipm SO: <{{book,n!case},{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 10ism SO: {book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 8 101 dws SO: the, Input: [d]
1 3 5 6 8 102 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 103 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 104 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 105 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 106 ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 108 ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 1010ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 1011ism SO: {{book,n!case},{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 1012ism SO: {book,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 1013ism SO: {n!case,{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 1014ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 1015ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 8 1016ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 1017ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 1018ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 1019ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 1020ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 1021ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 1022ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 1023ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 1024ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 1025ipm SO: <{book,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 11ism SO: {n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 8 111 dws SO: the, Input: [d]
1 3 5 6 8 112 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 113 ism SO: {{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 114 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 115 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 116 ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 118 ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 1110ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 1111ism SO: {{book,n!case},{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 1112ism SO: {book,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 1113ism SO: {n!case,{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 8 1114ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 1115ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 8 1116ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 1117ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 1118ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 1119ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 1120ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 1121ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 1122ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 1123ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 1124ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 8 1125ipm SO: <{n!case,{book,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 12ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 8 121 dws SO: the, Input: [d]
1 3 5 6 8 13ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 8 131 dws SO: the, Input: [d]
1 3 5 6 8 132 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 8 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 8 134 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 8 135 ism SO: {{n!case,{book,n!case}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 8 136 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 8 137 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 8 138 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 8 139 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 8 1310ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 8 1311ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 1312ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 8 1313ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 1314ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 8 1315ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 1316ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 8 1317ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 8 14ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 8 141 dws SO: the, Input: [d]
1 3 5 6 8 15ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 8 151 dws SO: the, Input: [d]
1 3 5 6 8 152 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 8 153 ism SO: {{n!case,{book,n!case}},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 8 154 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 8 155 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 8 156 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 8 157 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 8 158 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 8 159 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 1510ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 8 1511ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 1512ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 6 8 1513ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 8 16ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 161 dws SO: the, Input: [d]
1 3 5 6 8 17ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 8 171 dws SO: the, Input: [d]
1 3 5 6 8 172 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 8 173 ism SO: {{book,n!case},<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 8 174 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 8 175 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 8 176 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 8 177 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 178 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 8 179 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 8 18ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 181 dws SO: the, Input: [d]
1 3 5 6 8 19ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 8 191 dws SO: the, Input: [d]
1 3 5 6 8 192 ism SO: {book,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 8 193 ism SO: {n!case,<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 8 194 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 8 195 ipm SO: <<{book,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 8 20ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 8 201 dws SO: the, Input: [d]
1 3 5 6 8 21ipm SO: <{book,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 8 211 dws SO: the, Input: [d]
1 3 5 6 9 ism SO: {n!case,{book,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 6 9 1 dws SO: the, Input: [d]
1 3 5 6 9 1 1 esm SO: {the,d}, Input: []
1 3 5 6 9 1 2 epm SO: <the,d>, Input: []
1 3 5 6 9 1 3 epm SO: <d,the>, Input: []
1 3 5 6 9 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 1 dws SO: the, Input: [d]
1 3 5 6 9 2 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 2 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 2 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 9 2 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 2 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 2 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 2 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 2 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 2 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 2 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 2 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 2 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 2 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 3 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 1 dws SO: the, Input: [d]
1 3 5 6 9 3 2 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 3 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 5 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 6 ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 7 ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 8 ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 9 ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 10ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 11ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 12ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 13ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 14ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 16ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 17ism SO: {{n!case,{book,n!case}},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 18ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 19ism SO: {{book,n!case},{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 20ism SO: {book,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 21ism SO: {n!case,{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 3 22ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 3 23ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 3 24ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 3 25ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 3 26ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 3 27ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 3 28ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 3 29ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 3 30ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 3 31ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 9 3 32ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 3 33ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 3 34ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 3 35ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 3 36ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 3 37ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 3 38ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 3 39ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 3 40ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 3 41ipm SO: <{{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 1 dws SO: the, Input: [d]
1 3 5 6 9 4 2 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 4 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 6 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 8 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 9 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 10ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 11ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 12ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 13ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 4 14ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 4 15ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 9 4 16ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 4 17ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 4 18ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 4 19ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 4 20ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 4 21ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 4 22ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 4 23ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 4 24ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 4 25ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 1 dws SO: the, Input: [d]
1 3 5 6 9 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 9 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 11ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 12ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 9 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 1 dws SO: the, Input: [d]
1 3 5 6 9 6 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 6 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 6 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 9 6 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 6 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 6 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 6 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 6 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 6 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 6 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 6 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 6 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 6 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 1 dws SO: the, Input: [d]
1 3 5 6 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 7 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 9 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 10ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 1 dws SO: the, Input: [d]
1 3 5 6 9 8 2 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 3 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 4 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 5 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 6 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 8 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 10ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 12ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 13ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 8 14ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 8 15ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 9 8 16ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 8 17ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 8 18ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 8 19ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 8 20ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 8 21ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 8 22ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 8 23ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 8 24ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 8 25ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 9 ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 1 dws SO: the, Input: [d]
1 3 5 6 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 3 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 5 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 7 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 8 ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 14ism SO: {book,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 9 16ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 9 17ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 9 18ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 9 19ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 9 9 20ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 9 21ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 9 22ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 9 23ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 9 24ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 9 25ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 9 26ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 9 27ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 9 28ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 9 29ipm SO: <{{book,n!case},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 10ism SO: {book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 9 101 dws SO: the, Input: [d]
1 3 5 6 9 102 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 103 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 104 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 105 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 106 ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 108 ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 1010ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 1011ism SO: {{book,n!case},{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 1012ism SO: {book,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 1013ism SO: {n!case,{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 1014ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 1015ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 9 1016ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 1017ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 1018ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 1019ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 1020ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 1021ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 1022ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 1023ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 1024ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 1025ipm SO: <{book,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 11ism SO: {n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 6 9 111 dws SO: the, Input: [d]
1 3 5 6 9 112 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 113 ism SO: {{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 114 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 115 ism SO: {{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 116 ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 118 ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 1110ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 1111ism SO: {{book,n!case},{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 1112ism SO: {book,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 1113ism SO: {n!case,{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 6 9 1114ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 1115ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 6 9 1116ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 1117ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 1118ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 1119ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 1120ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 1121ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 1122ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 1123ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 1124ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 6 9 1125ipm SO: <{n!case,{n!case,{book,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 12ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 121 dws SO: the, Input: [d]
1 3 5 6 9 13ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 6 9 131 dws SO: the, Input: [d]
1 3 5 6 9 132 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 9 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 9 134 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 9 136 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 9 137 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 9 138 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 9 139 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 6 9 1310ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 9 1311ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 1312ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 9 1313ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 1314ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 9 1315ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 1316ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 6 9 1317ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 6 9 14ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 9 141 dws SO: the, Input: [d]
1 3 5 6 9 15ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 9 151 dws SO: the, Input: [d]
1 3 5 6 9 152 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 9 154 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 9 155 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 9 156 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 9 157 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 9 158 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 9 159 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 1510ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 9 1511ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 1512ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 6 9 1513ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 9 16ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 161 dws SO: the, Input: [d]
1 3 5 6 9 17ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 9 171 dws SO: the, Input: [d]
1 3 5 6 9 172 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 9 173 ism SO: {{book,n!case},<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 9 174 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 9 175 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 9 176 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 9 177 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 178 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 9 179 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 9 18ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 181 dws SO: the, Input: [d]
1 3 5 6 9 19ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 9 191 dws SO: the, Input: [d]
1 3 5 6 9 192 ism SO: {book,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 9 193 ism SO: {n!case,<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 9 194 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 9 195 ipm SO: <<{n!case,{book,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 9 20ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 6 9 201 dws SO: the, Input: [d]
1 3 5 6 9 21ipm SO: <{n!case,{book,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 6 9 211 dws SO: the, Input: [d]
1 3 5 6 10ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 5 6 101 dws SO: the, Input: [d]
1 3 5 6 101 1 esm SO: {the,d}, Input: []
1 3 5 6 101 2 epm SO: <the,d>, Input: []
1 3 5 6 101 3 epm SO: <d,the>, Input: []
1 3 5 6 11ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 6 111 dws SO: the, Input: [d]
1 3 5 6 111 1 esm SO: {the,d}, Input: []
1 3 5 6 111 2 epm SO: <the,d>, Input: []
1 3 5 6 111 3 epm SO: <d,the>, Input: []
1 3 5 6 112 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 112 1 dws SO: the, Input: [d]
1 3 5 6 112 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 112 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 112 4 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 112 5 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 112 6 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 112 7 ism SO: {{book,n!case},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 112 8 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 112 9 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 112 10ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 112 11ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 6 112 12ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 112 13ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 112 14ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 112 15ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 112 16ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 6 112 17ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 113 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 113 1 dws SO: the, Input: [d]
1 3 5 6 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 5 ism SO: {book,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 7 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 8 ism SO: {n!case,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 12ism SO: {book,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 113 14ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 113 15ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 113 16ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 113 17ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 6 113 18ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 113 19ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 6 113 20ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 113 21ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 113 22ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 113 23ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 113 24ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 6 113 25ipm SO: <{{n!case,{book,n!case}},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 114 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 114 1 dws SO: the, Input: [d]
1 3 5 6 114 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 114 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 114 4 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 114 6 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 114 7 ism SO: {{book,n!case},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 114 8 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 114 9 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 114 10ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 114 11ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 6 114 12ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 114 13ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 114 14ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 114 15ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 114 16ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 6 114 17ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 115 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 115 1 dws SO: the, Input: [d]
1 3 5 6 115 2 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 115 3 ism SO: {book,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 115 4 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 115 5 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 115 6 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 115 8 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 115 9 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 115 10ism SO: {book,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 115 11ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 115 12ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 115 13ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 6 115 14ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 115 15ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 6 115 16ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 115 17ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 115 18ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 115 19ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 115 20ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 6 115 21ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 116 ism SO: {book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 116 1 dws SO: the, Input: [d]
1 3 5 6 116 2 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 116 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 116 4 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 116 5 ism SO: {{n!case,{book,n!case}},{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 116 6 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 116 7 ism SO: {{book,n!case},{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 116 8 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 116 9 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 116 10ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 6 116 11ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 6 116 12ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 116 13ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 116 14ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 116 15ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 116 16ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 6 116 17ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 117 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 6 117 1 dws SO: the, Input: [d]
1 3 5 6 117 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 117 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 117 4 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 117 6 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 117 7 ism SO: {{book,n!case},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 117 8 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 117 9 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 6 117 10ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 117 11ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 6 117 12ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 117 13ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 117 14ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 117 15ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 117 16ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 6 117 17ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 6 118 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 118 1 dws SO: the, Input: [d]
1 3 5 6 119 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 119 1 dws SO: the, Input: [d]
1 3 5 6 119 2 ism SO: {n!case,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 119 3 ism SO: {{book,n!case},<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 119 4 ism SO: {book,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 119 5 ism SO: {n!case,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 119 6 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 119 7 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 119 8 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 119 9 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 1110ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 11101 dws SO: the, Input: [d]
1 3 5 6 1111ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 11111 dws SO: the, Input: [d]
1 3 5 6 11112 ism SO: {book,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 6 11113 ism SO: {n!case,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 6 11114 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 11115 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 1112ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 6 11121 dws SO: the, Input: [d]
1 3 5 6 1113ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 6 11131 dws SO: the, Input: [d]
1 3 5 6 12ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 6 121 dws SO: the, Input: [d]
1 3 5 6 121 1 esm SO: {the,d}, Input: []
1 3 5 6 121 2 epm SO: <the,d>, Input: []
1 3 5 6 121 3 epm SO: <d,the>, Input: []
1 3 5 6 13ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 6 131 dws SO: the, Input: [d]
1 3 5 6 131 1 esm SO: {the,d}, Input: []
1 3 5 6 131 2 epm SO: <the,d>, Input: []
1 3 5 6 131 3 epm SO: <d,the>, Input: []
1 3 5 6 132 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 132 1 dws SO: the, Input: [d]
1 3 5 6 132 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 132 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 132 4 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 132 5 ism SO: {{book,n!case},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 132 6 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 132 7 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 132 8 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 6 132 9 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 6 132 10ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 6 132 11ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 132 12ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 6 132 13ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 6 133 ism SO: {{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 133 1 dws SO: the, Input: [d]
1 3 5 6 133 2 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 133 3 ism SO: {book,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 133 4 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 133 5 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 133 6 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 133 7 ism SO: {{book,n!case},{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 133 8 ism SO: {book,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 133 9 ism SO: {n!case,{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 133 10ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 133 11ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 6 133 12ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 6 133 13ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 6 133 14ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 6 133 15ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 133 16ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 6 133 17ipm SO: <{{book,n!case},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 6 134 ism SO: {book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 134 1 dws SO: the, Input: [d]
1 3 5 6 134 2 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 134 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 134 4 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 134 5 ism SO: {{book,n!case},{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 134 6 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 134 7 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 134 8 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 6 134 9 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 6 134 10ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 6 134 11ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 134 12ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 6 134 13ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 6 135 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 6 135 1 dws SO: the, Input: [d]
1 3 5 6 135 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 135 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 135 4 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 135 5 ism SO: {{book,n!case},{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 135 6 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 135 7 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 6 135 8 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 6 135 9 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 6 135 10ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 6 135 11ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 6 135 12ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 6 135 13ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 6 136 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 136 1 dws SO: the, Input: [d]
1 3 5 6 137 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 6 137 1 dws SO: the, Input: [d]
1 3 5 6 137 2 ism SO: {book,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 6 137 3 ism SO: {n!case,<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 6 137 4 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 137 5 ipm SO: <<<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 138 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 6 138 1 dws SO: the, Input: [d]
1 3 5 6 139 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 6 139 1 dws SO: the, Input: [d]
1 3 5 6 14ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 6 141 dws SO: the, Input: [d]
1 3 5 6 141 1 esm SO: {the,d}, Input: []
1 3 5 6 141 2 epm SO: <the,d>, Input: []
1 3 5 6 141 3 epm SO: <d,the>, Input: []
1 3 5 6 15ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 6 151 dws SO: the, Input: [d]
1 3 5 6 151 1 esm SO: {the,d}, Input: []
1 3 5 6 151 2 epm SO: <the,d>, Input: []
1 3 5 6 151 3 epm SO: <d,the>, Input: []
1 3 5 6 152 ism SO: {book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 152 1 dws SO: the, Input: [d]
1 3 5 6 152 2 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 6 152 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 6 152 4 ism SO: {book,{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 6 152 5 ism SO: {n!case,{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 6 152 6 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 6 152 7 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 6 152 8 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 6 152 9 ipm SO: <{book,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 6 153 ism SO: {n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 6 153 1 dws SO: the, Input: [d]
1 3 5 6 153 2 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 6 153 3 ism SO: {<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 6 153 4 ism SO: {book,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 6 153 5 ism SO: {n!case,{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 6 153 6 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 6 153 7 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 6 153 8 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 6 153 9 ipm SO: <{n!case,<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 6 154 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 6 154 1 dws SO: the, Input: [d]
1 3 5 6 155 ipm SO: <<{book,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 6 155 1 dws SO: the, Input: [d]
1 3 5 6 16ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 5 6 161 dws SO: the, Input: [d]
1 3 5 6 161 1 esm SO: {the,d}, Input: []
1 3 5 6 161 2 epm SO: <the,d>, Input: []
1 3 5 6 161 3 epm SO: <d,the>, Input: []
1 3 5 6 17ipm SO: <{book,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 6 171 dws SO: the, Input: [d]
1 3 5 6 171 1 esm SO: {the,d}, Input: []
1 3 5 6 171 2 epm SO: <the,d>, Input: []
1 3 5 6 171 3 epm SO: <d,the>, Input: []
1 3 5 7 ism SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [[the,d]]
1 3 5 7 1 dws SO: the, Input: [d]
1 3 5 7 1 1 esm SO: {the,d}, Input: []
1 3 5 7 1 1 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [{the,d}]
1 3 5 7 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 7 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 7 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 7 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 7 1 2 epm SO: <the,d>, Input: []
1 3 5 7 1 2 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<the,d>]
1 3 5 7 1 3 epm SO: <d,the>, Input: []
1 3 5 7 1 3 1 uws SO: {n!case,{n!case,{n!case,{book,n!case}}}}, Input: [<d,the>]
1 3 5 7 2 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 7 2 1 dws SO: the, Input: [d]
1 3 5 7 2 1 1 esm SO: {the,d}, Input: []
1 3 5 7 2 1 2 epm SO: <the,d>, Input: []
1 3 5 7 2 1 3 epm SO: <d,the>, Input: []
1 3 5 7 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 1 dws SO: the, Input: [d]
1 3 5 7 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 2 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 1 dws SO: the, Input: [d]
1 3 5 7 2 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 2 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 1 dws SO: the, Input: [d]
1 3 5 7 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 2 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 1 dws SO: the, Input: [d]
1 3 5 7 2 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 2 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 1 dws SO: the, Input: [d]
1 3 5 7 2 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 2 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 1 dws SO: the, Input: [d]
1 3 5 7 2 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 2 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 1 dws SO: the, Input: [d]
1 3 5 7 2 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 2 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 1 dws SO: the, Input: [d]
1 3 5 7 2 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 2 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 2 101 dws SO: the, Input: [d]
1 3 5 7 2 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 2 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 2 111 dws SO: the, Input: [d]
1 3 5 7 2 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 2 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 2 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 2 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 121 dws SO: the, Input: [d]
1 3 5 7 2 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 2 131 dws SO: the, Input: [d]
1 3 5 7 2 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 2 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 2 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 2 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 2 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 2 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 2 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 2 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 2 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 2 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 2 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 2 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 7 2 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 141 dws SO: the, Input: [d]
1 3 5 7 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 2 151 dws SO: the, Input: [d]
1 3 5 7 2 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 2 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 2 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 2 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 2 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 2 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 2 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 2 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 2 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 7 2 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 161 dws SO: the, Input: [d]
1 3 5 7 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 2 171 dws SO: the, Input: [d]
1 3 5 7 2 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 2 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 2 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 2 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 2 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 2 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 2 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 181 dws SO: the, Input: [d]
1 3 5 7 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 2 191 dws SO: the, Input: [d]
1 3 5 7 2 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 2 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 2 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 2 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 2 201 dws SO: the, Input: [d]
1 3 5 7 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 2 211 dws SO: the, Input: [d]
1 3 5 7 3 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 7 3 1 dws SO: the, Input: [d]
1 3 5 7 3 1 1 esm SO: {the,d}, Input: []
1 3 5 7 3 1 2 epm SO: <the,d>, Input: []
1 3 5 7 3 1 3 epm SO: <d,the>, Input: []
1 3 5 7 3 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 1 dws SO: the, Input: [d]
1 3 5 7 3 2 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 9 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 10ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 13ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 14ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 15ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 22ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 23ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 24ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 25ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 2 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 2 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 2 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 2 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 2 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 2 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 2 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 2 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 2 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 2 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 2 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 2 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 2 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 2 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 2 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 2 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 2 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 2 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 2 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 2 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 2 46ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 2 47ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 2 48ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 2 49ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 1 dws SO: the, Input: [d]
1 3 5 7 3 3 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 3 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 3 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 3 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 3 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 3 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 3 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 3 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 3 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 3 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 3 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 3 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 3 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 3 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 3 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 3 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 3 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 3 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 3 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 1 dws SO: the, Input: [d]
1 3 5 7 3 4 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 7 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 8 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 10ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 11ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 12ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 13ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 19ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 20ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 21ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 22ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 23ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 4 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 4 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 4 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 4 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 4 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 4 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 4 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 4 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 4 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 4 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 4 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 4 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 4 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 4 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 4 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 4 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 4 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 4 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 4 42ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 4 43ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 4 44ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 4 45ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 1 dws SO: the, Input: [d]
1 3 5 7 3 5 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 5 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 5 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 5 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 5 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 5 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 5 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 5 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 5 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 5 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 5 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 5 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 5 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 5 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 5 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 5 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 5 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 5 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 5 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 1 dws SO: the, Input: [d]
1 3 5 7 3 6 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 3 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 4 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 5 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 6 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 7 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 8 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 9 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 10ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 11ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 12ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 14ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 15ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 16ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 17ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 18ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 19ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 20ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 21ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 6 22ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 6 23ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 6 24ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 6 25ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 6 26ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 6 27ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 6 28ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 6 29ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 6 30ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 6 31ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 6 32ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 6 33ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 6 34ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 6 35ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 6 36ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 6 37ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 6 38ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 6 39ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 6 40ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 6 41ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 1 dws SO: the, Input: [d]
1 3 5 7 3 7 2 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 5 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 6 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 7 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 8 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 9 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 10ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 12ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 13ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 14ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 15ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 16ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 17ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 18ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 19ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 7 20ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 7 21ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 7 22ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 7 23ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 7 24ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 7 25ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 7 26ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 7 27ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 7 28ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 7 29ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 7 30ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 7 31ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 7 32ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 7 33ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 7 34ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 7 35ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 7 36ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 7 37ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 1 dws SO: the, Input: [d]
1 3 5 7 3 8 2 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 3 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 4 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 5 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 6 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 7 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 8 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 9 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 10ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 12ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 13ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 14ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 15ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 16ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 17ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 18ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 19ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 8 20ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 8 21ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 8 22ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 8 23ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 8 24ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 8 25ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 8 26ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 8 27ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 8 28ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 8 29ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 8 30ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 8 31ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 8 32ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 8 33ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 8 34ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 8 35ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 8 36ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 8 37ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 1 dws SO: the, Input: [d]
1 3 5 7 3 9 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 11ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 12ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 14ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 15ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 16ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 17ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 19ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 21ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 23ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 24ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 25ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 26ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 27ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 9 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 9 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 9 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 9 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 9 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 9 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 9 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 9 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 9 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 9 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 9 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 9 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 9 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 9 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 9 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 9 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 9 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 9 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 9 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 9 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 9 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 9 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 9 50ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 9 51ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 9 52ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 9 53ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 101 dws SO: the, Input: [d]
1 3 5 7 3 102 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 103 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 104 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 105 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 106 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 107 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 108 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 109 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1010ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1011ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1012ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1013ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1014ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1015ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1016ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1017ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1018ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1019ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1020ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1021ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 1022ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1023ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1024ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1025ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1026ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1027ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1028ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1029ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 1030ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1031ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1032ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1033ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1034ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1035ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1036ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1037ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 111 dws SO: the, Input: [d]
1 3 5 7 3 112 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 113 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 114 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 115 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 116 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 117 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 118 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 119 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1110ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1111ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1112ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1113ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1114ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1115ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1116ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1117ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1118ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1119ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1120ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1121ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1122ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1123ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1124ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1125ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1126ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1127ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1128ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1129ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1130ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1131ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1132ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1133ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 1134ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1135ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1136ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1137ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1138ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1139ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1140ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1141ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 1142ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1143ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1144ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1145ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1146ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1147ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1148ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1149ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 121 dws SO: the, Input: [d]
1 3 5 7 3 122 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 123 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 124 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 125 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 126 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 127 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 128 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 129 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1210ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1211ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1212ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1213ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1214ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1215ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1216ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1217ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1218ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1219ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1220ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1221ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 1222ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1223ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1224ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1225ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1226ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1227ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1228ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1229ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 1230ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1231ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1232ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1233ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1234ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1235ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1236ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1237ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 13ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 131 dws SO: the, Input: [d]
1 3 5 7 3 132 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 133 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 134 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 135 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 136 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 137 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 138 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 139 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1310ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1311ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1312ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1313ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1314ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1315ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1316ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1317ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1318ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1319ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1320ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1321ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1322ism SO: {book,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1323ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1324ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1325ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1326ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1327ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1328ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1329ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 1330ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1331ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1332ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1333ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1334ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1335ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1336ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1337ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 1338ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1339ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1340ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1341ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1342ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1343ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1344ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1345ipm SO: <{{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 141 dws SO: the, Input: [d]
1 3 5 7 3 142 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 143 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 144 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 145 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 146 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 147 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 148 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 149 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1410ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1411ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1412ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1413ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1414ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1415ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1416ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1417ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1418ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1419ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1420ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1421ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 1422ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1423ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1424ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1425ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1426ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1427ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1428ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1429ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 1430ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1431ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1432ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1433ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1434ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1435ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1436ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1437ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 15ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 151 dws SO: the, Input: [d]
1 3 5 7 3 152 ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 153 ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 154 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 155 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 156 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 157 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 158 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 159 ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1510ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1511ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1512ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1513ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1514ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1515ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1516ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1517ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1518ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1519ism SO: {{book,n!case},{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1520ism SO: {book,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1521ism SO: {n!case,{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1522ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1523ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1524ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1525ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 1526ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1527ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1528ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1529ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1530ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1531ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1532ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1533ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 1534ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1535ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1536ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1537ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1538ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1539ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1540ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1541ipm SO: <{{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 16ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 161 dws SO: the, Input: [d]
1 3 5 7 3 162 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 163 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 164 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 165 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 166 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 167 ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 168 ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 169 ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1610ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1611ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1612ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1613ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1614ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1615ism SO: {{n!case,{book,n!case}},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1616ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1617ism SO: {{book,n!case},{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1618ism SO: {book,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1619ism SO: {n!case,{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1620ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1621ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 1622ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1623ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1624ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1625ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1626ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1627ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1628ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1629ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 1630ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1631ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1632ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1633ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1634ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1635ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1636ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1637ipm SO: <{book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 17ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 3 171 dws SO: the, Input: [d]
1 3 5 7 3 172 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 173 ism SO: {{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 174 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 175 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 176 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 177 ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 178 ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 179 ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1710ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1711ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1712ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1713ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1714ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1715ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1716ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1717ism SO: {{book,n!case},{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1718ism SO: {book,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1719ism SO: {n!case,{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 3 1720ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1721ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 3 1722ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1723ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1724ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1725ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1726ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1727ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1728ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1729ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 1730ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1731ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 1732ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1733ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1734ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 1735ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1736ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 3 1737ipm SO: <{n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 18ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 181 dws SO: the, Input: [d]
1 3 5 7 3 182 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 183 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 184 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 185 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 186 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 187 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 188 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 189 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 1810ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 1811ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 1812ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 7 3 1813ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 19ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 191 dws SO: the, Input: [d]
1 3 5 7 3 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 201 dws SO: the, Input: [d]
1 3 5 7 3 202 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 3 203 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 3 204 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 3 205 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 3 206 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 207 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 208 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 3 209 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 211 dws SO: the, Input: [d]
1 3 5 7 3 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 221 dws SO: the, Input: [d]
1 3 5 7 3 222 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 3 223 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 3 224 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 3 225 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 3 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 3 231 dws SO: the, Input: [d]
1 3 5 7 3 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 241 dws SO: the, Input: [d]
1 3 5 7 3 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 3 251 dws SO: the, Input: [d]
1 3 5 7 3 252 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 3 253 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 3 254 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 3 255 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 3 256 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 3 257 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 3 258 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 3 259 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 3 2510ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 2511ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 2512ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 2513ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 2514ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 2515ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 2516ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 7 3 2517ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 261 dws SO: the, Input: [d]
1 3 5 7 3 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 3 271 dws SO: the, Input: [d]
1 3 5 7 3 272 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 273 ism SO: {{n!case,{book,n!case}},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 274 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 275 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 276 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 277 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 3 278 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 279 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 2710ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 2711ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 2712ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 7 3 2713ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 281 dws SO: the, Input: [d]
1 3 5 7 3 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 3 291 dws SO: the, Input: [d]
1 3 5 7 3 292 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 3 293 ism SO: {{book,n!case},<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 3 294 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 3 295 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 3 296 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 297 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 298 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 3 299 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 3 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 301 dws SO: the, Input: [d]
1 3 5 7 3 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 3 311 dws SO: the, Input: [d]
1 3 5 7 3 312 ism SO: {book,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 3 313 ism SO: {n!case,<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 3 314 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 3 315 ipm SO: <<{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 3 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 3 321 dws SO: the, Input: [d]
1 3 5 7 3 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 3 331 dws SO: the, Input: [d]
1 3 5 7 4 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 7 4 1 dws SO: the, Input: [d]
1 3 5 7 4 1 1 esm SO: {the,d}, Input: []
1 3 5 7 4 1 2 epm SO: <the,d>, Input: []
1 3 5 7 4 1 3 epm SO: <d,the>, Input: []
1 3 5 7 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 1 dws SO: the, Input: [d]
1 3 5 7 4 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 4 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 1 dws SO: the, Input: [d]
1 3 5 7 4 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 4 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 1 dws SO: the, Input: [d]
1 3 5 7 4 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 4 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 1 dws SO: the, Input: [d]
1 3 5 7 4 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 4 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 1 dws SO: the, Input: [d]
1 3 5 7 4 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 4 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 1 dws SO: the, Input: [d]
1 3 5 7 4 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 4 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 1 dws SO: the, Input: [d]
1 3 5 7 4 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 4 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 1 dws SO: the, Input: [d]
1 3 5 7 4 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 4 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 4 101 dws SO: the, Input: [d]
1 3 5 7 4 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 4 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 4 111 dws SO: the, Input: [d]
1 3 5 7 4 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 4 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 4 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 4 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 121 dws SO: the, Input: [d]
1 3 5 7 4 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 4 131 dws SO: the, Input: [d]
1 3 5 7 4 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 4 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 4 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 4 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 4 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 4 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 4 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 4 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 4 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 4 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 4 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 4 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 7 4 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 141 dws SO: the, Input: [d]
1 3 5 7 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 4 151 dws SO: the, Input: [d]
1 3 5 7 4 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 4 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 4 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 4 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 4 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 4 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 4 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 4 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 4 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 7 4 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 161 dws SO: the, Input: [d]
1 3 5 7 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 4 171 dws SO: the, Input: [d]
1 3 5 7 4 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 4 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 4 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 4 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 4 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 4 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 4 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 181 dws SO: the, Input: [d]
1 3 5 7 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 4 191 dws SO: the, Input: [d]
1 3 5 7 4 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 4 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 4 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 4 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 4 201 dws SO: the, Input: [d]
1 3 5 7 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 4 211 dws SO: the, Input: [d]
1 3 5 7 5 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 7 5 1 dws SO: the, Input: [d]
1 3 5 7 5 1 1 esm SO: {the,d}, Input: []
1 3 5 7 5 1 2 epm SO: <the,d>, Input: []
1 3 5 7 5 1 3 epm SO: <d,the>, Input: []
1 3 5 7 5 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 1 dws SO: the, Input: [d]
1 3 5 7 5 2 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 3 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 5 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 6 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 7 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 8 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 9 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 10ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 11ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 12ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 14ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 16ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 17ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 18ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 19ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 20ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 21ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 2 22ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 2 23ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 2 24ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 2 25ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 2 26ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 2 27ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 2 28ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 2 29ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 2 30ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 2 31ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 2 32ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 2 33ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 2 34ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 2 35ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 2 36ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 2 37ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 2 38ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 2 39ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 2 40ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 2 41ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 1 dws SO: the, Input: [d]
1 3 5 7 5 3 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 3 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 3 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 3 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 3 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 3 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 3 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 3 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 3 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 3 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 3 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 3 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 3 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 3 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 3 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 3 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 3 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 1 dws SO: the, Input: [d]
1 3 5 7 5 4 2 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 3 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 4 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 5 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 6 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 7 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 8 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 9 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 10ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 12ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 13ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 14ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 15ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 16ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 17ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 18ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 19ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 4 20ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 4 21ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 4 22ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 4 23ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 4 24ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 4 25ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 4 26ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 4 27ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 4 28ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 4 29ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 4 30ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 4 31ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 4 32ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 4 33ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 4 34ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 4 35ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 4 36ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 4 37ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 1 dws SO: the, Input: [d]
1 3 5 7 5 5 2 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 4 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 5 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 6 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 7 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 8 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 10ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 11ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 12ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 13ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 14ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 15ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 16ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 17ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 5 18ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 5 19ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 5 20ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 5 21ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 5 22ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 5 23ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 5 24ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 5 25ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 5 26ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 5 27ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 5 28ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 5 29ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 5 30ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 5 31ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 5 32ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 5 33ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 1 dws SO: the, Input: [d]
1 3 5 7 5 6 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 6 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 6 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 6 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 6 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 6 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 6 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 6 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 6 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 6 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 6 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 6 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 6 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 6 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 6 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 6 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 6 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 1 dws SO: the, Input: [d]
1 3 5 7 5 7 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 11ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 12ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 13ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 14ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 15ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 17ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 19ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 21ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 22ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 23ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 24ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 25ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 7 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 7 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 7 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 7 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 7 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 7 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 7 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 7 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 7 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 7 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 7 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 7 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 7 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 7 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 7 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 7 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 7 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 7 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 7 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 7 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 7 46ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 7 47ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 7 48ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 7 49ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 1 dws SO: the, Input: [d]
1 3 5 7 5 8 2 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 3 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 4 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 5 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 6 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 7 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 8 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 10ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 11ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 12ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 13ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 14ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 15ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 16ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 17ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 8 18ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 8 19ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 8 20ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 8 21ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 8 22ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 8 23ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 8 24ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 8 25ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 8 26ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 8 27ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 8 28ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 8 29ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 8 30ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 8 31ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 8 32ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 8 33ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 1 dws SO: the, Input: [d]
1 3 5 7 5 9 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 9 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 10ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 11ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 12ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 13ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 20ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 21ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 22ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 23ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 9 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 9 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 9 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 9 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 9 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 9 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 9 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 9 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 9 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 9 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 9 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 9 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 9 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 9 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 9 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 9 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 9 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 9 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 9 42ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 9 43ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 9 44ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 9 45ipm SO: <{{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 101 dws SO: the, Input: [d]
1 3 5 7 5 102 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 103 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 104 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 105 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 106 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 107 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 108 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 109 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1010ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1011ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1012ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1013ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1014ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1015ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1016ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1017ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1018ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1019ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 1020ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1021ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1022ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1023ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1024ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1025ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 1026ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1027ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 1028ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1029ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1030ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1031ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1032ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1033ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 11ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 111 dws SO: the, Input: [d]
1 3 5 7 5 112 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 113 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 114 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 115 ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 116 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 117 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 118 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 119 ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1110ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1111ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1112ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1113ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1114ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1115ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1116ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1117ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1118ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1119ism SO: {{book,n!case},{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1120ism SO: {book,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1121ism SO: {n!case,{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1122ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1123ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1124ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1125ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1126ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1127ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 1128ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1129ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1130ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1131ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1132ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1133ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 1134ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1135ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 1136ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1137ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1138ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1139ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1140ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1141ipm SO: <{{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 121 dws SO: the, Input: [d]
1 3 5 7 5 122 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 123 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 124 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 125 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 126 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 127 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 128 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 129 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1210ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1211ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1212ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1213ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1214ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1215ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1216ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1217ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1218ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1219ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 1220ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1221ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1222ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1223ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1224ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1225ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 1226ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1227ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 1228ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1229ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1230ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1231ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1232ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1233ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 13ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 131 dws SO: the, Input: [d]
1 3 5 7 5 132 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 133 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 134 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 135 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 136 ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 137 ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 138 ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 139 ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1310ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1311ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1312ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1313ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1314ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1315ism SO: {{n!case,{book,n!case}},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1316ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1317ism SO: {{book,n!case},{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1318ism SO: {book,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1319ism SO: {n!case,{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1320ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1321ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1322ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1323ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 1324ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1325ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1326ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1327ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1328ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1329ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 1330ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1331ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 1332ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1333ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1334ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1335ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1336ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1337ipm SO: <{{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 14ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 141 dws SO: the, Input: [d]
1 3 5 7 5 142 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 143 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 144 ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 145 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 146 ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 147 ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 148 ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 149 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1410ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1411ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1412ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1413ism SO: {{n!case,{book,n!case}},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1414ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1415ism SO: {{book,n!case},{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1416ism SO: {book,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1417ism SO: {n!case,{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1418ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1419ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 1420ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1421ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1422ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1423ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1424ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1425ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 1426ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1427ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 1428ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1429ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1430ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1431ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1432ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1433ipm SO: <{book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 15ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 5 151 dws SO: the, Input: [d]
1 3 5 7 5 152 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 153 ism SO: {{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 154 ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 155 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 156 ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 157 ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 158 ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 159 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1510ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1511ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1512ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1513ism SO: {{n!case,{book,n!case}},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1514ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1515ism SO: {{book,n!case},{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1516ism SO: {book,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1517ism SO: {n!case,{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 5 1518ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1519ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 5 1520ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1521ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1522ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1523ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1524ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1525ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 1526ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1527ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 1528ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1529ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 1530ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 1531ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 1532ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 5 1533ipm SO: <{n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 16ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 161 dws SO: the, Input: [d]
1 3 5 7 5 162 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 5 163 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 5 164 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 5 165 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 5 166 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 5 167 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 168 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 5 169 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 5 17ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 171 dws SO: the, Input: [d]
1 3 5 7 5 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 181 dws SO: the, Input: [d]
1 3 5 7 5 182 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 5 183 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 5 184 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 5 185 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 5 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 5 191 dws SO: the, Input: [d]
1 3 5 7 5 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 201 dws SO: the, Input: [d]
1 3 5 7 5 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 5 211 dws SO: the, Input: [d]
1 3 5 7 5 212 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 5 213 ism SO: {{n!case,{n!case,{book,n!case}}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 5 214 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 5 215 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 5 216 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 5 217 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 5 218 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 5 219 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 5 2110ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 5 2111ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 2112ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 5 2113ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 2114ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 5 2115ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 2116ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 7 5 2117ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 5 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 221 dws SO: the, Input: [d]
1 3 5 7 5 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 5 231 dws SO: the, Input: [d]
1 3 5 7 5 232 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 5 233 ism SO: {{n!case,{book,n!case}},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 5 234 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 5 235 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 5 236 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 5 237 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 5 238 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 5 239 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 2310ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 5 2311ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 2312ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 7 5 2313ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 5 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 241 dws SO: the, Input: [d]
1 3 5 7 5 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 5 251 dws SO: the, Input: [d]
1 3 5 7 5 252 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 5 253 ism SO: {{book,n!case},<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 5 254 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 5 255 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 5 256 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 5 257 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 258 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 5 259 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 5 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 261 dws SO: the, Input: [d]
1 3 5 7 5 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 5 271 dws SO: the, Input: [d]
1 3 5 7 5 272 ism SO: {book,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 5 273 ism SO: {n!case,<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 5 274 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 5 275 ipm SO: <<{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 5 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 5 281 dws SO: the, Input: [d]
1 3 5 7 5 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 5 291 dws SO: the, Input: [d]
1 3 5 7 6 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 7 6 1 dws SO: the, Input: [d]
1 3 5 7 6 1 1 esm SO: {the,d}, Input: []
1 3 5 7 6 1 2 epm SO: <the,d>, Input: []
1 3 5 7 6 1 3 epm SO: <d,the>, Input: []
1 3 5 7 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 1 dws SO: the, Input: [d]
1 3 5 7 6 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 6 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 1 dws SO: the, Input: [d]
1 3 5 7 6 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 6 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 1 dws SO: the, Input: [d]
1 3 5 7 6 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 6 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 1 dws SO: the, Input: [d]
1 3 5 7 6 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 6 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 1 dws SO: the, Input: [d]
1 3 5 7 6 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 6 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 1 dws SO: the, Input: [d]
1 3 5 7 6 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 6 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 1 dws SO: the, Input: [d]
1 3 5 7 6 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 6 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 1 dws SO: the, Input: [d]
1 3 5 7 6 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 6 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 6 101 dws SO: the, Input: [d]
1 3 5 7 6 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 6 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 6 111 dws SO: the, Input: [d]
1 3 5 7 6 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 6 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 6 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 6 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 121 dws SO: the, Input: [d]
1 3 5 7 6 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 6 131 dws SO: the, Input: [d]
1 3 5 7 6 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 6 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 6 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 6 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 6 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 6 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 6 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 6 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 6 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 6 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 6 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 6 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 7 6 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 141 dws SO: the, Input: [d]
1 3 5 7 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 6 151 dws SO: the, Input: [d]
1 3 5 7 6 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 6 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 6 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 6 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 6 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 6 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 6 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 6 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 6 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 7 6 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 161 dws SO: the, Input: [d]
1 3 5 7 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 6 171 dws SO: the, Input: [d]
1 3 5 7 6 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 6 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 6 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 6 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 6 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 6 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 6 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 181 dws SO: the, Input: [d]
1 3 5 7 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 6 191 dws SO: the, Input: [d]
1 3 5 7 6 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 6 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 6 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 6 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 6 201 dws SO: the, Input: [d]
1 3 5 7 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 6 211 dws SO: the, Input: [d]
1 3 5 7 7 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 7 7 1 dws SO: the, Input: [d]
1 3 5 7 7 1 1 esm SO: {the,d}, Input: []
1 3 5 7 7 1 2 epm SO: <the,d>, Input: []
1 3 5 7 7 1 3 epm SO: <d,the>, Input: []
1 3 5 7 7 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 1 dws SO: the, Input: [d]
1 3 5 7 7 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 3 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 5 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 7 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 11ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 12ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 13ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 14ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 15ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 16ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 17ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 2 18ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 2 19ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 2 20ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 2 21ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 2 22ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 2 23ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 2 24ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 2 25ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 2 26ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 2 27ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 2 28ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 2 29ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 2 30ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 2 31ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 2 32ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 2 33ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 1 dws SO: the, Input: [d]
1 3 5 7 7 3 2 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 4 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 5 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 6 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 8 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 9 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 10ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 11ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 12ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 13ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 14ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 15ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 3 16ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 3 17ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 3 18ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 3 19ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 3 20ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 3 21ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 3 22ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 3 23ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 3 24ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 3 25ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 3 26ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 3 27ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 3 28ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 3 29ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 1 dws SO: the, Input: [d]
1 3 5 7 7 4 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 4 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 4 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 4 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 4 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 4 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 4 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 4 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 4 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 4 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 4 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 4 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 4 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 4 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 4 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 1 dws SO: the, Input: [d]
1 3 5 7 7 5 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 11ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 12ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 13ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 15ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 17ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 19ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 20ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 21ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 22ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 23ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 5 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 5 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 5 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 5 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 5 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 5 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 5 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 5 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 5 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 5 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 5 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 5 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 5 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 5 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 5 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 5 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 5 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 5 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 5 42ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 5 43ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 5 44ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 5 45ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 1 dws SO: the, Input: [d]
1 3 5 7 7 6 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 6 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 6 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 6 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 6 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 6 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 6 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 6 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 6 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 6 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 6 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 6 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 6 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 6 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 6 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 7 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 1 dws SO: the, Input: [d]
1 3 5 7 7 7 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 9 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 10ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 11ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 18ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 19ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 20ism SO: {book,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 21ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 7 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 7 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 7 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 7 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 7 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 7 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 7 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 7 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 7 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 7 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 7 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 7 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 7 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 7 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 7 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 7 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 7 38ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 7 39ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 7 40ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 7 41ipm SO: <{{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 1 dws SO: the, Input: [d]
1 3 5 7 7 8 2 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 3 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 4 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 5 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 6 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 8 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 9 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 10ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 11ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 12ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 13ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 14ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 15ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 8 16ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 8 17ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 8 18ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 8 19ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 8 20ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 8 21ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 8 22ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 8 23ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 8 24ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 8 25ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 8 26ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 8 27ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 8 28ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 8 29ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 9 ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 1 dws SO: the, Input: [d]
1 3 5 7 7 9 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 3 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 5 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 6 ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 7 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 8 ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 9 ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 10ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 12ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 14ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 15ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 16ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 17ism SO: {{book,n!case},{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 18ism SO: {book,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 19ism SO: {n!case,{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 9 20ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 9 21ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 9 22ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 9 23ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 9 24ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 9 25ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 9 26ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 9 27ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 9 28ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 9 29ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 9 30ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 9 31ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 9 32ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 9 33ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 9 34ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 9 35ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 9 36ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 9 37ipm SO: <{{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 101 dws SO: the, Input: [d]
1 3 5 7 7 102 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 103 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 104 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 105 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 106 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 107 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 108 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 109 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1010ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1011ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1012ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1013ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1014ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1015ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1016ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1017ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 1018ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 1019ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 1020ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1021ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 1022ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1023ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 1024ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1025ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 1026ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1027ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 1028ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 1029ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 11ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 111 dws SO: the, Input: [d]
1 3 5 7 7 112 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 113 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 114 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 115 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 116 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 117 ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 118 ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 119 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1110ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1111ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1112ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1113ism SO: {{n!case,{book,n!case}},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1114ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1115ism SO: {{book,n!case},{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1116ism SO: {book,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1117ism SO: {n!case,{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1118ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 1119ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 1120ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1121ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 1122ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 1123ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 1124ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1125ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 1126ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1127ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 1128ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1129ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 1130ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1131ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 1132ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 1133ipm SO: <{{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 12ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 121 dws SO: the, Input: [d]
1 3 5 7 7 122 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 123 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 124 ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 125 ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 126 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 127 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 128 ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 129 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1210ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1211ism SO: {{n!case,{book,n!case}},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1212ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1213ism SO: {{book,n!case},{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1214ism SO: {book,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1215ism SO: {n!case,{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1216ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 1217ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 1218ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 1219ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 1220ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1221ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 1222ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1223ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 1224ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1225ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 1226ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1227ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 1228ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 1229ipm SO: <{book,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 13ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 7 131 dws SO: the, Input: [d]
1 3 5 7 7 132 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 133 ism SO: {{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 134 ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 135 ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 136 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 137 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 138 ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 139 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1310ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1311ism SO: {{n!case,{book,n!case}},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1312ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1313ism SO: {{book,n!case},{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1314ism SO: {book,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1315ism SO: {n!case,{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 7 1316ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1317ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 7 1318ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 1319ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 1320ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1321ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 1322ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1323ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 1324ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1325ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 1326ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 1327ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 1328ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 7 1329ipm SO: <{n!case,{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 14ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 141 dws SO: the, Input: [d]
1 3 5 7 7 142 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 7 143 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 7 144 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 7 145 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 7 15ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 7 151 dws SO: the, Input: [d]
1 3 5 7 7 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 161 dws SO: the, Input: [d]
1 3 5 7 7 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 7 171 dws SO: the, Input: [d]
1 3 5 7 7 172 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 7 173 ism SO: {{n!case,{n!case,{book,n!case}}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 7 174 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 7 175 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 7 176 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 7 177 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 7 178 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 7 179 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 7 1710ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 7 1711ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 1712ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 7 1713ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 1714ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 7 1715ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 1716ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 7 7 1717ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 7 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 181 dws SO: the, Input: [d]
1 3 5 7 7 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 7 191 dws SO: the, Input: [d]
1 3 5 7 7 192 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 7 193 ism SO: {{n!case,{book,n!case}},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 7 194 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 7 195 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 7 196 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 7 197 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 7 198 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 7 199 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 1910ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 7 1911ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 1912ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 7 7 1913ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 7 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 201 dws SO: the, Input: [d]
1 3 5 7 7 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 7 211 dws SO: the, Input: [d]
1 3 5 7 7 212 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 7 213 ism SO: {{book,n!case},<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 7 214 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 7 215 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 7 216 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 7 217 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 218 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 7 219 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 7 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 221 dws SO: the, Input: [d]
1 3 5 7 7 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 7 231 dws SO: the, Input: [d]
1 3 5 7 7 232 ism SO: {book,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 7 233 ism SO: {n!case,<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 7 234 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 7 235 ipm SO: <<{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 7 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 7 241 dws SO: the, Input: [d]
1 3 5 7 7 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 7 251 dws SO: the, Input: [d]
1 3 5 7 8 ism SO: {book,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 7 8 1 dws SO: the, Input: [d]
1 3 5 7 8 1 1 esm SO: {the,d}, Input: []
1 3 5 7 8 1 2 epm SO: <the,d>, Input: []
1 3 5 7 8 1 3 epm SO: <d,the>, Input: []
1 3 5 7 8 2 ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 1 dws SO: the, Input: [d]
1 3 5 7 8 2 2 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 4 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 6 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 8 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 9 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 10ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 11ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 12ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 13ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 2 14ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 2 15ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 8 2 16ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 2 17ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 2 18ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 2 19ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 2 20ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 2 21ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 2 22ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 2 23ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 2 24ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 2 25ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 1 dws SO: the, Input: [d]
1 3 5 7 8 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 11ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 12ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 8 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 4 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 1 dws SO: the, Input: [d]
1 3 5 7 8 4 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 4 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 4 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 8 4 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 4 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 4 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 4 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 4 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 4 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 4 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 4 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 4 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 4 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 5 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 1 dws SO: the, Input: [d]
1 3 5 7 8 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 9 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 10ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 8 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 6 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 1 dws SO: the, Input: [d]
1 3 5 7 8 6 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 6 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 6 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 8 6 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 6 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 6 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 6 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 6 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 6 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 6 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 6 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 6 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 6 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 7 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 1 dws SO: the, Input: [d]
1 3 5 7 8 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 5 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 7 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 8 ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 10ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 12ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 14ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 16ism SO: {book,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 17ism SO: {n!case,{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 7 18ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 7 19ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 7 20ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 7 21ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 7 22ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 7 23ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 8 7 24ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 7 25ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 7 26ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 7 27ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 7 28ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 7 29ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 7 30ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 7 31ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 7 32ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 7 33ipm SO: <{{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 8 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 1 dws SO: the, Input: [d]
1 3 5 7 8 8 2 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 3 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 4 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 6 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 8 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 10ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 11ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 12ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 13ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 8 14ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 8 15ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 8 8 16ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 8 17ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 8 18ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 8 19ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 8 20ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 8 21ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 8 22ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 8 23ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 8 24ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 8 25ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 9 ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 1 dws SO: the, Input: [d]
1 3 5 7 8 9 2 ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 3 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 4 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 5 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 6 ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 8 ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 10ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 12ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 13ism SO: {{book,n!case},{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 14ism SO: {book,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 15ism SO: {n!case,{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 9 16ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 9 17ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 9 18ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 9 19ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 8 9 20ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 9 21ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 9 22ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 9 23ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 9 24ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 9 25ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 9 26ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 9 27ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 9 28ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 9 29ipm SO: <{{book,n!case},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 10ism SO: {book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 8 101 dws SO: the, Input: [d]
1 3 5 7 8 102 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 103 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 104 ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 106 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 108 ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 109 ism SO: {{n!case,{book,n!case}},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 1010ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 1011ism SO: {{book,n!case},{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 1012ism SO: {book,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 1013ism SO: {n!case,{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 1014ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 1015ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 8 1016ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 1017ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 1018ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 1019ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 1020ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 1021ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 1022ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 1023ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 1024ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 1025ipm SO: <{book,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 11ism SO: {n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 8 111 dws SO: the, Input: [d]
1 3 5 7 8 112 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 113 ism SO: {{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 114 ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 116 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 118 ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 119 ism SO: {{n!case,{book,n!case}},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 1110ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 1111ism SO: {{book,n!case},{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 1112ism SO: {book,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 1113ism SO: {n!case,{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 8 1114ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 1115ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 8 1116ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 1117ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 1118ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 1119ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 1120ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 1121ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 1122ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 1123ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 1124ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 8 1125ipm SO: <{n!case,{book,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 12ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 8 121 dws SO: the, Input: [d]
1 3 5 7 8 13ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 8 131 dws SO: the, Input: [d]
1 3 5 7 8 132 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 8 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 8 134 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 8 135 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 8 136 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 8 137 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 8 138 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 8 139 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 8 1310ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 8 1311ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 1312ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 8 1313ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 1314ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 8 1315ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 1316ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 7 8 1317ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 8 14ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 141 dws SO: the, Input: [d]
1 3 5 7 8 15ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 8 151 dws SO: the, Input: [d]
1 3 5 7 8 152 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 8 153 ism SO: {{n!case,{book,n!case}},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 8 154 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 8 155 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 8 156 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 8 157 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 8 158 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 8 159 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 1510ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 8 1511ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 1512ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 7 8 1513ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 8 16ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 161 dws SO: the, Input: [d]
1 3 5 7 8 17ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 8 171 dws SO: the, Input: [d]
1 3 5 7 8 172 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 8 173 ism SO: {{book,n!case},<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 8 174 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 8 175 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 8 176 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 8 177 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 178 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 8 179 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 8 18ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 181 dws SO: the, Input: [d]
1 3 5 7 8 19ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 8 191 dws SO: the, Input: [d]
1 3 5 7 8 192 ism SO: {book,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 8 193 ism SO: {n!case,<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 8 194 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 8 195 ipm SO: <<{book,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 8 20ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 8 201 dws SO: the, Input: [d]
1 3 5 7 8 21ipm SO: <{book,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 8 211 dws SO: the, Input: [d]
1 3 5 7 9 ism SO: {n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}, Input: [[the,d]]
1 3 5 7 9 1 dws SO: the, Input: [d]
1 3 5 7 9 1 1 esm SO: {the,d}, Input: []
1 3 5 7 9 1 2 epm SO: <the,d>, Input: []
1 3 5 7 9 1 3 epm SO: <d,the>, Input: []
1 3 5 7 9 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 1 dws SO: the, Input: [d]
1 3 5 7 9 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 2 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 2 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 9 2 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 2 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 2 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 2 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 2 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 2 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 2 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 2 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 2 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 2 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 3 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 1 dws SO: the, Input: [d]
1 3 5 7 9 3 2 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 3 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 4 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 5 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 6 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 7 ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 8 ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 9 ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 10ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 11ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 12ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 13ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 14ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 15ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 16ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 17ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 18ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 19ism SO: {{book,n!case},{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 20ism SO: {book,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 21ism SO: {n!case,{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 3 22ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 3 23ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 3 24ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 3 25ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 3 26ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 3 27ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 3 28ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 3 29ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 3 30ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 3 31ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 9 3 32ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 3 33ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 3 34ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 3 35ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 3 36ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 3 37ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 3 38ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 3 39ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 3 40ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 3 41ipm SO: <{{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 1 dws SO: the, Input: [d]
1 3 5 7 9 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 4 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 4 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 9 4 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 4 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 4 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 4 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 4 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 4 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 4 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 4 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 4 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 4 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 5 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 1 dws SO: the, Input: [d]
1 3 5 7 9 5 2 ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 3 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 4 ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 5 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 6 ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 7 ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 8 ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 9 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 10ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 11ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 12ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 13ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 14ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 15ism SO: {{n!case,{book,n!case}},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 16ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 17ism SO: {{book,n!case},{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 18ism SO: {book,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 19ism SO: {n!case,{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 5 20ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 5 21ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 5 22ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 5 23ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 5 24ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 5 25ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 5 26ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 5 27ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 9 5 28ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 5 29ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 5 30ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 5 31ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 5 32ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 5 33ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 5 34ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 5 35ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 5 36ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 5 37ipm SO: <{{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 1 dws SO: the, Input: [d]
1 3 5 7 9 6 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 6 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 6 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 9 6 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 6 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 6 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 6 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 6 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 6 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 6 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 6 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 6 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 6 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 7 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 1 dws SO: the, Input: [d]
1 3 5 7 9 7 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 3 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 5 ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 6 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 7 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 8 ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 9 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 10ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 11ism SO: {{n!case,{n!case,{book,n!case}}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 12ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 13ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 14ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 15ism SO: {{book,n!case},{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 16ism SO: {book,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 17ism SO: {n!case,{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 7 18ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 7 19ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 7 20ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 7 21ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 7 22ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 7 23ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 9 7 24ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 7 25ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 7 26ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 7 27ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 7 28ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 7 29ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 7 30ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 7 31ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 7 32ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 7 33ipm SO: <{{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 1 dws SO: the, Input: [d]
1 3 5 7 9 8 2 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 3 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 4 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 5 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 6 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 7 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 8 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 9 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 10ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 11ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 12ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 13ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 8 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 8 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 9 8 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 8 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 8 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 8 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 8 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 8 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 8 22ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 8 23ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 8 24ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 8 25ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 9 ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 1 dws SO: the, Input: [d]
1 3 5 7 9 9 2 ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 3 ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 4 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 5 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 6 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 7 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 8 ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 9 ism SO: {{n!case,{n!case,{book,n!case}}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 10ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 11ism SO: {{n!case,{book,n!case}},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 12ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 13ism SO: {{book,n!case},{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 14ism SO: {book,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 15ism SO: {n!case,{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 9 16ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 9 17ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 9 18ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 9 19ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 9 9 20ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 9 21ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 9 22ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 9 23ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 9 24ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 9 25ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 9 26ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 9 27ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 9 28ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 9 29ipm SO: <{{book,n!case},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 10ism SO: {book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 9 101 dws SO: the, Input: [d]
1 3 5 7 9 102 ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 103 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 104 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 105 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 106 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 107 ism SO: {{n!case,{n!case,{book,n!case}}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 108 ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 109 ism SO: {{n!case,{book,n!case}},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 1010ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 1011ism SO: {{book,n!case},{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 1012ism SO: {book,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 1013ism SO: {n!case,{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 1014ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 1015ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 9 1016ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 1017ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 1018ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 1019ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 1020ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 1021ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 1022ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 1023ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 1024ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 1025ipm SO: <{book,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 11ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}, Input: [[the,d]]
1 3 5 7 9 111 dws SO: the, Input: [d]
1 3 5 7 9 112 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 113 ism SO: {{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 114 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 115 ism SO: {{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 116 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 117 ism SO: {{n!case,{n!case,{book,n!case}}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 118 ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 119 ism SO: {{n!case,{book,n!case}},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 1110ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 1111ism SO: {{book,n!case},{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 1112ism SO: {book,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 1113ism SO: {n!case,{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}}}, Input: [[the,d]]
1 3 5 7 9 1114ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 1115ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}>, Input: [[the,d]]
1 3 5 7 9 1116ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 1117ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 1118ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 1119ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 1120ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 1121ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 1122ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 1123ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 1124ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},book>, Input: [[the,d]]
1 3 5 7 9 1125ipm SO: <{n!case,{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 12ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 121 dws SO: the, Input: [d]
1 3 5 7 9 13ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>, Input: [[the,d]]
1 3 5 7 9 131 dws SO: the, Input: [d]
1 3 5 7 9 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 9 133 ism SO: {{n!case,{n!case,{book,n!case}}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 9 134 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 9 135 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 9 136 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 9 137 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 9 138 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 9 139 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>}, Input: [[the,d]]
1 3 5 7 9 1310ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 9 1311ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 1312ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 9 1313ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 1314ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 9 1315ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 1316ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,book>, Input: [[the,d]]
1 3 5 7 9 1317ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{n!case,{book,n!case}}}}>,n!case>, Input: [[the,d]]
1 3 5 7 9 14ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 141 dws SO: the, Input: [d]
1 3 5 7 9 15ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 9 151 dws SO: the, Input: [d]
1 3 5 7 9 152 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 9 153 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 9 154 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 9 155 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 9 156 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 9 157 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 9 158 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 9 159 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 1510ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 9 1511ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 1512ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 7 9 1513ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 9 16ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 161 dws SO: the, Input: [d]
1 3 5 7 9 17ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 9 171 dws SO: the, Input: [d]
1 3 5 7 9 172 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 9 173 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 9 174 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 9 175 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 9 176 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 9 177 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 178 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 9 179 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 9 18ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 181 dws SO: the, Input: [d]
1 3 5 7 9 19ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 9 191 dws SO: the, Input: [d]
1 3 5 7 9 192 ism SO: {book,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 9 193 ism SO: {n!case,<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 9 194 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 9 195 ipm SO: <<{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 9 20ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},book>, Input: [[the,d]]
1 3 5 7 9 201 dws SO: the, Input: [d]
1 3 5 7 9 21ipm SO: <{n!case,{n!case,{n!case,{n!case,{book,n!case}}}}},n!case>, Input: [[the,d]]
1 3 5 7 9 211 dws SO: the, Input: [d]
1 3 5 7 10ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 7 101 dws SO: the, Input: [d]
1 3 5 7 101 1 esm SO: {the,d}, Input: []
1 3 5 7 101 2 epm SO: <the,d>, Input: []
1 3 5 7 101 3 epm SO: <d,the>, Input: []
1 3 5 7 11ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>, Input: [[the,d]]
1 3 5 7 111 dws SO: the, Input: [d]
1 3 5 7 111 1 esm SO: {the,d}, Input: []
1 3 5 7 111 2 epm SO: <the,d>, Input: []
1 3 5 7 111 3 epm SO: <d,the>, Input: []
1 3 5 7 112 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 112 1 dws SO: the, Input: [d]
1 3 5 7 112 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 112 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 112 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 112 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 112 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 112 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 112 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 112 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 112 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 112 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 7 112 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 112 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 112 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 112 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 112 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 7 112 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 113 ism SO: {{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 113 1 dws SO: the, Input: [d]
1 3 5 7 113 2 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 3 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 4 ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 5 ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 6 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 7 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 8 ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 9 ism SO: {{n!case,{book,n!case}},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 10ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 11ism SO: {{book,n!case},{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 12ism SO: {book,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 13ism SO: {n!case,{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 113 14ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 113 15ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 113 16ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 113 17ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 7 113 18ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 113 19ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 7 113 20ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 113 21ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 113 22ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 113 23ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 113 24ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 7 113 25ipm SO: <{{n!case,{book,n!case}},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 114 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 114 1 dws SO: the, Input: [d]
1 3 5 7 114 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 114 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 114 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 114 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 114 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 114 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 114 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 114 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 114 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 114 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 7 114 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 114 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 114 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 114 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 114 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 7 114 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 115 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 115 1 dws SO: the, Input: [d]
1 3 5 7 115 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 115 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 115 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 115 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 115 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 115 7 ism SO: {{n!case,{book,n!case}},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 115 8 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 115 9 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 115 10ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 115 11ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 115 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 115 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 7 115 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 115 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 7 115 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 115 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 115 18ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 115 19ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 115 20ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 7 115 21ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 116 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 116 1 dws SO: the, Input: [d]
1 3 5 7 116 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 116 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 116 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 116 5 ism SO: {{n!case,{book,n!case}},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 116 6 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 116 7 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 116 8 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 116 9 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 116 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 7 116 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 7 116 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 116 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 116 14ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 116 15ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 116 16ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 7 116 17ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 117 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}, Input: [[the,d]]
1 3 5 7 117 1 dws SO: the, Input: [d]
1 3 5 7 117 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 117 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 117 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 117 5 ism SO: {{n!case,{book,n!case}},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 117 6 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 117 7 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 117 8 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 117 9 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>}}, Input: [[the,d]]
1 3 5 7 117 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 117 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>>, Input: [[the,d]]
1 3 5 7 117 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 117 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 117 14ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 117 15ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 117 16ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},book>, Input: [[the,d]]
1 3 5 7 117 17ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>},n!case>, Input: [[the,d]]
1 3 5 7 118 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 118 1 dws SO: the, Input: [d]
1 3 5 7 119 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 119 1 dws SO: the, Input: [d]
1 3 5 7 119 2 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 119 3 ism SO: {{book,n!case},<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 119 4 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 119 5 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 119 6 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 119 7 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 119 8 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 119 9 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 1110ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 11101 dws SO: the, Input: [d]
1 3 5 7 1111ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 11111 dws SO: the, Input: [d]
1 3 5 7 11112 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 7 11113 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 7 11114 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 11115 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 1112ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,book>, Input: [[the,d]]
1 3 5 7 11121 dws SO: the, Input: [d]
1 3 5 7 1113ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{n!case,{book,n!case}}}>,n!case>, Input: [[the,d]]
1 3 5 7 11131 dws SO: the, Input: [d]
1 3 5 7 12ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 7 121 dws SO: the, Input: [d]
1 3 5 7 121 1 esm SO: {the,d}, Input: []
1 3 5 7 121 2 epm SO: <the,d>, Input: []
1 3 5 7 121 3 epm SO: <d,the>, Input: []
1 3 5 7 13ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 7 131 dws SO: the, Input: [d]
1 3 5 7 131 1 esm SO: {the,d}, Input: []
1 3 5 7 131 2 epm SO: <the,d>, Input: []
1 3 5 7 131 3 epm SO: <d,the>, Input: []
1 3 5 7 132 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 132 1 dws SO: the, Input: [d]
1 3 5 7 132 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 132 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 132 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 132 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 132 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 132 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 132 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 7 132 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 7 132 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 7 132 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 132 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 7 132 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 7 133 ism SO: {{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 133 1 dws SO: the, Input: [d]
1 3 5 7 133 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 133 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 133 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 133 5 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 133 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 133 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 133 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 133 9 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 133 10ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 133 11ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 7 133 12ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 7 133 13ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 7 133 14ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 7 133 15ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 133 16ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 7 133 17ipm SO: <{{book,n!case},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 7 134 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 134 1 dws SO: the, Input: [d]
1 3 5 7 134 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 134 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 134 4 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 134 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 134 6 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 134 7 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 134 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 7 134 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 7 134 10ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 7 134 11ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 134 12ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 7 134 13ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 7 135 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 7 135 1 dws SO: the, Input: [d]
1 3 5 7 135 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 135 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 135 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 135 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 135 6 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 135 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 7 135 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 7 135 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 7 135 10ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 7 135 11ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 7 135 12ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 7 135 13ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 7 136 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 136 1 dws SO: the, Input: [d]
1 3 5 7 137 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 7 137 1 dws SO: the, Input: [d]
1 3 5 7 137 2 ism SO: {book,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 7 137 3 ism SO: {n!case,<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 7 137 4 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 137 5 ipm SO: <<<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 138 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 7 138 1 dws SO: the, Input: [d]
1 3 5 7 139 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 7 139 1 dws SO: the, Input: [d]
1 3 5 7 14ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 7 141 dws SO: the, Input: [d]
1 3 5 7 141 1 esm SO: {the,d}, Input: []
1 3 5 7 141 2 epm SO: <the,d>, Input: []
1 3 5 7 141 3 epm SO: <d,the>, Input: []
1 3 5 7 15ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>, Input: [[the,d]]
1 3 5 7 151 dws SO: the, Input: [d]
1 3 5 7 151 1 esm SO: {the,d}, Input: []
1 3 5 7 151 2 epm SO: <the,d>, Input: []
1 3 5 7 151 3 epm SO: <d,the>, Input: []
1 3 5 7 152 ism SO: {book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 152 1 dws SO: the, Input: [d]
1 3 5 7 152 2 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 7 152 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 7 152 4 ism SO: {book,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 7 152 5 ism SO: {n!case,{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 7 152 6 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 7 152 7 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 7 152 8 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 7 152 9 ipm SO: <{book,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 7 153 ism SO: {n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 7 153 1 dws SO: the, Input: [d]
1 3 5 7 153 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 7 153 3 ism SO: {<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 7 153 4 ism SO: {book,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 7 153 5 ism SO: {n!case,{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 7 153 6 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 7 153 7 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 7 153 8 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 7 153 9 ipm SO: <{n!case,<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 7 154 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 7 154 1 dws SO: the, Input: [d]
1 3 5 7 155 ipm SO: <<{n!case,{n!case,{n!case,{book,n!case}}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 7 155 1 dws SO: the, Input: [d]
1 3 5 7 16ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},book>, Input: [[the,d]]
1 3 5 7 161 dws SO: the, Input: [d]
1 3 5 7 161 1 esm SO: {the,d}, Input: []
1 3 5 7 161 2 epm SO: <the,d>, Input: []
1 3 5 7 161 3 epm SO: <d,the>, Input: []
1 3 5 7 17ipm SO: <{n!case,{n!case,{n!case,{book,n!case}}}},n!case>, Input: [[the,d]]
1 3 5 7 171 dws SO: the, Input: [d]
1 3 5 7 171 1 esm SO: {the,d}, Input: []
1 3 5 7 171 2 epm SO: <the,d>, Input: []
1 3 5 7 171 3 epm SO: <d,the>, Input: []
1 3 5 8 ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [[the,d]]
1 3 5 8 1 dws SO: the, Input: [d]
1 3 5 8 1 1 esm SO: {the,d}, Input: []
1 3 5 8 1 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 5 8 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 8 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 8 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 8 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 8 1 2 epm SO: <the,d>, Input: []
1 3 5 8 1 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 5 8 1 3 epm SO: <d,the>, Input: []
1 3 5 8 1 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 5 9 ipm SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [[the,d]]
1 3 5 9 1 dws SO: the, Input: [d]
1 3 5 9 1 1 esm SO: {the,d}, Input: []
1 3 5 9 1 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [{the,d}]
1 3 5 9 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 9 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 9 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 9 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 9 1 2 epm SO: <the,d>, Input: []
1 3 5 9 1 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<the,d>]
1 3 5 9 1 3 epm SO: <d,the>, Input: []
1 3 5 9 1 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>, Input: [<d,the>]
1 3 5 9 2 ism SO: {n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 9 2 1 dws SO: the, Input: [d]
1 3 5 9 2 1 1 esm SO: {the,d}, Input: []
1 3 5 9 2 1 2 epm SO: <the,d>, Input: []
1 3 5 9 2 1 3 epm SO: <d,the>, Input: []
1 3 5 9 2 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 2 2 1 dws SO: the, Input: [d]
1 3 5 9 2 2 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 2 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 2 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 2 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 2 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 2 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 2 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 2 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 2 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 2 2 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 2 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 2 2 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 2 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 2 2 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 2 2 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 3 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 2 3 1 dws SO: the, Input: [d]
1 3 5 9 2 3 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 3 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 4 ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 5 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 6 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 7 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 8 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 9 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 10ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 11ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 12ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 13ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 3 14ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 2 3 15ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 3 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 2 3 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 2 3 18ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 3 19ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 2 3 20ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 3 21ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 2 3 22ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 3 23ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 2 3 24ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 2 3 25ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 2 4 1 dws SO: the, Input: [d]
1 3 5 9 2 4 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 4 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 4 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 4 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 4 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 4 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 4 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 4 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 4 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 4 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 2 4 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 4 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 2 4 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 4 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 2 4 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 2 4 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 2 5 1 dws SO: the, Input: [d]
1 3 5 9 2 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 5 3 ism SO: {book,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 5 5 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 5 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 5 8 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 5 10ism SO: {book,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 5 11ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 5 12ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 2 5 13ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 2 5 14ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 5 15ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 2 5 16ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 5 17ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 2 5 18ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 5 19ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 2 5 20ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 2 5 21ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 6 ism SO: {book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 2 6 1 dws SO: the, Input: [d]
1 3 5 9 2 6 2 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 6 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 6 4 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 6 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 6 6 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 6 7 ism SO: {{book,n!case},{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 6 8 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 6 9 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 6 10ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 2 6 11ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 2 6 12ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 6 13ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 2 6 14ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 6 15ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 2 6 16ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 2 6 17ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 2 7 1 dws SO: the, Input: [d]
1 3 5 9 2 7 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 7 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 7 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 7 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 7 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 7 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 7 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 2 7 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 7 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 2 7 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 7 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 2 7 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 7 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 2 7 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 2 7 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 2 8 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 9 2 8 1 dws SO: the, Input: [d]
1 3 5 9 2 9 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 2 9 1 dws SO: the, Input: [d]
1 3 5 9 2 9 2 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 2 9 3 ism SO: {{book,n!case},<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 2 9 4 ism SO: {book,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 2 9 5 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 2 9 6 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 5 9 2 9 7 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 5 9 2 9 8 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 5 9 2 9 9 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 5 9 2 10ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 9 2 101 dws SO: the, Input: [d]
1 3 5 9 2 11ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 9 2 111 dws SO: the, Input: [d]
1 3 5 9 2 112 ism SO: {book,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 5 9 2 113 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 5 9 2 114 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 9 2 115 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 9 2 12ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 9 2 121 dws SO: the, Input: [d]
1 3 5 9 2 13ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 9 2 131 dws SO: the, Input: [d]
1 3 5 9 3 ism SO: {{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 9 3 1 dws SO: the, Input: [d]
1 3 5 9 3 1 1 esm SO: {the,d}, Input: []
1 3 5 9 3 1 2 epm SO: <the,d>, Input: []
1 3 5 9 3 1 3 epm SO: <d,the>, Input: []
1 3 5 9 3 2 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 3 2 1 dws SO: the, Input: [d]
1 3 5 9 3 2 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 3 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 5 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 7 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 9 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 10ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 12ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 2 14ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 2 15ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 2 16ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 2 17ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 3 2 18ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 2 19ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 2 20ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 2 21ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 3 2 22ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 2 23ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 2 24ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 2 25ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 3 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 3 3 1 dws SO: the, Input: [d]
1 3 5 9 3 3 2 ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 3 3 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 3 4 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 3 5 ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 3 6 ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 3 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 3 8 ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 3 9 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 3 10ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 3 11ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 3 12ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 3 13ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 3 3 14ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 3 15ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 3 16ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 3 17ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 3 3 18ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 3 19ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 3 20ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 3 21ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 4 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 3 4 1 dws SO: the, Input: [d]
1 3 5 9 3 4 2 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 4 3 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 4 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 4 5 ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 4 6 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 4 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 4 8 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 4 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 4 10ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 4 11ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 4 12ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 4 13ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 3 4 14ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 4 15ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 4 16ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 4 17ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 3 4 18ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 4 19ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 4 20ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 4 21ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 3 5 1 dws SO: the, Input: [d]
1 3 5 9 3 5 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 3 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 4 ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 5 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 6 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 7 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 8 ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 9 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 10ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 11ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 12ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 13ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 14ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 15ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 5 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 3 5 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 5 18ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 5 19ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 5 20ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 5 21ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 3 5 22ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 5 23ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 5 24ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 5 25ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 3 5 26ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 5 27ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 5 28ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 5 29ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 6 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 3 6 1 dws SO: the, Input: [d]
1 3 5 9 3 6 2 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 6 3 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 6 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 6 5 ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 6 6 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 6 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 6 8 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 6 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 6 10ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 6 11ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 6 12ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 6 13ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 3 6 14ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 6 15ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 6 16ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 6 17ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 3 6 18ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 6 19ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 6 20ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 6 21ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 7 ism SO: {{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 3 7 1 dws SO: the, Input: [d]
1 3 5 9 3 7 2 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 3 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 4 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 5 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 6 ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 7 ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 8 ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 9 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 10ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 11ism SO: {{book,n!case},{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 12ism SO: {book,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 13ism SO: {n!case,{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 7 14ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 7 15ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 7 16ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 7 17ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 3 7 18ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 7 19ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 7 20ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 7 21ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 3 7 22ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 7 23ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 7 24ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 7 25ipm SO: <{{book,n!case},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 8 ism SO: {book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 3 8 1 dws SO: the, Input: [d]
1 3 5 9 3 8 2 ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 8 3 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 8 4 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 8 5 ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 8 6 ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 8 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 8 8 ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 8 9 ism SO: {{book,n!case},{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 8 10ism SO: {book,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 8 11ism SO: {n!case,{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 8 12ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 8 13ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 3 8 14ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 8 15ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 8 16ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 8 17ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 3 8 18ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 8 19ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 8 20ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 8 21ipm SO: <{book,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 9 ism SO: {n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 3 9 1 dws SO: the, Input: [d]
1 3 5 9 3 9 2 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 9 3 ism SO: {{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 9 4 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 9 5 ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 9 6 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 9 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 9 8 ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 9 9 ism SO: {{book,n!case},{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 9 10ism SO: {book,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 9 11ism SO: {n!case,{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 3 9 12ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 9 13ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 3 9 14ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 9 15ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 9 16ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 9 17ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 3 9 18ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 9 19ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 9 20ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 3 9 21ipm SO: <{n!case,{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 3 10ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 101 dws SO: the, Input: [d]
1 3 5 9 3 102 ism SO: {book,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 5 9 3 103 ism SO: {n!case,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 5 9 3 104 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 9 3 105 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 9 3 11ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 9 3 111 dws SO: the, Input: [d]
1 3 5 9 3 12ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 9 3 121 dws SO: the, Input: [d]
1 3 5 9 3 13ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 3 131 dws SO: the, Input: [d]
1 3 5 9 3 132 ism SO: {n!case,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 3 133 ism SO: {{book,n!case},<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 3 134 ism SO: {book,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 3 135 ism SO: {n!case,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 3 136 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 5 9 3 137 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 138 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 5 9 3 139 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 5 9 3 14ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 9 3 141 dws SO: the, Input: [d]
1 3 5 9 3 15ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 9 3 151 dws SO: the, Input: [d]
1 3 5 9 3 152 ism SO: {book,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 5 9 3 153 ism SO: {n!case,<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 5 9 3 154 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 9 3 155 ipm SO: <<{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 9 3 16ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 9 3 161 dws SO: the, Input: [d]
1 3 5 9 3 17ipm SO: <{{book,n!case},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 9 3 171 dws SO: the, Input: [d]
1 3 5 9 4 ism SO: {book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 9 4 1 dws SO: the, Input: [d]
1 3 5 9 4 1 1 esm SO: {the,d}, Input: []
1 3 5 9 4 1 2 epm SO: <the,d>, Input: []
1 3 5 9 4 1 3 epm SO: <d,the>, Input: []
1 3 5 9 4 2 ism SO: {book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 4 2 1 dws SO: the, Input: [d]
1 3 5 9 4 2 2 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 2 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 2 4 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 2 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 2 6 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 2 7 ism SO: {{book,n!case},{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 2 8 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 2 9 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 2 10ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 2 11ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 4 2 12ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 2 13ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 4 2 14ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 2 15ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 4 2 16ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 2 17ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 3 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 4 3 1 dws SO: the, Input: [d]
1 3 5 9 4 3 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 3 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 4 ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 5 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 6 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 7 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 8 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 9 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 10ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 11ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 12ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 13ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 3 14ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 4 3 15ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 3 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 4 3 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 3 18ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 3 19ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 4 3 20ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 3 21ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 4 3 22ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 3 23ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 4 3 24ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 3 25ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 4 ism SO: {n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 4 4 1 dws SO: the, Input: [d]
1 3 5 9 4 4 2 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 4 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 4 4 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 4 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 4 6 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 4 7 ism SO: {{book,n!case},{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 4 8 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 4 9 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 4 10ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 4 11ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 4 4 12ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 4 13ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 4 4 14ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 4 15ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 4 4 16ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 4 17ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 5 ism SO: {{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 4 5 1 dws SO: the, Input: [d]
1 3 5 9 4 5 2 ism SO: {{book,n!case},{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 5 3 ism SO: {book,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 5 4 ism SO: {n!case,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 5 5 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 5 6 ism SO: {book,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 5 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 5 8 ism SO: {n!case,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 5 9 ism SO: {{book,n!case},{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 5 10ism SO: {book,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 5 11ism SO: {n!case,{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 5 12ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 4 5 13ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 5 14ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 5 15ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 4 5 16ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 5 17ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 4 5 18ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 5 19ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 4 5 20ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 5 21ipm SO: <{{book,n!case},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 6 ism SO: {book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 4 6 1 dws SO: the, Input: [d]
1 3 5 9 4 6 2 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 6 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 6 4 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 6 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 6 6 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 6 7 ism SO: {{book,n!case},{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 6 8 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 6 9 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 6 10ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 6 11ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 4 6 12ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 6 13ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 4 6 14ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 6 15ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 4 6 16ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 6 17ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 7 ism SO: {n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 4 7 1 dws SO: the, Input: [d]
1 3 5 9 4 7 2 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 7 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 7 4 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 7 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 7 6 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 7 7 ism SO: {{book,n!case},{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 7 8 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 7 9 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 4 7 10ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 7 11ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 4 7 12ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 7 13ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 4 7 14ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 7 15ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 4 7 16ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 4 7 17ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 4 8 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 9 4 8 1 dws SO: the, Input: [d]
1 3 5 9 4 9 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 4 9 1 dws SO: the, Input: [d]
1 3 5 9 4 9 2 ism SO: {n!case,<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 4 9 3 ism SO: {{book,n!case},<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 4 9 4 ism SO: {book,<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 4 9 5 ism SO: {n!case,<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 4 9 6 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 5 9 4 9 7 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 5 9 4 9 8 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 5 9 4 9 9 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 5 9 4 10ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 9 4 101 dws SO: the, Input: [d]
1 3 5 9 4 11ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 9 4 111 dws SO: the, Input: [d]
1 3 5 9 4 112 ism SO: {book,<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 5 9 4 113 ism SO: {n!case,<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 5 9 4 114 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 9 4 115 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 9 4 12ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 9 4 121 dws SO: the, Input: [d]
1 3 5 9 4 13ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 9 4 131 dws SO: the, Input: [d]
1 3 5 9 5 ism SO: {n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}, Input: [[the,d]]
1 3 5 9 5 1 dws SO: the, Input: [d]
1 3 5 9 5 1 1 esm SO: {the,d}, Input: []
1 3 5 9 5 1 2 epm SO: <the,d>, Input: []
1 3 5 9 5 1 3 epm SO: <d,the>, Input: []
1 3 5 9 5 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 5 2 1 dws SO: the, Input: [d]
1 3 5 9 5 2 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 2 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 2 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 2 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 2 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 2 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 2 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 2 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 2 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 2 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 5 2 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 2 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 5 2 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 2 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 5 2 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 5 2 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 3 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 5 3 1 dws SO: the, Input: [d]
1 3 5 9 5 3 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 3 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 4 ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 5 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 6 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 7 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 8 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 9 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 10ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 11ism SO: {{book,n!case},{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 12ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 13ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 3 14ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 5 3 15ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 3 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 5 3 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 5 3 18ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 3 19ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 5 3 20ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 3 21ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 5 3 22ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 3 23ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 5 3 24ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 5 3 25ipm SO: <{<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 4 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 5 4 1 dws SO: the, Input: [d]
1 3 5 9 5 4 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 4 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 4 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 4 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 4 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 4 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 4 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 4 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 4 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 4 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 5 4 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 4 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 5 4 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 4 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 5 4 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 5 4 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 5 ism SO: {{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 5 5 1 dws SO: the, Input: [d]
1 3 5 9 5 5 2 ism SO: {{book,n!case},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 5 3 ism SO: {book,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 5 4 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 5 5 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 5 6 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 5 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 5 8 ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 5 9 ism SO: {{book,n!case},{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 5 10ism SO: {book,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 5 11ism SO: {n!case,{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 5 12ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 5 5 13ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 5 5 14ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 5 15ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 5 5 16ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 5 17ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 5 5 18ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 5 19ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 5 5 20ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 5 5 21ipm SO: <{{book,n!case},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 6 ism SO: {book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 5 6 1 dws SO: the, Input: [d]
1 3 5 9 5 6 2 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 6 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 6 4 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 6 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 6 6 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 6 7 ism SO: {{book,n!case},{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 6 8 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 6 9 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 6 10ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 5 6 11ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 5 6 12ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 6 13ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 5 6 14ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 6 15ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 5 6 16ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 5 6 17ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 7 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}, Input: [[the,d]]
1 3 5 9 5 7 1 dws SO: the, Input: [d]
1 3 5 9 5 7 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 7 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 7 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 7 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 7 6 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 7 7 ism SO: {{book,n!case},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 7 8 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 7 9 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}}}, Input: [[the,d]]
1 3 5 9 5 7 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 7 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}>, Input: [[the,d]]
1 3 5 9 5 7 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 7 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 5 7 14ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 7 15ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},{book,n!case}>, Input: [[the,d]]
1 3 5 9 5 7 16ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},book>, Input: [[the,d]]
1 3 5 9 5 7 17ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>}},n!case>, Input: [[the,d]]
1 3 5 9 5 8 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 9 5 8 1 dws SO: the, Input: [d]
1 3 5 9 5 9 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>, Input: [[the,d]]
1 3 5 9 5 9 1 dws SO: the, Input: [d]
1 3 5 9 5 9 2 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 5 9 3 ism SO: {{book,n!case},<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 5 9 4 ism SO: {book,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 5 9 5 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>}, Input: [[the,d]]
1 3 5 9 5 9 6 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 5 9 5 9 7 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,{book,n!case}>, Input: [[the,d]]
1 3 5 9 5 9 8 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,book>, Input: [[the,d]]
1 3 5 9 5 9 9 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>>,n!case>, Input: [[the,d]]
1 3 5 9 5 10ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 9 5 101 dws SO: the, Input: [d]
1 3 5 9 5 11ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>, Input: [[the,d]]
1 3 5 9 5 111 dws SO: the, Input: [d]
1 3 5 9 5 112 ism SO: {book,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 5 9 5 113 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>}, Input: [[the,d]]
1 3 5 9 5 114 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 9 5 115 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 9 5 12ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},book>, Input: [[the,d]]
1 3 5 9 5 121 dws SO: the, Input: [d]
1 3 5 9 5 13ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>},n!case>, Input: [[the,d]]
1 3 5 9 5 131 dws SO: the, Input: [d]
1 3 5 9 6 ipm SO: <<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 9 6 1 dws SO: the, Input: [d]
1 3 5 9 6 1 1 esm SO: {the,d}, Input: []
1 3 5 9 6 1 2 epm SO: <the,d>, Input: []
1 3 5 9 6 1 3 epm SO: <d,the>, Input: []
1 3 5 9 7 ipm SO: <<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>, Input: [[the,d]]
1 3 5 9 7 1 dws SO: the, Input: [d]
1 3 5 9 7 1 1 esm SO: {the,d}, Input: []
1 3 5 9 7 1 2 epm SO: <the,d>, Input: []
1 3 5 9 7 1 3 epm SO: <d,the>, Input: []
1 3 5 9 7 2 ism SO: {book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 9 7 2 1 dws SO: the, Input: [d]
1 3 5 9 7 2 2 ism SO: {book,{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 5 9 7 2 3 ism SO: {<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 5 9 7 2 4 ism SO: {book,{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 5 9 7 2 5 ism SO: {n!case,{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 5 9 7 2 6 ipm SO: <{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 5 9 7 2 7 ipm SO: <{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 3 5 9 7 2 8 ipm SO: <{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 5 9 7 2 9 ipm SO: <{book,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 9 7 3 ism SO: {n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}, Input: [[the,d]]
1 3 5 9 7 3 1 dws SO: the, Input: [d]
1 3 5 9 7 3 2 ism SO: {n!case,{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 5 9 7 3 3 ism SO: {<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 5 9 7 3 4 ism SO: {book,{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 5 9 7 3 5 ism SO: {n!case,{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>}}, Input: [[the,d]]
1 3 5 9 7 3 6 ipm SO: <{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 9 7 3 7 ipm SO: <{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>>, Input: [[the,d]]
1 3 5 9 7 3 8 ipm SO: <{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},book>, Input: [[the,d]]
1 3 5 9 7 3 9 ipm SO: <{n!case,<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 9 7 4 ipm SO: <<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,book>, Input: [[the,d]]
1 3 5 9 7 4 1 dws SO: the, Input: [d]
1 3 5 9 7 5 ipm SO: <<<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 9 7 5 1 dws SO: the, Input: [d]
1 3 5 9 8 ipm SO: <<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,book>, Input: [[the,d]]
1 3 5 9 8 1 dws SO: the, Input: [d]
1 3 5 9 8 1 1 esm SO: {the,d}, Input: []
1 3 5 9 8 1 2 epm SO: <the,d>, Input: []
1 3 5 9 8 1 3 epm SO: <d,the>, Input: []
1 3 5 9 9 ipm SO: <<{n!case,{n!case,{book,n!case}}},{n!case,{book,n!case}}>,n!case>, Input: [[the,d]]
1 3 5 9 9 1 dws SO: the, Input: [d]
1 3 5 9 9 1 1 esm SO: {the,d}, Input: []
1 3 5 9 9 1 2 epm SO: <the,d>, Input: []
1 3 5 9 9 1 3 epm SO: <d,the>, Input: []
1 3 5 10ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [[the,d]]
1 3 5 101 dws SO: the, Input: [d]
1 3 5 101 1 esm SO: {the,d}, Input: []
1 3 5 101 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 5 101 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 101 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 101 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 101 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 101 2 epm SO: <the,d>, Input: []
1 3 5 101 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 5 101 3 epm SO: <d,the>, Input: []
1 3 5 101 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 5 11ipm SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [[the,d]]
1 3 5 111 dws SO: the, Input: [d]
1 3 5 111 1 esm SO: {the,d}, Input: []
1 3 5 111 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [{the,d}]
1 3 5 111 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 111 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 111 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 111 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 111 2 epm SO: <the,d>, Input: []
1 3 5 111 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<the,d>]
1 3 5 111 3 epm SO: <d,the>, Input: []
1 3 5 111 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},{book,n!case}>, Input: [<d,the>]
1 3 5 112 ism SO: {book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 112 1 dws SO: the, Input: [d]
1 3 5 112 1 1 esm SO: {the,d}, Input: []
1 3 5 112 1 2 epm SO: <the,d>, Input: []
1 3 5 112 1 3 epm SO: <d,the>, Input: []
1 3 5 112 2 ism SO: {book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 112 2 1 dws SO: the, Input: [d]
1 3 5 112 2 2 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 2 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 2 4 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 2 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 2 6 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 2 7 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 2 8 ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 112 2 9 ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 5 112 2 10ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 112 2 11ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 112 2 12ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 112 2 13ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 112 3 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 112 3 1 dws SO: the, Input: [d]
1 3 5 112 3 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 3 3 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 3 4 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 3 5 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 3 6 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 3 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 3 8 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 3 9 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 3 10ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 112 3 11ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 112 3 12ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 112 3 13ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 5 112 3 14ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 112 3 15ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 112 3 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 112 3 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 112 4 ism SO: {book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 112 4 1 dws SO: the, Input: [d]
1 3 5 112 4 2 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 4 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 4 4 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 4 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 4 6 ism SO: {book,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 4 7 ism SO: {n!case,{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 4 8 ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 112 4 9 ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 5 112 4 10ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 112 4 11ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 112 4 12ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 112 4 13ipm SO: <{book,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 112 5 ism SO: {n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 112 5 1 dws SO: the, Input: [d]
1 3 5 112 5 2 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 5 3 ism SO: {{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 5 4 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 5 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 5 6 ism SO: {book,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 5 7 ism SO: {n!case,{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 112 5 8 ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 112 5 9 ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 5 112 5 10ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 112 5 11ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 112 5 12ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 112 5 13ipm SO: <{n!case,{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 112 6 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 112 6 1 dws SO: the, Input: [d]
1 3 5 112 7 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 112 7 1 dws SO: the, Input: [d]
1 3 5 112 7 2 ism SO: {book,<{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 5 112 7 3 ism SO: {n!case,<{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 5 112 7 4 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 5 112 7 5 ipm SO: <<{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 5 112 8 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 112 8 1 dws SO: the, Input: [d]
1 3 5 112 9 ipm SO: <{book,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 112 9 1 dws SO: the, Input: [d]
1 3 5 113 ism SO: {n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}, Input: [[the,d]]
1 3 5 113 1 dws SO: the, Input: [d]
1 3 5 113 1 1 esm SO: {the,d}, Input: []
1 3 5 113 1 2 epm SO: <the,d>, Input: []
1 3 5 113 1 3 epm SO: <d,the>, Input: []
1 3 5 113 2 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 113 2 1 dws SO: the, Input: [d]
1 3 5 113 2 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 2 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 2 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 2 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 2 6 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 2 7 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 2 8 ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 113 2 9 ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 5 113 2 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 113 2 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 113 2 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 113 2 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 113 3 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 113 3 1 dws SO: the, Input: [d]
1 3 5 113 3 2 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 3 3 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 3 4 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 3 5 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 3 6 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 3 7 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 3 8 ism SO: {book,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 3 9 ism SO: {n!case,{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 3 10ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 113 3 11ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 113 3 12ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 113 3 13ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 5 113 3 14ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 113 3 15ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 113 3 16ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 113 3 17ipm SO: <{<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 113 4 ism SO: {book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 113 4 1 dws SO: the, Input: [d]
1 3 5 113 4 2 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 4 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 4 4 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 4 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 4 6 ism SO: {book,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 4 7 ism SO: {n!case,{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 4 8 ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 113 4 9 ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 5 113 4 10ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 113 4 11ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 113 4 12ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 113 4 13ipm SO: <{book,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 113 5 ism SO: {n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}, Input: [[the,d]]
1 3 5 113 5 1 dws SO: the, Input: [d]
1 3 5 113 5 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 5 3 ism SO: {{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 5 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 5 5 ism SO: {<{n!case,{n!case,{book,n!case}}},{book,n!case}>,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 5 6 ism SO: {book,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 5 7 ism SO: {n!case,{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}}}, Input: [[the,d]]
1 3 5 113 5 8 ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 113 5 9 ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}>, Input: [[the,d]]
1 3 5 113 5 10ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 113 5 11ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 113 5 12ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 5 113 5 13ipm SO: <{n!case,{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 5 113 6 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 113 6 1 dws SO: the, Input: [d]
1 3 5 113 7 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>, Input: [[the,d]]
1 3 5 113 7 1 dws SO: the, Input: [d]
1 3 5 113 7 2 ism SO: {book,<{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 5 113 7 3 ism SO: {n!case,<{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>}, Input: [[the,d]]
1 3 5 113 7 4 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 5 113 7 5 ipm SO: <<{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},<{n!case,{n!case,{book,n!case}}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 5 113 8 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},book>, Input: [[the,d]]
1 3 5 113 8 1 dws SO: the, Input: [d]
1 3 5 113 9 ipm SO: <{n!case,<{n!case,{n!case,{book,n!case}}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 5 113 9 1 dws SO: the, Input: [d]
1 3 5 114 ipm SO: <<{n!case,{n!case,{book,n!case}}},{book,n!case}>,book>, Input: [[the,d]]
1 3 5 114 1 dws SO: the, Input: [d]
1 3 5 114 1 1 esm SO: {the,d}, Input: []
1 3 5 114 1 2 epm SO: <the,d>, Input: []
1 3 5 114 1 3 epm SO: <d,the>, Input: []
1 3 5 115 ipm SO: <<{n!case,{n!case,{book,n!case}}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 5 115 1 dws SO: the, Input: [d]
1 3 5 115 1 1 esm SO: {the,d}, Input: []
1 3 5 115 1 2 epm SO: <the,d>, Input: []
1 3 5 115 1 3 epm SO: <d,the>, Input: []
1 3 5 12ipm SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [[the,d]]
1 3 5 121 dws SO: the, Input: [d]
1 3 5 121 1 esm SO: {the,d}, Input: []
1 3 5 121 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [{the,d}]
1 3 5 121 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 121 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 121 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 121 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 121 2 epm SO: <the,d>, Input: []
1 3 5 121 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<the,d>]
1 3 5 121 3 epm SO: <d,the>, Input: []
1 3 5 121 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},book>, Input: [<d,the>]
1 3 5 13ipm SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [[the,d]]
1 3 5 131 dws SO: the, Input: [d]
1 3 5 131 1 esm SO: {the,d}, Input: []
1 3 5 131 1 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [{the,d}]
1 3 5 131 1 2 ism SO: {the,{the,d}}, Input: []
1 3 5 131 1 3 ism SO: {d,{the,d}}, Input: []
1 3 5 131 1 4 ipm SO: <{the,d},the>, Input: []
1 3 5 131 1 5 ipm SO: <{the,d},d>, Input: []
1 3 5 131 2 epm SO: <the,d>, Input: []
1 3 5 131 2 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<the,d>]
1 3 5 131 3 epm SO: <d,the>, Input: []
1 3 5 131 3 1 uws SO: <{n!case,{n!case,{book,n!case}}},n!case>, Input: [<d,the>]
1 3 6 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [[the,d]]
1 3 6 1 dws SO: the, Input: [d]
1 3 6 1 1 esm SO: {the,d}, Input: []
1 3 6 1 1 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [{the,d}]
1 3 6 1 1 1 1 esm SO: {<{n!case,{book,n!case}},n!case>,{the,d}}, Input: []
1 3 6 1 1 1 2 epm SO: <<{n!case,{book,n!case}},n!case>,{the,d}>, Input: []
1 3 6 1 1 1 3 epm SO: <{the,d},<{n!case,{book,n!case}},n!case>>, Input: []
1 3 6 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 6 1 1 2 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [{the,{the,d}}]
1 3 6 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 3 6 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 3 6 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 3 6 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 3 6 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 3 6 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 3 6 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 3 6 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 3 6 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 6 1 1 3 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [{d,{the,d}}]
1 3 6 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 3 6 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 3 6 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 3 6 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 3 6 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 3 6 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 3 6 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 3 6 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 3 6 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 6 1 1 4 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},the>]
1 3 6 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 6 1 1 5 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},d>]
1 3 6 1 2 epm SO: <the,d>, Input: []
1 3 6 1 2 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [<the,d>]
1 3 6 1 2 1 1 esm SO: {<{n!case,{book,n!case}},n!case>,<the,d>}, Input: []
1 3 6 1 2 1 2 epm SO: <<{n!case,{book,n!case}},n!case>,<the,d>>, Input: []
1 3 6 1 2 1 3 epm SO: <<the,d>,<{n!case,{book,n!case}},n!case>>, Input: []
1 3 6 1 3 epm SO: <d,the>, Input: []
1 3 6 1 3 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [<d,the>]
1 3 6 1 3 1 1 esm SO: {<{n!case,{book,n!case}},n!case>,<d,the>}, Input: []
1 3 6 1 3 1 2 epm SO: <<{n!case,{book,n!case}},n!case>,<d,the>>, Input: []
1 3 6 1 3 1 3 epm SO: <<d,the>,<{n!case,{book,n!case}},n!case>>, Input: []
1 3 7 ipm SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [[the,d]]
1 3 7 1 dws SO: the, Input: [d]
1 3 7 1 1 esm SO: {the,d}, Input: []
1 3 7 1 1 1 uws SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [{the,d}]
1 3 7 1 1 1 1 esm SO: {<{n!case,{book,n!case}},{book,n!case}>,{the,d}}, Input: []
1 3 7 1 1 1 2 ism SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 3 7 1 1 1 3 ism SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 3 7 1 1 1 4 epm SO: <<{n!case,{book,n!case}},{book,n!case}>,{the,d}>, Input: []
1 3 7 1 1 1 5 epm SO: <{the,d},<{n!case,{book,n!case}},{book,n!case}>>, Input: []
1 3 7 1 1 1 6 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [{the,d}]
1 3 7 1 1 1 7 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [{the,d}]
1 3 7 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 7 1 1 2 1 uws SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [{the,{the,d}}]
1 3 7 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 3 7 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 3 7 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 3 7 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 3 7 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 3 7 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 3 7 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 3 7 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 3 7 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 7 1 1 3 1 uws SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [{d,{the,d}}]
1 3 7 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 3 7 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 3 7 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 3 7 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 3 7 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 3 7 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 3 7 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 3 7 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 3 7 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 7 1 1 4 1 uws SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<{the,d},the>]
1 3 7 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 7 1 1 5 1 uws SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<{the,d},d>]
1 3 7 1 2 epm SO: <the,d>, Input: []
1 3 7 1 2 1 uws SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<the,d>]
1 3 7 1 2 1 1 esm SO: {<{n!case,{book,n!case}},{book,n!case}>,<the,d>}, Input: []
1 3 7 1 2 1 2 ism SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 3 7 1 2 1 3 ism SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 3 7 1 2 1 4 epm SO: <<{n!case,{book,n!case}},{book,n!case}>,<the,d>>, Input: []
1 3 7 1 2 1 5 epm SO: <<the,d>,<{n!case,{book,n!case}},{book,n!case}>>, Input: []
1 3 7 1 2 1 6 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [<the,d>]
1 3 7 1 2 1 7 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [<the,d>]
1 3 7 1 3 epm SO: <d,the>, Input: []
1 3 7 1 3 1 uws SO: <{n!case,{book,n!case}},{book,n!case}>, Input: [<d,the>]
1 3 7 1 3 1 1 esm SO: {<{n!case,{book,n!case}},{book,n!case}>,<d,the>}, Input: []
1 3 7 1 3 1 2 ism SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 3 7 1 3 1 3 ism SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 3 7 1 3 1 4 epm SO: <<{n!case,{book,n!case}},{book,n!case}>,<d,the>>, Input: []
1 3 7 1 3 1 5 epm SO: <<d,the>,<{n!case,{book,n!case}},{book,n!case}>>, Input: []
1 3 7 1 3 1 6 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [<d,the>]
1 3 7 1 3 1 7 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [<d,the>]
1 3 7 2 ism SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [[the,d]]
1 3 7 2 1 dws SO: the, Input: [d]
1 3 7 2 1 1 esm SO: {the,d}, Input: []
1 3 7 2 1 1 1 uws SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 3 7 2 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 7 2 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 7 2 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 7 2 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 7 2 1 2 epm SO: <the,d>, Input: []
1 3 7 2 1 2 1 uws SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 3 7 2 1 3 epm SO: <d,the>, Input: []
1 3 7 2 1 3 1 uws SO: {book,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 3 7 2 2 ism SO: {book,{book,<{n!case,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 3 7 2 2 1 dws SO: the, Input: [d]
1 3 7 2 2 1 1 esm SO: {the,d}, Input: []
1 3 7 2 2 1 2 epm SO: <the,d>, Input: []
1 3 7 2 2 1 3 epm SO: <d,the>, Input: []
1 3 7 2 2 2 ism SO: {book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 2 2 1 dws SO: the, Input: [d]
1 3 7 2 2 2 2 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 2 3 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 2 4 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 2 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 2 6 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 2 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 2 8 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 2 9 ism SO: {n!case,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 2 10ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 2 11ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 2 2 12ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 2 13ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 2 2 14ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 2 15ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 2 2 16ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 2 17ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 2 3 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 2 3 1 dws SO: the, Input: [d]
1 3 7 2 2 3 2 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 3 ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 5 ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 6 ism SO: {n!case,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 7 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 8 ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 9 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 10ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 11ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 12ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 13ism SO: {n!case,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 3 14ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 2 3 15ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 3 16ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 2 3 17ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 3 18ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 2 3 19ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 2 3 20ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 3 21ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 2 3 22ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 3 23ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 2 3 24ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 3 25ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 2 4 ism SO: {book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 2 4 1 dws SO: the, Input: [d]
1 3 7 2 2 4 2 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 4 3 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 4 4 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 4 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 4 6 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 4 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 4 8 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 4 9 ism SO: {n!case,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 4 10ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 4 11ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 2 4 12ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 4 13ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 2 4 14ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 4 15ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 2 4 16ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 4 17ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 2 5 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 2 5 1 dws SO: the, Input: [d]
1 3 7 2 2 5 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 5 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 5 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 5 5 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 5 6 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 5 7 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 5 8 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 5 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 5 10ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 5 11ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 5 12ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 2 5 13ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 5 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 2 5 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 2 5 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 5 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 2 5 18ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 5 19ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 2 5 20ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 5 21ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 2 6 ism SO: {book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 2 6 1 dws SO: the, Input: [d]
1 3 7 2 2 6 2 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 6 3 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 6 4 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 6 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 6 6 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 6 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 6 8 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 6 9 ism SO: {n!case,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 6 10ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 6 11ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 2 6 12ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 6 13ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 2 6 14ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 6 15ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 2 6 16ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 6 17ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 2 7 ism SO: {n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 2 7 1 dws SO: the, Input: [d]
1 3 7 2 2 7 2 ism SO: {n!case,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 7 3 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 7 4 ism SO: {book,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 7 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 7 6 ism SO: {book,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 7 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 7 8 ism SO: {book,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 7 9 ism SO: {n!case,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 2 7 10ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 2 7 11ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 2 7 12ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 7 13ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 2 7 14ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 7 15ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 2 7 16ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 2 7 17ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 2 8 ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 2 2 8 1 dws SO: the, Input: [d]
1 3 7 2 2 9 ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 2 9 1 dws SO: the, Input: [d]
1 3 7 2 2 9 2 ism SO: {book,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 2 9 3 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 2 9 4 ism SO: {book,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 2 9 5 ism SO: {n!case,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 2 9 6 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 2 2 9 7 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 2 9 8 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 2 2 9 9 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 2 2 10ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 2 2 101 dws SO: the, Input: [d]
1 3 7 2 2 11ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 2 111 dws SO: the, Input: [d]
1 3 7 2 2 112 ism SO: {book,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 2 113 ism SO: {n!case,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 2 114 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 2 2 115 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 2 2 12ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 2 2 121 dws SO: the, Input: [d]
1 3 7 2 2 13ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 2 2 131 dws SO: the, Input: [d]
1 3 7 2 3 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 3 7 2 3 1 dws SO: the, Input: [d]
1 3 7 2 3 1 1 esm SO: {the,d}, Input: []
1 3 7 2 3 1 2 epm SO: <the,d>, Input: []
1 3 7 2 3 1 3 epm SO: <d,the>, Input: []
1 3 7 2 3 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 3 2 1 dws SO: the, Input: [d]
1 3 7 2 3 2 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 5 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 6 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 7 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 8 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 9 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 10ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 11ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 12ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 13ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 2 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 2 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 2 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 2 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 3 2 18ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 2 19ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 2 20ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 2 21ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 3 2 22ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 2 23ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 2 24ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 2 25ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 3 3 1 dws SO: the, Input: [d]
1 3 7 2 3 3 2 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 3 3 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 3 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 3 5 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 3 6 ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 3 7 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 3 8 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 3 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 3 10ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 3 11ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 3 12ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 3 13ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 3 3 14ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 3 15ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 3 16ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 3 17ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 3 3 18ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 3 19ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 3 20ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 3 21ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 3 4 1 dws SO: the, Input: [d]
1 3 7 2 3 4 2 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 4 3 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 4 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 4 5 ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 4 6 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 4 7 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 4 8 ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 4 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 4 10ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 4 11ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 4 12ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 4 13ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 3 4 14ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 4 15ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 4 16ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 4 17ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 3 4 18ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 4 19ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 4 20ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 4 21ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 3 5 1 dws SO: the, Input: [d]
1 3 7 2 3 5 2 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 3 ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 5 ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 6 ism SO: {n!case,{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 7 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 8 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 9 ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 10ism SO: {n!case,{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 11ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 12ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 13ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 14ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 15ism SO: {n!case,{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 5 16ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 3 5 17ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 5 18ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 5 19ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 5 20ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 5 21ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 3 5 22ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 5 23ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 5 24ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 5 25ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 3 5 26ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 5 27ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 5 28ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 5 29ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 6 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 3 6 1 dws SO: the, Input: [d]
1 3 7 2 3 6 2 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 6 3 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 6 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 6 5 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 6 6 ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 6 7 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 6 8 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 6 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 6 10ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 6 11ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 6 12ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 6 13ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 3 6 14ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 6 15ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 6 16ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 6 17ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 3 6 18ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 6 19ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 6 20ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 6 21ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 3 7 1 dws SO: the, Input: [d]
1 3 7 2 3 7 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 5 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 6 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 7 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 8 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 9 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 10ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 11ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 12ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 13ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 7 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 7 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 7 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 7 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 3 7 18ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 7 19ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 7 20ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 7 21ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 3 7 22ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 7 23ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 7 24ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 7 25ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 8 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 3 8 1 dws SO: the, Input: [d]
1 3 7 2 3 8 2 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 8 3 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 8 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 8 5 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 8 6 ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 8 7 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 8 8 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 8 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 8 10ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 8 11ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 8 12ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 8 13ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 3 8 14ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 8 15ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 8 16ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 8 17ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 3 8 18ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 8 19ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 8 20ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 8 21ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 9 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 3 9 1 dws SO: the, Input: [d]
1 3 7 2 3 9 2 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 9 3 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 9 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 9 5 ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 9 6 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 9 7 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 9 8 ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 9 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 9 10ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 9 11ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 3 9 12ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 9 13ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 3 9 14ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 9 15ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 9 16ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 9 17ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 3 9 18ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 9 19ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 9 20ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 3 9 21ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 3 10ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 101 dws SO: the, Input: [d]
1 3 7 2 3 102 ism SO: {book,<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 3 103 ism SO: {n!case,<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 3 104 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 2 3 105 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 2 3 11ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 2 3 111 dws SO: the, Input: [d]
1 3 7 2 3 12ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 2 3 121 dws SO: the, Input: [d]
1 3 7 2 3 13ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 3 131 dws SO: the, Input: [d]
1 3 7 2 3 132 ism SO: {book,<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 3 133 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 3 134 ism SO: {book,<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 3 135 ism SO: {n!case,<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 3 136 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 2 3 137 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 138 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 2 3 139 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 2 3 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 2 3 141 dws SO: the, Input: [d]
1 3 7 2 3 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 3 151 dws SO: the, Input: [d]
1 3 7 2 3 152 ism SO: {book,<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 3 153 ism SO: {n!case,<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 3 154 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 2 3 155 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 2 3 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 2 3 161 dws SO: the, Input: [d]
1 3 7 2 3 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 2 3 171 dws SO: the, Input: [d]
1 3 7 2 4 ism SO: {book,{book,<{n!case,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 3 7 2 4 1 dws SO: the, Input: [d]
1 3 7 2 4 1 1 esm SO: {the,d}, Input: []
1 3 7 2 4 1 2 epm SO: <the,d>, Input: []
1 3 7 2 4 1 3 epm SO: <d,the>, Input: []
1 3 7 2 4 2 ism SO: {book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 4 2 1 dws SO: the, Input: [d]
1 3 7 2 4 2 2 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 2 3 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 2 4 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 2 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 2 6 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 2 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 2 8 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 2 9 ism SO: {n!case,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 2 10ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 2 11ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 4 2 12ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 2 13ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 4 2 14ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 2 15ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 4 2 16ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 2 17ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 4 3 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 4 3 1 dws SO: the, Input: [d]
1 3 7 2 4 3 2 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 3 ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 5 ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 6 ism SO: {n!case,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 7 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 8 ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 9 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 10ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 11ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 12ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 13ism SO: {n!case,{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 3 14ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 4 3 15ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 3 16ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 4 3 17ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 3 18ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 4 3 19ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 4 3 20ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 3 21ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 4 3 22ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 3 23ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 4 3 24ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 3 25ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 4 4 ism SO: {book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 4 4 1 dws SO: the, Input: [d]
1 3 7 2 4 4 2 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 4 3 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 4 4 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 4 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 4 6 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 4 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 4 8 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 4 9 ism SO: {n!case,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 4 10ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 4 11ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 4 4 12ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 4 13ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 4 4 14ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 4 15ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 4 4 16ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 4 17ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 4 5 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 4 5 1 dws SO: the, Input: [d]
1 3 7 2 4 5 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 5 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 5 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 5 5 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 5 6 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 5 7 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 5 8 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 5 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 5 10ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 5 11ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 5 12ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 4 5 13ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 5 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 4 5 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 4 5 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 5 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 4 5 18ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 5 19ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 4 5 20ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 5 21ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 4 6 ism SO: {book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 4 6 1 dws SO: the, Input: [d]
1 3 7 2 4 6 2 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 6 3 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 6 4 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 6 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 6 6 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 6 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 6 8 ism SO: {book,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 6 9 ism SO: {n!case,{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 6 10ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 6 11ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 4 6 12ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 6 13ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 4 6 14ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 6 15ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 4 6 16ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 6 17ipm SO: <{book,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 4 7 ism SO: {n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 4 7 1 dws SO: the, Input: [d]
1 3 7 2 4 7 2 ism SO: {n!case,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 7 3 ism SO: {{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 7 4 ism SO: {book,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 7 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 7 6 ism SO: {book,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 7 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 7 8 ism SO: {book,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 7 9 ism SO: {n!case,{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 4 7 10ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 4 7 11ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 4 7 12ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 7 13ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 4 7 14ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 7 15ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 4 7 16ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 4 7 17ipm SO: <{n!case,{book,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 4 8 ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 2 4 8 1 dws SO: the, Input: [d]
1 3 7 2 4 9 ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 4 9 1 dws SO: the, Input: [d]
1 3 7 2 4 9 2 ism SO: {book,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 4 9 3 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 4 9 4 ism SO: {book,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 4 9 5 ism SO: {n!case,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 4 9 6 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 2 4 9 7 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 4 9 8 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 2 4 9 9 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 2 4 10ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 2 4 101 dws SO: the, Input: [d]
1 3 7 2 4 11ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 4 111 dws SO: the, Input: [d]
1 3 7 2 4 112 ism SO: {book,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 4 113 ism SO: {n!case,<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 4 114 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 2 4 115 ipm SO: <<{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 2 4 12ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 2 4 121 dws SO: the, Input: [d]
1 3 7 2 4 13ipm SO: <{book,{book,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 2 4 131 dws SO: the, Input: [d]
1 3 7 2 5 ism SO: {n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 3 7 2 5 1 dws SO: the, Input: [d]
1 3 7 2 5 1 1 esm SO: {the,d}, Input: []
1 3 7 2 5 1 2 epm SO: <the,d>, Input: []
1 3 7 2 5 1 3 epm SO: <d,the>, Input: []
1 3 7 2 5 2 ism SO: {n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 5 2 1 dws SO: the, Input: [d]
1 3 7 2 5 2 2 ism SO: {n!case,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 2 3 ism SO: {{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 2 4 ism SO: {n!case,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 2 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 2 6 ism SO: {book,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 2 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 2 8 ism SO: {book,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 2 9 ism SO: {n!case,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 2 10ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 2 11ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 5 2 12ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 2 13ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 5 2 14ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 2 15ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 5 2 16ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 2 17ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 3 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 5 3 1 dws SO: the, Input: [d]
1 3 7 2 5 3 2 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 3 ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 5 ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 6 ism SO: {n!case,{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 7 ism SO: {{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 8 ism SO: {n!case,{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 9 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 10ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 11ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 12ism SO: {book,{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 13ism SO: {n!case,{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 3 14ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 5 3 15ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 3 16ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 5 3 17ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 3 18ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 3 19ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 5 3 20ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 3 21ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 5 3 22ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 3 23ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 5 3 24ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 3 25ipm SO: <{{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 4 ism SO: {book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 5 4 1 dws SO: the, Input: [d]
1 3 7 2 5 4 2 ism SO: {book,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 4 3 ism SO: {{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 4 4 ism SO: {n!case,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 4 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 4 6 ism SO: {book,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 4 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 4 8 ism SO: {book,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 4 9 ism SO: {n!case,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 4 10ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 4 11ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 5 4 12ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 4 13ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 5 4 14ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 4 15ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 5 4 16ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 4 17ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 5 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 5 5 1 dws SO: the, Input: [d]
1 3 7 2 5 5 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 5 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 5 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 5 5 ism SO: {{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 5 6 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 5 7 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 5 8 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 5 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 5 10ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 5 11ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 5 12ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 5 5 13ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 5 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 5 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 5 5 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 5 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 5 5 18ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 5 19ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 5 5 20ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 5 21ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 6 ism SO: {book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 5 6 1 dws SO: the, Input: [d]
1 3 7 2 5 6 2 ism SO: {book,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 6 3 ism SO: {{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 6 4 ism SO: {n!case,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 6 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 6 6 ism SO: {book,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 6 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 6 8 ism SO: {book,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 6 9 ism SO: {n!case,{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 6 10ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 6 11ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 5 6 12ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 6 13ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 5 6 14ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 6 15ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 5 6 16ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 6 17ipm SO: <{book,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 7 ism SO: {n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 2 5 7 1 dws SO: the, Input: [d]
1 3 7 2 5 7 2 ism SO: {n!case,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 7 3 ism SO: {{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 7 4 ism SO: {n!case,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 7 5 ism SO: {{book,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 7 6 ism SO: {book,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 7 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 7 8 ism SO: {book,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 7 9 ism SO: {n!case,{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 2 5 7 10ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 7 11ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 2 5 7 12ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 7 13ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 5 7 14ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 7 15ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 5 7 16ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 2 5 7 17ipm SO: <{n!case,{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 2 5 8 ipm SO: <{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 2 5 8 1 dws SO: the, Input: [d]
1 3 7 2 5 9 ipm SO: <{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 2 5 9 1 dws SO: the, Input: [d]
1 3 7 2 5 9 2 ism SO: {book,<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 5 9 3 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 5 9 4 ism SO: {book,<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 5 9 5 ism SO: {n!case,<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 2 5 9 6 ipm SO: <<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 2 5 9 7 ipm SO: <<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 5 9 8 ipm SO: <<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 2 5 9 9 ipm SO: <<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},{book,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 2 5 10ipm SO: <{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 2 5 101 dws SO: the, Input: [d]
1 3 7 2 5 11ipm SO: <{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 5 111 dws SO: the, Input: [d]
1 3 7 2 5 112 ism SO: {book,<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 5 113 ism SO: {n!case,<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 5 114 ipm SO: <<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 2 5 115 ipm SO: <<{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 2 5 12ipm SO: <{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 2 5 121 dws SO: the, Input: [d]
1 3 7 2 5 13ipm SO: <{n!case,{book,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 2 5 131 dws SO: the, Input: [d]
1 3 7 2 6 ipm SO: <{book,<{n!case,{book,n!case}},{book,n!case}>},book>, Input: [[the,d]]
1 3 7 2 6 1 dws SO: the, Input: [d]
1 3 7 2 6 1 1 esm SO: {the,d}, Input: []
1 3 7 2 6 1 2 epm SO: <the,d>, Input: []
1 3 7 2 6 1 3 epm SO: <d,the>, Input: []
1 3 7 2 7 ipm SO: <{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 2 7 1 dws SO: the, Input: [d]
1 3 7 2 7 1 1 esm SO: {the,d}, Input: []
1 3 7 2 7 1 2 epm SO: <the,d>, Input: []
1 3 7 2 7 1 3 epm SO: <d,the>, Input: []
1 3 7 2 7 2 ism SO: {book,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 7 2 1 dws SO: the, Input: [d]
1 3 7 2 7 2 2 ism SO: {book,{book,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 2 7 2 3 ism SO: {<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>,{book,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 2 7 2 4 ism SO: {book,{book,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 2 7 2 5 ism SO: {n!case,{book,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 2 7 2 6 ipm SO: <{book,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 3 7 2 7 2 7 ipm SO: <{book,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>>, Input: [[the,d]]
1 3 7 2 7 2 8 ipm SO: <{book,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 3 7 2 7 2 9 ipm SO: <{book,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 3 7 2 7 3 ism SO: {n!case,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 2 7 3 1 dws SO: the, Input: [d]
1 3 7 2 7 3 2 ism SO: {n!case,{n!case,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 2 7 3 3 ism SO: {<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>,{n!case,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 2 7 3 4 ism SO: {book,{n!case,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 2 7 3 5 ism SO: {n!case,{n!case,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 2 7 3 6 ipm SO: <{n!case,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 3 7 2 7 3 7 ipm SO: <{n!case,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>>, Input: [[the,d]]
1 3 7 2 7 3 8 ipm SO: <{n!case,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 3 7 2 7 3 9 ipm SO: <{n!case,<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 3 7 2 7 4 ipm SO: <<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 2 7 4 1 dws SO: the, Input: [d]
1 3 7 2 7 5 ipm SO: <<{book,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 2 7 5 1 dws SO: the, Input: [d]
1 3 7 2 8 ipm SO: <{book,<{n!case,{book,n!case}},{book,n!case}>},book>, Input: [[the,d]]
1 3 7 2 8 1 dws SO: the, Input: [d]
1 3 7 2 8 1 1 esm SO: {the,d}, Input: []
1 3 7 2 8 1 2 epm SO: <the,d>, Input: []
1 3 7 2 8 1 3 epm SO: <d,the>, Input: []
1 3 7 2 9 ipm SO: <{book,<{n!case,{book,n!case}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 7 2 9 1 dws SO: the, Input: [d]
1 3 7 2 9 1 1 esm SO: {the,d}, Input: []
1 3 7 2 9 1 2 epm SO: <the,d>, Input: []
1 3 7 2 9 1 3 epm SO: <d,the>, Input: []
1 3 7 3 ism SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [[the,d]]
1 3 7 3 1 dws SO: the, Input: [d]
1 3 7 3 1 1 esm SO: {the,d}, Input: []
1 3 7 3 1 1 1 uws SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [{the,d}]
1 3 7 3 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 7 3 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 7 3 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 7 3 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 7 3 1 2 epm SO: <the,d>, Input: []
1 3 7 3 1 2 1 uws SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<the,d>]
1 3 7 3 1 3 epm SO: <d,the>, Input: []
1 3 7 3 1 3 1 uws SO: {n!case,<{n!case,{book,n!case}},{book,n!case}>}, Input: [<d,the>]
1 3 7 3 2 ism SO: {n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 3 7 3 2 1 dws SO: the, Input: [d]
1 3 7 3 2 1 1 esm SO: {the,d}, Input: []
1 3 7 3 2 1 2 epm SO: <the,d>, Input: []
1 3 7 3 2 1 3 epm SO: <d,the>, Input: []
1 3 7 3 2 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 2 2 1 dws SO: the, Input: [d]
1 3 7 3 2 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 2 3 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 2 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 2 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 2 8 ism SO: {book,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 2 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 2 10ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 2 11ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 2 2 12ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 2 13ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 2 2 14ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 2 15ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 2 2 16ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 2 2 17ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 3 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 2 3 1 dws SO: the, Input: [d]
1 3 7 3 2 3 2 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 3 ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 5 ism SO: {book,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 6 ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 7 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 8 ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 9 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 10ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 11ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 12ism SO: {book,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 13ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 3 14ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 2 3 15ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 3 16ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 2 3 17ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 2 3 18ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 3 19ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 2 3 20ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 3 21ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 2 3 22ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 3 23ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 2 3 24ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 2 3 25ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 2 4 1 dws SO: the, Input: [d]
1 3 7 3 2 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 4 3 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 4 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 4 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 4 8 ism SO: {book,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 4 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 4 10ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 4 11ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 2 4 12ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 4 13ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 2 4 14ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 4 15ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 2 4 16ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 2 4 17ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 5 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 2 5 1 dws SO: the, Input: [d]
1 3 7 3 2 5 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 5 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 5 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 5 5 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 5 6 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 5 7 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 5 8 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 5 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 5 10ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 5 11ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 5 12ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 2 5 13ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 2 5 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 5 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 2 5 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 5 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 2 5 18ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 5 19ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 2 5 20ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 2 5 21ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 6 ism SO: {book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 2 6 1 dws SO: the, Input: [d]
1 3 7 3 2 6 2 ism SO: {book,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 6 3 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 6 4 ism SO: {n!case,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 6 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 6 6 ism SO: {n!case,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 6 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 6 8 ism SO: {book,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 6 9 ism SO: {n!case,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 6 10ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 2 6 11ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 2 6 12ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 6 13ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 2 6 14ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 6 15ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 2 6 16ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 2 6 17ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 7 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 2 7 1 dws SO: the, Input: [d]
1 3 7 3 2 7 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 7 3 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 7 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 7 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 7 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 7 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 7 8 ism SO: {book,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 7 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 2 7 10ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 7 11ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 2 7 12ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 7 13ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 2 7 14ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 7 15ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 2 7 16ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 2 7 17ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 2 8 ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 3 2 8 1 dws SO: the, Input: [d]
1 3 7 3 2 9 ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 2 9 1 dws SO: the, Input: [d]
1 3 7 3 2 9 2 ism SO: {n!case,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 2 9 3 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 2 9 4 ism SO: {book,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 2 9 5 ism SO: {n!case,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 2 9 6 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 3 2 9 7 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 2 9 8 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 3 2 9 9 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 3 2 10ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 3 2 101 dws SO: the, Input: [d]
1 3 7 3 2 11ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 2 111 dws SO: the, Input: [d]
1 3 7 3 2 112 ism SO: {book,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 2 113 ism SO: {n!case,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 2 114 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 3 2 115 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 3 2 12ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 3 2 121 dws SO: the, Input: [d]
1 3 7 3 2 13ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 3 2 131 dws SO: the, Input: [d]
1 3 7 3 3 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 3 7 3 3 1 dws SO: the, Input: [d]
1 3 7 3 3 1 1 esm SO: {the,d}, Input: []
1 3 7 3 3 1 2 epm SO: <the,d>, Input: []
1 3 7 3 3 1 3 epm SO: <d,the>, Input: []
1 3 7 3 3 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 3 2 1 dws SO: the, Input: [d]
1 3 7 3 3 2 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 5 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 6 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 7 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 8 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 9 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 10ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 11ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 12ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 13ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 2 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 2 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 2 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 2 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 3 2 18ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 2 19ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 2 20ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 2 21ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 3 2 22ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 2 23ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 2 24ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 2 25ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 3 3 1 dws SO: the, Input: [d]
1 3 7 3 3 3 2 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 3 3 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 3 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 3 5 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 3 6 ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 3 7 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 3 8 ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 3 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 3 10ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 3 11ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 3 12ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 3 13ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 3 3 14ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 3 15ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 3 16ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 3 17ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 3 3 18ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 3 19ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 3 20ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 3 21ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 3 4 1 dws SO: the, Input: [d]
1 3 7 3 3 4 2 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 4 3 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 4 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 4 5 ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 4 6 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 4 7 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 4 8 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 4 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 4 10ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 4 11ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 4 12ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 4 13ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 3 4 14ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 4 15ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 4 16ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 4 17ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 3 4 18ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 4 19ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 4 20ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 4 21ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 3 5 1 dws SO: the, Input: [d]
1 3 7 3 3 5 2 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 3 ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 5 ism SO: {book,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 6 ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 7 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 8 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 9 ism SO: {book,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 10ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 11ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 12ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 13ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 14ism SO: {book,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 15ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 5 16ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 3 5 17ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 5 18ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 5 19ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 5 20ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 5 21ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 3 5 22ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 5 23ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 5 24ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 5 25ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 3 5 26ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 5 27ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 5 28ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 5 29ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 6 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 3 6 1 dws SO: the, Input: [d]
1 3 7 3 3 6 2 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 6 3 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 6 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 6 5 ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 6 6 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 6 7 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 6 8 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 6 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 6 10ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 6 11ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 6 12ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 6 13ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 3 6 14ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 6 15ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 6 16ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 6 17ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 3 6 18ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 6 19ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 6 20ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 6 21ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 3 7 1 dws SO: the, Input: [d]
1 3 7 3 3 7 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 5 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 6 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 7 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 8 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 9 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 10ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 11ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 12ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 13ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 7 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 7 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 7 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 7 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 3 7 18ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 7 19ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 7 20ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 7 21ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 3 7 22ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 7 23ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 7 24ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 7 25ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 8 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 3 8 1 dws SO: the, Input: [d]
1 3 7 3 3 8 2 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 8 3 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 8 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 8 5 ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 8 6 ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 8 7 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 8 8 ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 8 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 8 10ism SO: {book,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 8 11ism SO: {n!case,{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 8 12ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 8 13ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 3 8 14ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 8 15ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 8 16ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 8 17ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 3 8 18ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 8 19ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 8 20ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 8 21ipm SO: <{book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 9 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 3 9 1 dws SO: the, Input: [d]
1 3 7 3 3 9 2 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 9 3 ism SO: {{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 9 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 9 5 ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 9 6 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 9 7 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 9 8 ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 9 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 9 10ism SO: {book,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 9 11ism SO: {n!case,{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 3 9 12ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 9 13ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 3 9 14ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 9 15ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 9 16ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 9 17ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 3 9 18ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 9 19ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 9 20ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 3 9 21ipm SO: <{n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 3 10ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 101 dws SO: the, Input: [d]
1 3 7 3 3 102 ism SO: {book,<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 3 103 ism SO: {n!case,<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 3 104 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 3 3 105 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 3 3 11ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 3 3 111 dws SO: the, Input: [d]
1 3 7 3 3 12ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 3 3 121 dws SO: the, Input: [d]
1 3 7 3 3 13ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 3 131 dws SO: the, Input: [d]
1 3 7 3 3 132 ism SO: {n!case,<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 3 133 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 3 134 ism SO: {book,<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 3 135 ism SO: {n!case,<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 3 136 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 3 3 137 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 138 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 3 3 139 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 3 3 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 3 3 141 dws SO: the, Input: [d]
1 3 7 3 3 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 3 151 dws SO: the, Input: [d]
1 3 7 3 3 152 ism SO: {book,<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 3 153 ism SO: {n!case,<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 3 154 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 3 3 155 ipm SO: <<{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 3 3 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 3 3 161 dws SO: the, Input: [d]
1 3 7 3 3 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 3 3 171 dws SO: the, Input: [d]
1 3 7 3 4 ism SO: {book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 3 7 3 4 1 dws SO: the, Input: [d]
1 3 7 3 4 1 1 esm SO: {the,d}, Input: []
1 3 7 3 4 1 2 epm SO: <the,d>, Input: []
1 3 7 3 4 1 3 epm SO: <d,the>, Input: []
1 3 7 3 4 2 ism SO: {book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 4 2 1 dws SO: the, Input: [d]
1 3 7 3 4 2 2 ism SO: {book,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 2 3 ism SO: {{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 2 4 ism SO: {book,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 2 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 2 6 ism SO: {n!case,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 2 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 2 8 ism SO: {book,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 2 9 ism SO: {n!case,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 2 10ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 2 11ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 4 2 12ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 2 13ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 4 2 14ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 2 15ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 4 2 16ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 2 17ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 3 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 4 3 1 dws SO: the, Input: [d]
1 3 7 3 4 3 2 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 3 ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 5 ism SO: {book,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 6 ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 7 ism SO: {{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 8 ism SO: {book,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 9 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 10ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 11ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 12ism SO: {book,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 13ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 3 14ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 4 3 15ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 3 16ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 4 3 17ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 3 18ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 3 19ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 4 3 20ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 3 21ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 4 3 22ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 3 23ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 4 3 24ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 3 25ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 4 ism SO: {n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 4 4 1 dws SO: the, Input: [d]
1 3 7 3 4 4 2 ism SO: {n!case,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 4 3 ism SO: {{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 4 4 ism SO: {book,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 4 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 4 6 ism SO: {n!case,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 4 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 4 8 ism SO: {book,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 4 9 ism SO: {n!case,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 4 10ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 4 11ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 4 4 12ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 4 13ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 4 4 14ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 4 15ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 4 4 16ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 4 17ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 5 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 4 5 1 dws SO: the, Input: [d]
1 3 7 3 4 5 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 5 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 5 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 5 5 ism SO: {{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 5 6 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 5 7 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 5 8 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 5 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 5 10ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 5 11ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 5 12ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 4 5 13ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 5 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 5 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 4 5 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 5 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 4 5 18ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 5 19ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 4 5 20ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 5 21ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 6 ism SO: {book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 4 6 1 dws SO: the, Input: [d]
1 3 7 3 4 6 2 ism SO: {book,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 6 3 ism SO: {{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 6 4 ism SO: {book,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 6 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 6 6 ism SO: {n!case,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 6 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 6 8 ism SO: {book,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 6 9 ism SO: {n!case,{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 6 10ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 6 11ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 4 6 12ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 6 13ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 4 6 14ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 6 15ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 4 6 16ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 6 17ipm SO: <{book,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 7 ism SO: {n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 4 7 1 dws SO: the, Input: [d]
1 3 7 3 4 7 2 ism SO: {n!case,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 7 3 ism SO: {{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 7 4 ism SO: {book,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 7 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 7 6 ism SO: {n!case,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 7 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 7 8 ism SO: {book,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 7 9 ism SO: {n!case,{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 4 7 10ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 7 11ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 4 7 12ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 7 13ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 4 7 14ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 7 15ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 4 7 16ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 4 7 17ipm SO: <{n!case,{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 4 8 ipm SO: <{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 3 4 8 1 dws SO: the, Input: [d]
1 3 7 3 4 9 ipm SO: <{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 4 9 1 dws SO: the, Input: [d]
1 3 7 3 4 9 2 ism SO: {n!case,<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 4 9 3 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 4 9 4 ism SO: {book,<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 4 9 5 ism SO: {n!case,<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 4 9 6 ipm SO: <<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 3 4 9 7 ipm SO: <<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 4 9 8 ipm SO: <<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 3 4 9 9 ipm SO: <<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 3 4 10ipm SO: <{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 3 4 101 dws SO: the, Input: [d]
1 3 7 3 4 11ipm SO: <{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 4 111 dws SO: the, Input: [d]
1 3 7 3 4 112 ism SO: {book,<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 4 113 ism SO: {n!case,<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 4 114 ipm SO: <<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 3 4 115 ipm SO: <<{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 3 4 12ipm SO: <{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 3 4 121 dws SO: the, Input: [d]
1 3 7 3 4 13ipm SO: <{book,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 3 4 131 dws SO: the, Input: [d]
1 3 7 3 5 ism SO: {n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}, Input: [[the,d]]
1 3 7 3 5 1 dws SO: the, Input: [d]
1 3 7 3 5 1 1 esm SO: {the,d}, Input: []
1 3 7 3 5 1 2 epm SO: <the,d>, Input: []
1 3 7 3 5 1 3 epm SO: <d,the>, Input: []
1 3 7 3 5 2 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 5 2 1 dws SO: the, Input: [d]
1 3 7 3 5 2 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 2 3 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 2 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 2 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 2 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 2 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 2 8 ism SO: {book,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 2 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 2 10ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 2 11ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 5 2 12ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 2 13ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 5 2 14ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 2 15ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 5 2 16ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 5 2 17ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 3 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 5 3 1 dws SO: the, Input: [d]
1 3 7 3 5 3 2 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 3 ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 4 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 5 ism SO: {book,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 6 ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 7 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 8 ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 9 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 10ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 11ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 12ism SO: {book,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 13ism SO: {n!case,{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 3 14ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 5 3 15ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 3 16ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 5 3 17ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 5 3 18ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 3 19ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 5 3 20ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 3 21ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 5 3 22ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 3 23ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 5 3 24ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 5 3 25ipm SO: <{{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 4 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 5 4 1 dws SO: the, Input: [d]
1 3 7 3 5 4 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 4 3 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 4 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 4 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 4 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 4 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 4 8 ism SO: {book,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 4 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 4 10ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 4 11ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 5 4 12ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 4 13ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 5 4 14ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 4 15ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 5 4 16ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 5 4 17ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 5 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 5 5 1 dws SO: the, Input: [d]
1 3 7 3 5 5 2 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 5 3 ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 5 4 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 5 5 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 5 6 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 5 7 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 5 8 ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 5 9 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 5 10ism SO: {book,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 5 11ism SO: {n!case,{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 5 12ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 5 5 13ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 5 5 14ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 5 15ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 5 5 16ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 5 17ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 5 5 18ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 5 19ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 5 5 20ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 5 5 21ipm SO: <{<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 6 ism SO: {book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 5 6 1 dws SO: the, Input: [d]
1 3 7 3 5 6 2 ism SO: {book,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 6 3 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 6 4 ism SO: {n!case,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 6 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 6 6 ism SO: {n!case,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 6 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 6 8 ism SO: {book,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 6 9 ism SO: {n!case,{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 6 10ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 5 6 11ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 5 6 12ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 6 13ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 5 6 14ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 6 15ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 5 6 16ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 5 6 17ipm SO: <{book,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 7 ism SO: {n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}, Input: [[the,d]]
1 3 7 3 5 7 1 dws SO: the, Input: [d]
1 3 7 3 5 7 2 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 7 3 ism SO: {{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 7 4 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 7 5 ism SO: {{n!case,<{n!case,{book,n!case}},{book,n!case}>},{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 7 6 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 7 7 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 7 8 ism SO: {book,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 7 9 ism SO: {n!case,{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}}}, Input: [[the,d]]
1 3 7 3 5 7 10ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 7 11ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}>, Input: [[the,d]]
1 3 7 3 5 7 12ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 7 13ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 5 7 14ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 7 15ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 5 7 16ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},book>, Input: [[the,d]]
1 3 7 3 5 7 17ipm SO: <{n!case,{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}}},n!case>, Input: [[the,d]]
1 3 7 3 5 8 ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 3 5 8 1 dws SO: the, Input: [d]
1 3 7 3 5 9 ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>, Input: [[the,d]]
1 3 7 3 5 9 1 dws SO: the, Input: [d]
1 3 7 3 5 9 2 ism SO: {n!case,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 5 9 3 ism SO: {<{n!case,{book,n!case}},{book,n!case}>,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 5 9 4 ism SO: {book,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 5 9 5 ism SO: {n!case,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>}, Input: [[the,d]]
1 3 7 3 5 9 6 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 3 5 9 7 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 5 9 8 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,book>, Input: [[the,d]]
1 3 7 3 5 9 9 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},{n!case,<{n!case,{book,n!case}},{book,n!case}>}>,n!case>, Input: [[the,d]]
1 3 7 3 5 10ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 3 5 101 dws SO: the, Input: [d]
1 3 7 3 5 11ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 5 111 dws SO: the, Input: [d]
1 3 7 3 5 112 ism SO: {book,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 5 113 ism SO: {n!case,<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 5 114 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 3 5 115 ipm SO: <<{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 3 5 12ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},book>, Input: [[the,d]]
1 3 7 3 5 121 dws SO: the, Input: [d]
1 3 7 3 5 13ipm SO: <{n!case,{n!case,<{n!case,{book,n!case}},{book,n!case}>}},n!case>, Input: [[the,d]]
1 3 7 3 5 131 dws SO: the, Input: [d]
1 3 7 3 6 ipm SO: <{n!case,<{n!case,{book,n!case}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 7 3 6 1 dws SO: the, Input: [d]
1 3 7 3 6 1 1 esm SO: {the,d}, Input: []
1 3 7 3 6 1 2 epm SO: <the,d>, Input: []
1 3 7 3 6 1 3 epm SO: <d,the>, Input: []
1 3 7 3 7 ipm SO: <{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>, Input: [[the,d]]
1 3 7 3 7 1 dws SO: the, Input: [d]
1 3 7 3 7 1 1 esm SO: {the,d}, Input: []
1 3 7 3 7 1 2 epm SO: <the,d>, Input: []
1 3 7 3 7 1 3 epm SO: <d,the>, Input: []
1 3 7 3 7 2 ism SO: {book,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 7 2 1 dws SO: the, Input: [d]
1 3 7 3 7 2 2 ism SO: {book,{book,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 3 7 2 3 ism SO: {<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>,{book,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 3 7 2 4 ism SO: {book,{book,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 3 7 2 5 ism SO: {n!case,{book,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 3 7 2 6 ipm SO: <{book,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 3 7 3 7 2 7 ipm SO: <{book,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>>, Input: [[the,d]]
1 3 7 3 7 2 8 ipm SO: <{book,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 3 7 3 7 2 9 ipm SO: <{book,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 3 7 3 7 3 ism SO: {n!case,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}, Input: [[the,d]]
1 3 7 3 7 3 1 dws SO: the, Input: [d]
1 3 7 3 7 3 2 ism SO: {n!case,{n!case,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 3 7 3 3 ism SO: {<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>,{n!case,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 3 7 3 4 ism SO: {book,{n!case,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 3 7 3 5 ism SO: {n!case,{n!case,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>}}, Input: [[the,d]]
1 3 7 3 7 3 6 ipm SO: <{n!case,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 3 7 3 7 3 7 ipm SO: <{n!case,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>>, Input: [[the,d]]
1 3 7 3 7 3 8 ipm SO: <{n!case,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},book>, Input: [[the,d]]
1 3 7 3 7 3 9 ipm SO: <{n!case,<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>},n!case>, Input: [[the,d]]
1 3 7 3 7 4 ipm SO: <<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>,book>, Input: [[the,d]]
1 3 7 3 7 4 1 dws SO: the, Input: [d]
1 3 7 3 7 5 ipm SO: <<{n!case,<{n!case,{book,n!case}},{book,n!case}>},<{n!case,{book,n!case}},{book,n!case}>>,n!case>, Input: [[the,d]]
1 3 7 3 7 5 1 dws SO: the, Input: [d]
1 3 7 3 8 ipm SO: <{n!case,<{n!case,{book,n!case}},{book,n!case}>},book>, Input: [[the,d]]
1 3 7 3 8 1 dws SO: the, Input: [d]
1 3 7 3 8 1 1 esm SO: {the,d}, Input: []
1 3 7 3 8 1 2 epm SO: <the,d>, Input: []
1 3 7 3 8 1 3 epm SO: <d,the>, Input: []
1 3 7 3 9 ipm SO: <{n!case,<{n!case,{book,n!case}},{book,n!case}>},n!case>, Input: [[the,d]]
1 3 7 3 9 1 dws SO: the, Input: [d]
1 3 7 3 9 1 1 esm SO: {the,d}, Input: []
1 3 7 3 9 1 2 epm SO: <the,d>, Input: []
1 3 7 3 9 1 3 epm SO: <d,the>, Input: []
1 3 7 4 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [[the,d]]
1 3 7 4 1 dws SO: the, Input: [d]
1 3 7 4 1 1 esm SO: {the,d}, Input: []
1 3 7 4 1 1 1 uws SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [{the,d}]
1 3 7 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 7 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 7 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 7 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 7 4 1 2 epm SO: <the,d>, Input: []
1 3 7 4 1 2 1 uws SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [<the,d>]
1 3 7 4 1 3 epm SO: <d,the>, Input: []
1 3 7 4 1 3 1 uws SO: <<{n!case,{book,n!case}},{book,n!case}>,book>, Input: [<d,the>]
1 3 7 5 ipm SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [[the,d]]
1 3 7 5 1 dws SO: the, Input: [d]
1 3 7 5 1 1 esm SO: {the,d}, Input: []
1 3 7 5 1 1 1 uws SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [{the,d}]
1 3 7 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 7 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 7 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 7 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 7 5 1 2 epm SO: <the,d>, Input: []
1 3 7 5 1 2 1 uws SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [<the,d>]
1 3 7 5 1 3 epm SO: <d,the>, Input: []
1 3 7 5 1 3 1 uws SO: <<{n!case,{book,n!case}},{book,n!case}>,n!case>, Input: [<d,the>]
1 3 8 ipm SO: <{n!case,{book,n!case}},book>, Input: [[the,d]]
1 3 8 1 dws SO: the, Input: [d]
1 3 8 1 1 esm SO: {the,d}, Input: []
1 3 8 1 1 1 uws SO: <{n!case,{book,n!case}},book>, Input: [{the,d}]
1 3 8 1 1 1 1 esm SO: {<{n!case,{book,n!case}},book>,{the,d}}, Input: []
1 3 8 1 1 1 2 epm SO: <<{n!case,{book,n!case}},book>,{the,d}>, Input: []
1 3 8 1 1 1 3 epm SO: <{the,d},<{n!case,{book,n!case}},book>>, Input: []
1 3 8 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 8 1 1 2 1 uws SO: <{n!case,{book,n!case}},book>, Input: [{the,{the,d}}]
1 3 8 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 3 8 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 3 8 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 3 8 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 3 8 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 3 8 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 3 8 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 3 8 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 3 8 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 8 1 1 3 1 uws SO: <{n!case,{book,n!case}},book>, Input: [{d,{the,d}}]
1 3 8 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 3 8 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 3 8 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 3 8 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 3 8 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 3 8 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 3 8 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 3 8 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 3 8 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 8 1 1 4 1 uws SO: <{n!case,{book,n!case}},book>, Input: [<{the,d},the>]
1 3 8 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 8 1 1 5 1 uws SO: <{n!case,{book,n!case}},book>, Input: [<{the,d},d>]
1 3 8 1 2 epm SO: <the,d>, Input: []
1 3 8 1 2 1 uws SO: <{n!case,{book,n!case}},book>, Input: [<the,d>]
1 3 8 1 2 1 1 esm SO: {<{n!case,{book,n!case}},book>,<the,d>}, Input: []
1 3 8 1 2 1 2 epm SO: <<{n!case,{book,n!case}},book>,<the,d>>, Input: []
1 3 8 1 2 1 3 epm SO: <<the,d>,<{n!case,{book,n!case}},book>>, Input: []
1 3 8 1 3 epm SO: <d,the>, Input: []
1 3 8 1 3 1 uws SO: <{n!case,{book,n!case}},book>, Input: [<d,the>]
1 3 8 1 3 1 1 esm SO: {<{n!case,{book,n!case}},book>,<d,the>}, Input: []
1 3 8 1 3 1 2 epm SO: <<{n!case,{book,n!case}},book>,<d,the>>, Input: []
1 3 8 1 3 1 3 epm SO: <<d,the>,<{n!case,{book,n!case}},book>>, Input: []
1 3 9 ipm SO: <{n!case,{book,n!case}},n!case>, Input: [[the,d]]
1 3 9 1 dws SO: the, Input: [d]
1 3 9 1 1 esm SO: {the,d}, Input: []
1 3 9 1 1 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [{the,d}]
1 3 9 1 1 1 1 esm SO: {<{n!case,{book,n!case}},n!case>,{the,d}}, Input: []
1 3 9 1 1 1 2 epm SO: <<{n!case,{book,n!case}},n!case>,{the,d}>, Input: []
1 3 9 1 1 1 3 epm SO: <{the,d},<{n!case,{book,n!case}},n!case>>, Input: []
1 3 9 1 1 2 ism SO: {the,{the,d}}, Input: []
1 3 9 1 1 2 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [{the,{the,d}}]
1 3 9 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 3 9 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 3 9 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 3 9 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 3 9 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 3 9 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 3 9 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 3 9 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 3 9 1 1 3 ism SO: {d,{the,d}}, Input: []
1 3 9 1 1 3 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [{d,{the,d}}]
1 3 9 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 3 9 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 3 9 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 3 9 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 3 9 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 3 9 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 3 9 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 3 9 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 3 9 1 1 4 ipm SO: <{the,d},the>, Input: []
1 3 9 1 1 4 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},the>]
1 3 9 1 1 5 ipm SO: <{the,d},d>, Input: []
1 3 9 1 1 5 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [<{the,d},d>]
1 3 9 1 2 epm SO: <the,d>, Input: []
1 3 9 1 2 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [<the,d>]
1 3 9 1 2 1 1 esm SO: {<{n!case,{book,n!case}},n!case>,<the,d>}, Input: []
1 3 9 1 2 1 2 epm SO: <<{n!case,{book,n!case}},n!case>,<the,d>>, Input: []
1 3 9 1 2 1 3 epm SO: <<the,d>,<{n!case,{book,n!case}},n!case>>, Input: []
1 3 9 1 3 epm SO: <d,the>, Input: []
1 3 9 1 3 1 uws SO: <{n!case,{book,n!case}},n!case>, Input: [<d,the>]
1 3 9 1 3 1 1 esm SO: {<{n!case,{book,n!case}},n!case>,<d,the>}, Input: []
1 3 9 1 3 1 2 epm SO: <<{n!case,{book,n!case}},n!case>,<d,the>>, Input: []
1 3 9 1 3 1 3 epm SO: <<d,the>,<{n!case,{book,n!case}},n!case>>, Input: []
1 4 ipm SO: <{book,n!case},book>, Input: [[the,d]]
1 4 1 dws SO: the, Input: [d]
1 4 1 1 esm SO: {the,d}, Input: []
1 4 1 1 1 uws SO: <{book,n!case},book>, Input: [{the,d}]
1 4 1 1 1 1 esm SO: {<{book,n!case},book>,{the,d}}, Input: []
1 4 1 1 1 1 1 ism SO: {<{book,n!case},book>,{<{book,n!case},book>,{the,d}}}, Input: []
1 4 1 1 1 1 2 ism SO: {{the,d},{<{book,n!case},book>,{the,d}}}, Input: []
1 4 1 1 1 1 3 ism SO: {the,{<{book,n!case},book>,{the,d}}}, Input: []
1 4 1 1 1 1 4 ism SO: {d,{<{book,n!case},book>,{the,d}}}, Input: []
1 4 1 1 1 1 5 ipm SO: <{<{book,n!case},book>,{the,d}},<{book,n!case},book>>, Input: []
1 4 1 1 1 1 6 ipm SO: <{<{book,n!case},book>,{the,d}},{the,d}>, Input: []
1 4 1 1 1 1 7 ipm SO: <{<{book,n!case},book>,{the,d}},the>, Input: []
1 4 1 1 1 1 8 ipm SO: <{<{book,n!case},book>,{the,d}},d>, Input: []
1 4 1 1 1 2 epm SO: <<{book,n!case},book>,{the,d}>, Input: []
1 4 1 1 1 2 1 ism SO: {the,<<{book,n!case},book>,{the,d}>}, Input: []
1 4 1 1 1 2 2 ism SO: {d,<<{book,n!case},book>,{the,d}>}, Input: []
1 4 1 1 1 2 3 ipm SO: <<<{book,n!case},book>,{the,d}>,the>, Input: []
1 4 1 1 1 2 4 ipm SO: <<<{book,n!case},book>,{the,d}>,d>, Input: []
1 4 1 1 1 3 epm SO: <{the,d},<{book,n!case},book>>, Input: []
1 4 1 1 2 ism SO: {the,{the,d}}, Input: []
1 4 1 1 2 1 uws SO: <{book,n!case},book>, Input: [{the,{the,d}}]
1 4 1 1 2 1 1 esm SO: {<{book,n!case},book>,{the,{the,d}}}, Input: []
1 4 1 1 2 1 2 epm SO: <<{book,n!case},book>,{the,{the,d}}>, Input: []
1 4 1 1 2 1 3 epm SO: <{the,{the,d}},<{book,n!case},book>>, Input: []
1 4 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 4 1 1 2 2 1 uws SO: <{book,n!case},book>, Input: [{the,{the,{the,d}}}]
1 4 1 1 2 2 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 2 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 2 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 2 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 2 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 2 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 2 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 4 1 1 2 2 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
1 4 1 1 2 2 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 4 1 1 2 2 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
1 4 1 1 2 2 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 4 1 1 2 2 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
1 4 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 4 1 1 2 3 1 uws SO: <{book,n!case},book>, Input: [{{the,d},{the,{the,d}}}]
1 4 1 1 2 3 2 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
1 4 1 1 2 3 3 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 4 1 1 2 3 4 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
1 4 1 1 2 3 5 ism SO: {{the,{the,d}},{{the,d},{the,{the,d}}}}, Input: []
1 4 1 1 2 3 6 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 4 1 1 2 3 7 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
1 4 1 1 2 3 8 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 4 1 1 2 3 9 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
1 4 1 1 2 3 10ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
1 4 1 1 2 3 11ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 4 1 1 2 3 12ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
1 4 1 1 2 3 13ipm SO: <{{the,d},{the,{the,d}}},{the,{the,d}}>, Input: []
1 4 1 1 2 3 14ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 4 1 1 2 3 15ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
1 4 1 1 2 3 16ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 4 1 1 2 3 17ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
1 4 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 4 1 1 2 4 1 uws SO: <{book,n!case},book>, Input: [{the,{the,{the,d}}}]
1 4 1 1 2 4 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 4 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 4 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 4 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 4 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 4 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
1 4 1 1 2 4 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 4 1 1 2 4 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
1 4 1 1 2 4 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 4 1 1 2 4 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
1 4 1 1 2 4 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 4 1 1 2 4 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
1 4 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 4 1 1 2 5 1 uws SO: <{book,n!case},book>, Input: [{d,{the,{the,d}}}]
1 4 1 1 2 5 2 ism SO: {d,{d,{the,{the,d}}}}, Input: []
1 4 1 1 2 5 3 ism SO: {{the,{the,d}},{d,{the,{the,d}}}}, Input: []
1 4 1 1 2 5 4 ism SO: {the,{d,{the,{the,d}}}}, Input: []
1 4 1 1 2 5 5 ism SO: {{the,d},{d,{the,{the,d}}}}, Input: []
1 4 1 1 2 5 6 ism SO: {the,{d,{the,{the,d}}}}, Input: []
1 4 1 1 2 5 7 ism SO: {d,{d,{the,{the,d}}}}, Input: []
1 4 1 1 2 5 8 ipm SO: <{d,{the,{the,d}}},d>, Input: []
1 4 1 1 2 5 9 ipm SO: <{d,{the,{the,d}}},{the,{the,d}}>, Input: []
1 4 1 1 2 5 10ipm SO: <{d,{the,{the,d}}},the>, Input: []
1 4 1 1 2 5 11ipm SO: <{d,{the,{the,d}}},{the,d}>, Input: []
1 4 1 1 2 5 12ipm SO: <{d,{the,{the,d}}},the>, Input: []
1 4 1 1 2 5 13ipm SO: <{d,{the,{the,d}}},d>, Input: []
1 4 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 4 1 1 2 6 1 uws SO: <{book,n!case},book>, Input: [<{the,{the,d}},the>]
1 4 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 4 1 1 2 7 1 uws SO: <{book,n!case},book>, Input: [<{the,{the,d}},{the,d}>]
1 4 1 1 2 7 2 ism SO: {the,<{the,{the,d}},{the,d}>}, Input: []
1 4 1 1 2 7 3 ism SO: {d,<{the,{the,d}},{the,d}>}, Input: []
1 4 1 1 2 7 4 ipm SO: <<{the,{the,d}},{the,d}>,the>, Input: []
1 4 1 1 2 7 5 ipm SO: <<{the,{the,d}},{the,d}>,d>, Input: []
1 4 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 4 1 1 2 8 1 uws SO: <{book,n!case},book>, Input: [<{the,{the,d}},the>]
1 4 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 4 1 1 2 9 1 uws SO: <{book,n!case},book>, Input: [<{the,{the,d}},d>]
1 4 1 1 3 ism SO: {d,{the,d}}, Input: []
1 4 1 1 3 1 uws SO: <{book,n!case},book>, Input: [{d,{the,d}}]
1 4 1 1 3 1 1 esm SO: {<{book,n!case},book>,{d,{the,d}}}, Input: []
1 4 1 1 3 1 2 epm SO: <<{book,n!case},book>,{d,{the,d}}>, Input: []
1 4 1 1 3 1 3 epm SO: <{d,{the,d}},<{book,n!case},book>>, Input: []
1 4 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 4 1 1 3 2 1 uws SO: <{book,n!case},book>, Input: [{d,{d,{the,d}}}]
1 4 1 1 3 2 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 2 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 2 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 2 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 2 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 2 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 2 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 4 1 1 3 2 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
1 4 1 1 3 2 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 4 1 1 3 2 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
1 4 1 1 3 2 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
1 4 1 1 3 2 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 4 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 4 1 1 3 3 1 uws SO: <{book,n!case},book>, Input: [{{the,d},{d,{the,d}}}]
1 4 1 1 3 3 2 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
1 4 1 1 3 3 3 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
1 4 1 1 3 3 4 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 4 1 1 3 3 5 ism SO: {{d,{the,d}},{{the,d},{d,{the,d}}}}, Input: []
1 4 1 1 3 3 6 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 4 1 1 3 3 7 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
1 4 1 1 3 3 8 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
1 4 1 1 3 3 9 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 4 1 1 3 3 10ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
1 4 1 1 3 3 11ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
1 4 1 1 3 3 12ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 4 1 1 3 3 13ipm SO: <{{the,d},{d,{the,d}}},{d,{the,d}}>, Input: []
1 4 1 1 3 3 14ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 4 1 1 3 3 15ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
1 4 1 1 3 3 16ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
1 4 1 1 3 3 17ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 4 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 4 1 1 3 4 1 uws SO: <{book,n!case},book>, Input: [{the,{d,{the,d}}}]
1 4 1 1 3 4 2 ism SO: {the,{the,{d,{the,d}}}}, Input: []
1 4 1 1 3 4 3 ism SO: {{d,{the,d}},{the,{d,{the,d}}}}, Input: []
1 4 1 1 3 4 4 ism SO: {d,{the,{d,{the,d}}}}, Input: []
1 4 1 1 3 4 5 ism SO: {{the,d},{the,{d,{the,d}}}}, Input: []
1 4 1 1 3 4 6 ism SO: {the,{the,{d,{the,d}}}}, Input: []
1 4 1 1 3 4 7 ism SO: {d,{the,{d,{the,d}}}}, Input: []
1 4 1 1 3 4 8 ipm SO: <{the,{d,{the,d}}},the>, Input: []
1 4 1 1 3 4 9 ipm SO: <{the,{d,{the,d}}},{d,{the,d}}>, Input: []
1 4 1 1 3 4 10ipm SO: <{the,{d,{the,d}}},d>, Input: []
1 4 1 1 3 4 11ipm SO: <{the,{d,{the,d}}},{the,d}>, Input: []
1 4 1 1 3 4 12ipm SO: <{the,{d,{the,d}}},the>, Input: []
1 4 1 1 3 4 13ipm SO: <{the,{d,{the,d}}},d>, Input: []
1 4 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 4 1 1 3 5 1 uws SO: <{book,n!case},book>, Input: [{d,{d,{the,d}}}]
1 4 1 1 3 5 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 5 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 5 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 5 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 5 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 5 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 4 1 1 3 5 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 4 1 1 3 5 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
1 4 1 1 3 5 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 4 1 1 3 5 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
1 4 1 1 3 5 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
1 4 1 1 3 5 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 4 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 4 1 1 3 6 1 uws SO: <{book,n!case},book>, Input: [<{d,{the,d}},d>]
1 4 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 4 1 1 3 7 1 uws SO: <{book,n!case},book>, Input: [<{d,{the,d}},{the,d}>]
1 4 1 1 3 7 2 ism SO: {the,<{d,{the,d}},{the,d}>}, Input: []
1 4 1 1 3 7 3 ism SO: {d,<{d,{the,d}},{the,d}>}, Input: []
1 4 1 1 3 7 4 ipm SO: <<{d,{the,d}},{the,d}>,the>, Input: []
1 4 1 1 3 7 5 ipm SO: <<{d,{the,d}},{the,d}>,d>, Input: []
1 4 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 4 1 1 3 8 1 uws SO: <{book,n!case},book>, Input: [<{d,{the,d}},the>]
1 4 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 4 1 1 3 9 1 uws SO: <{book,n!case},book>, Input: [<{d,{the,d}},d>]
1 4 1 1 4 ipm SO: <{the,d},the>, Input: []
1 4 1 1 4 1 uws SO: <{book,n!case},book>, Input: [<{the,d},the>]
1 4 1 1 4 1 1 esm SO: {<{book,n!case},book>,<{the,d},the>}, Input: []
1 4 1 1 4 1 2 epm SO: <<{book,n!case},book>,<{the,d},the>>, Input: []
1 4 1 1 4 1 3 epm SO: <<{the,d},the>,<{book,n!case},book>>, Input: []
1 4 1 1 5 ipm SO: <{the,d},d>, Input: []
1 4 1 1 5 1 uws SO: <{book,n!case},book>, Input: [<{the,d},d>]
1 4 1 1 5 1 1 esm SO: {<{book,n!case},book>,<{the,d},d>}, Input: []
1 4 1 1 5 1 2 epm SO: <<{book,n!case},book>,<{the,d},d>>, Input: []
1 4 1 1 5 1 3 epm SO: <<{the,d},d>,<{book,n!case},book>>, Input: []
1 4 1 2 epm SO: <the,d>, Input: []
1 4 1 2 1 uws SO: <{book,n!case},book>, Input: [<the,d>]
1 4 1 2 1 1 esm SO: {<{book,n!case},book>,<the,d>}, Input: []
1 4 1 2 1 1 1 ism SO: {<{book,n!case},book>,{<{book,n!case},book>,<the,d>}}, Input: []
1 4 1 2 1 1 2 ism SO: {<the,d>,{<{book,n!case},book>,<the,d>}}, Input: []
1 4 1 2 1 1 3 ipm SO: <{<{book,n!case},book>,<the,d>},<{book,n!case},book>>, Input: []
1 4 1 2 1 1 4 ipm SO: <{<{book,n!case},book>,<the,d>},<the,d>>, Input: []
1 4 1 2 1 2 epm SO: <<{book,n!case},book>,<the,d>>, Input: []
1 4 1 2 1 3 epm SO: <<the,d>,<{book,n!case},book>>, Input: []
1 4 1 3 epm SO: <d,the>, Input: []
1 4 1 3 1 uws SO: <{book,n!case},book>, Input: [<d,the>]
1 4 1 3 1 1 esm SO: {<{book,n!case},book>,<d,the>}, Input: []
1 4 1 3 1 1 1 ism SO: {<{book,n!case},book>,{<{book,n!case},book>,<d,the>}}, Input: []
1 4 1 3 1 1 2 ism SO: {<d,the>,{<{book,n!case},book>,<d,the>}}, Input: []
1 4 1 3 1 1 3 ipm SO: <{<{book,n!case},book>,<d,the>},<{book,n!case},book>>, Input: []
1 4 1 3 1 1 4 ipm SO: <{<{book,n!case},book>,<d,the>},<d,the>>, Input: []
1 4 1 3 1 2 epm SO: <<{book,n!case},book>,<d,the>>, Input: []
1 4 1 3 1 3 epm SO: <<d,the>,<{book,n!case},book>>, Input: []
1 5 ipm SO: <{book,n!case},n!case>, Input: [[the,d]]
1 5 1 dws SO: the, Input: [d]
1 5 1 1 esm SO: {the,d}, Input: []
1 5 1 1 1 uws SO: <{book,n!case},n!case>, Input: [{the,d}]
1 5 1 1 1 1 esm SO: {<{book,n!case},n!case>,{the,d}}, Input: []
1 5 1 1 1 1 1 ism SO: {<{book,n!case},n!case>,{<{book,n!case},n!case>,{the,d}}}, Input: []
1 5 1 1 1 1 2 ism SO: {{the,d},{<{book,n!case},n!case>,{the,d}}}, Input: []
1 5 1 1 1 1 3 ism SO: {the,{<{book,n!case},n!case>,{the,d}}}, Input: []
1 5 1 1 1 1 4 ism SO: {d,{<{book,n!case},n!case>,{the,d}}}, Input: []
1 5 1 1 1 1 5 ipm SO: <{<{book,n!case},n!case>,{the,d}},<{book,n!case},n!case>>, Input: []
1 5 1 1 1 1 6 ipm SO: <{<{book,n!case},n!case>,{the,d}},{the,d}>, Input: []
1 5 1 1 1 1 7 ipm SO: <{<{book,n!case},n!case>,{the,d}},the>, Input: []
1 5 1 1 1 1 8 ipm SO: <{<{book,n!case},n!case>,{the,d}},d>, Input: []
1 5 1 1 1 2 epm SO: <<{book,n!case},n!case>,{the,d}>, Input: []
1 5 1 1 1 2 1 ism SO: {the,<<{book,n!case},n!case>,{the,d}>}, Input: []
1 5 1 1 1 2 2 ism SO: {d,<<{book,n!case},n!case>,{the,d}>}, Input: []
1 5 1 1 1 2 3 ipm SO: <<<{book,n!case},n!case>,{the,d}>,the>, Input: []
1 5 1 1 1 2 4 ipm SO: <<<{book,n!case},n!case>,{the,d}>,d>, Input: []
1 5 1 1 1 3 epm SO: <{the,d},<{book,n!case},n!case>>, Input: []
1 5 1 1 2 ism SO: {the,{the,d}}, Input: []
1 5 1 1 2 1 uws SO: <{book,n!case},n!case>, Input: [{the,{the,d}}]
1 5 1 1 2 1 1 esm SO: {<{book,n!case},n!case>,{the,{the,d}}}, Input: []
1 5 1 1 2 1 2 epm SO: <<{book,n!case},n!case>,{the,{the,d}}>, Input: []
1 5 1 1 2 1 3 epm SO: <{the,{the,d}},<{book,n!case},n!case>>, Input: []
1 5 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
1 5 1 1 2 2 1 uws SO: <{book,n!case},n!case>, Input: [{the,{the,{the,d}}}]
1 5 1 1 2 2 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 2 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 2 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 2 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 2 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 2 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 2 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 5 1 1 2 2 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
1 5 1 1 2 2 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 5 1 1 2 2 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
1 5 1 1 2 2 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 5 1 1 2 2 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
1 5 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
1 5 1 1 2 3 1 uws SO: <{book,n!case},n!case>, Input: [{{the,d},{the,{the,d}}}]
1 5 1 1 2 3 2 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
1 5 1 1 2 3 3 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 5 1 1 2 3 4 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
1 5 1 1 2 3 5 ism SO: {{the,{the,d}},{{the,d},{the,{the,d}}}}, Input: []
1 5 1 1 2 3 6 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 5 1 1 2 3 7 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
1 5 1 1 2 3 8 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
1 5 1 1 2 3 9 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
1 5 1 1 2 3 10ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
1 5 1 1 2 3 11ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 5 1 1 2 3 12ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
1 5 1 1 2 3 13ipm SO: <{{the,d},{the,{the,d}}},{the,{the,d}}>, Input: []
1 5 1 1 2 3 14ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 5 1 1 2 3 15ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
1 5 1 1 2 3 16ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
1 5 1 1 2 3 17ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
1 5 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
1 5 1 1 2 4 1 uws SO: <{book,n!case},n!case>, Input: [{the,{the,{the,d}}}]
1 5 1 1 2 4 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 4 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 4 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 4 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 4 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 4 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
1 5 1 1 2 4 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 5 1 1 2 4 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
1 5 1 1 2 4 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 5 1 1 2 4 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
1 5 1 1 2 4 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
1 5 1 1 2 4 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
1 5 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
1 5 1 1 2 5 1 uws SO: <{book,n!case},n!case>, Input: [{d,{the,{the,d}}}]
1 5 1 1 2 5 2 ism SO: {d,{d,{the,{the,d}}}}, Input: []
1 5 1 1 2 5 3 ism SO: {{the,{the,d}},{d,{the,{the,d}}}}, Input: []
1 5 1 1 2 5 4 ism SO: {the,{d,{the,{the,d}}}}, Input: []
1 5 1 1 2 5 5 ism SO: {{the,d},{d,{the,{the,d}}}}, Input: []
1 5 1 1 2 5 6 ism SO: {the,{d,{the,{the,d}}}}, Input: []
1 5 1 1 2 5 7 ism SO: {d,{d,{the,{the,d}}}}, Input: []
1 5 1 1 2 5 8 ipm SO: <{d,{the,{the,d}}},d>, Input: []
1 5 1 1 2 5 9 ipm SO: <{d,{the,{the,d}}},{the,{the,d}}>, Input: []
1 5 1 1 2 5 10ipm SO: <{d,{the,{the,d}}},the>, Input: []
1 5 1 1 2 5 11ipm SO: <{d,{the,{the,d}}},{the,d}>, Input: []
1 5 1 1 2 5 12ipm SO: <{d,{the,{the,d}}},the>, Input: []
1 5 1 1 2 5 13ipm SO: <{d,{the,{the,d}}},d>, Input: []
1 5 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
1 5 1 1 2 6 1 uws SO: <{book,n!case},n!case>, Input: [<{the,{the,d}},the>]
1 5 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
1 5 1 1 2 7 1 uws SO: <{book,n!case},n!case>, Input: [<{the,{the,d}},{the,d}>]
1 5 1 1 2 7 2 ism SO: {the,<{the,{the,d}},{the,d}>}, Input: []
1 5 1 1 2 7 3 ism SO: {d,<{the,{the,d}},{the,d}>}, Input: []
1 5 1 1 2 7 4 ipm SO: <<{the,{the,d}},{the,d}>,the>, Input: []
1 5 1 1 2 7 5 ipm SO: <<{the,{the,d}},{the,d}>,d>, Input: []
1 5 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
1 5 1 1 2 8 1 uws SO: <{book,n!case},n!case>, Input: [<{the,{the,d}},the>]
1 5 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
1 5 1 1 2 9 1 uws SO: <{book,n!case},n!case>, Input: [<{the,{the,d}},d>]
1 5 1 1 3 ism SO: {d,{the,d}}, Input: []
1 5 1 1 3 1 uws SO: <{book,n!case},n!case>, Input: [{d,{the,d}}]
1 5 1 1 3 1 1 esm SO: {<{book,n!case},n!case>,{d,{the,d}}}, Input: []
1 5 1 1 3 1 2 epm SO: <<{book,n!case},n!case>,{d,{the,d}}>, Input: []
1 5 1 1 3 1 3 epm SO: <{d,{the,d}},<{book,n!case},n!case>>, Input: []
1 5 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
1 5 1 1 3 2 1 uws SO: <{book,n!case},n!case>, Input: [{d,{d,{the,d}}}]
1 5 1 1 3 2 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 2 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 2 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 2 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 2 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 2 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 2 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 5 1 1 3 2 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
1 5 1 1 3 2 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 5 1 1 3 2 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
1 5 1 1 3 2 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
1 5 1 1 3 2 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 5 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
1 5 1 1 3 3 1 uws SO: <{book,n!case},n!case>, Input: [{{the,d},{d,{the,d}}}]
1 5 1 1 3 3 2 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
1 5 1 1 3 3 3 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
1 5 1 1 3 3 4 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 5 1 1 3 3 5 ism SO: {{d,{the,d}},{{the,d},{d,{the,d}}}}, Input: []
1 5 1 1 3 3 6 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 5 1 1 3 3 7 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
1 5 1 1 3 3 8 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
1 5 1 1 3 3 9 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
1 5 1 1 3 3 10ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
1 5 1 1 3 3 11ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
1 5 1 1 3 3 12ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 5 1 1 3 3 13ipm SO: <{{the,d},{d,{the,d}}},{d,{the,d}}>, Input: []
1 5 1 1 3 3 14ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 5 1 1 3 3 15ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
1 5 1 1 3 3 16ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
1 5 1 1 3 3 17ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
1 5 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
1 5 1 1 3 4 1 uws SO: <{book,n!case},n!case>, Input: [{the,{d,{the,d}}}]
1 5 1 1 3 4 2 ism SO: {the,{the,{d,{the,d}}}}, Input: []
1 5 1 1 3 4 3 ism SO: {{d,{the,d}},{the,{d,{the,d}}}}, Input: []
1 5 1 1 3 4 4 ism SO: {d,{the,{d,{the,d}}}}, Input: []
1 5 1 1 3 4 5 ism SO: {{the,d},{the,{d,{the,d}}}}, Input: []
1 5 1 1 3 4 6 ism SO: {the,{the,{d,{the,d}}}}, Input: []
1 5 1 1 3 4 7 ism SO: {d,{the,{d,{the,d}}}}, Input: []
1 5 1 1 3 4 8 ipm SO: <{the,{d,{the,d}}},the>, Input: []
1 5 1 1 3 4 9 ipm SO: <{the,{d,{the,d}}},{d,{the,d}}>, Input: []
1 5 1 1 3 4 10ipm SO: <{the,{d,{the,d}}},d>, Input: []
1 5 1 1 3 4 11ipm SO: <{the,{d,{the,d}}},{the,d}>, Input: []
1 5 1 1 3 4 12ipm SO: <{the,{d,{the,d}}},the>, Input: []
1 5 1 1 3 4 13ipm SO: <{the,{d,{the,d}}},d>, Input: []
1 5 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
1 5 1 1 3 5 1 uws SO: <{book,n!case},n!case>, Input: [{d,{d,{the,d}}}]
1 5 1 1 3 5 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 5 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 5 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 5 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 5 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 5 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
1 5 1 1 3 5 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 5 1 1 3 5 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
1 5 1 1 3 5 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 5 1 1 3 5 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
1 5 1 1 3 5 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
1 5 1 1 3 5 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
1 5 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
1 5 1 1 3 6 1 uws SO: <{book,n!case},n!case>, Input: [<{d,{the,d}},d>]
1 5 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
1 5 1 1 3 7 1 uws SO: <{book,n!case},n!case>, Input: [<{d,{the,d}},{the,d}>]
1 5 1 1 3 7 2 ism SO: {the,<{d,{the,d}},{the,d}>}, Input: []
1 5 1 1 3 7 3 ism SO: {d,<{d,{the,d}},{the,d}>}, Input: []
1 5 1 1 3 7 4 ipm SO: <<{d,{the,d}},{the,d}>,the>, Input: []
1 5 1 1 3 7 5 ipm SO: <<{d,{the,d}},{the,d}>,d>, Input: []
1 5 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
1 5 1 1 3 8 1 uws SO: <{book,n!case},n!case>, Input: [<{d,{the,d}},the>]
1 5 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
1 5 1 1 3 9 1 uws SO: <{book,n!case},n!case>, Input: [<{d,{the,d}},d>]
1 5 1 1 4 ipm SO: <{the,d},the>, Input: []
1 5 1 1 4 1 uws SO: <{book,n!case},n!case>, Input: [<{the,d},the>]
1 5 1 1 4 1 1 esm SO: {<{book,n!case},n!case>,<{the,d},the>}, Input: []
1 5 1 1 4 1 2 epm SO: <<{book,n!case},n!case>,<{the,d},the>>, Input: []
1 5 1 1 4 1 3 epm SO: <<{the,d},the>,<{book,n!case},n!case>>, Input: []
1 5 1 1 5 ipm SO: <{the,d},d>, Input: []
1 5 1 1 5 1 uws SO: <{book,n!case},n!case>, Input: [<{the,d},d>]
1 5 1 1 5 1 1 esm SO: {<{book,n!case},n!case>,<{the,d},d>}, Input: []
1 5 1 1 5 1 2 epm SO: <<{book,n!case},n!case>,<{the,d},d>>, Input: []
1 5 1 1 5 1 3 epm SO: <<{the,d},d>,<{book,n!case},n!case>>, Input: []
1 5 1 2 epm SO: <the,d>, Input: []
1 5 1 2 1 uws SO: <{book,n!case},n!case>, Input: [<the,d>]
1 5 1 2 1 1 esm SO: {<{book,n!case},n!case>,<the,d>}, Input: []
1 5 1 2 1 1 1 ism SO: {<{book,n!case},n!case>,{<{book,n!case},n!case>,<the,d>}}, Input: []
1 5 1 2 1 1 2 ism SO: {<the,d>,{<{book,n!case},n!case>,<the,d>}}, Input: []
1 5 1 2 1 1 3 ipm SO: <{<{book,n!case},n!case>,<the,d>},<{book,n!case},n!case>>, Input: []
1 5 1 2 1 1 4 ipm SO: <{<{book,n!case},n!case>,<the,d>},<the,d>>, Input: []
1 5 1 2 1 2 epm SO: <<{book,n!case},n!case>,<the,d>>, Input: []
1 5 1 2 1 3 epm SO: <<the,d>,<{book,n!case},n!case>>, Input: []
1 5 1 3 epm SO: <d,the>, Input: []
1 5 1 3 1 uws SO: <{book,n!case},n!case>, Input: [<d,the>]
1 5 1 3 1 1 esm SO: {<{book,n!case},n!case>,<d,the>}, Input: []
1 5 1 3 1 1 1 ism SO: {<{book,n!case},n!case>,{<{book,n!case},n!case>,<d,the>}}, Input: []
1 5 1 3 1 1 2 ism SO: {<d,the>,{<{book,n!case},n!case>,<d,the>}}, Input: []
1 5 1 3 1 1 3 ipm SO: <{<{book,n!case},n!case>,<d,the>},<{book,n!case},n!case>>, Input: []
1 5 1 3 1 1 4 ipm SO: <{<{book,n!case},n!case>,<d,the>},<d,the>>, Input: []
1 5 1 3 1 2 epm SO: <<{book,n!case},n!case>,<d,the>>, Input: []
1 5 1 3 1 3 epm SO: <<d,the>,<{book,n!case},n!case>>, Input: []
2 epm SO: <book,n!case>, Input: [[the,d]]
2 1 dws SO: the, Input: [d]
2 1 1 esm SO: {the,d}, Input: []
2 1 1 1 uws SO: <book,n!case>, Input: [{the,d}]
2 1 1 1 1 esm SO: {<book,n!case>,{the,d}}, Input: []
2 1 1 1 1 1 ism SO: {<book,n!case>,{<book,n!case>,{the,d}}}, Input: []
2 1 1 1 1 1 1 ism SO: {<book,n!case>,{<book,n!case>,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 1 2 ism SO: {{<book,n!case>,{the,d}},{<book,n!case>,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 1 3 ism SO: {<book,n!case>,{<book,n!case>,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 1 4 ism SO: {{the,d},{<book,n!case>,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 1 5 ism SO: {the,{<book,n!case>,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 1 6 ism SO: {d,{<book,n!case>,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 1 7 ipm SO: <{<book,n!case>,{<book,n!case>,{the,d}}},<book,n!case>>, Input: []
2 1 1 1 1 1 8 ipm SO: <{<book,n!case>,{<book,n!case>,{the,d}}},{<book,n!case>,{the,d}}>, Input: []
2 1 1 1 1 1 9 ipm SO: <{<book,n!case>,{<book,n!case>,{the,d}}},<book,n!case>>, Input: []
2 1 1 1 1 1 10ipm SO: <{<book,n!case>,{<book,n!case>,{the,d}}},{the,d}>, Input: []
2 1 1 1 1 1 11ipm SO: <{<book,n!case>,{<book,n!case>,{the,d}}},the>, Input: []
2 1 1 1 1 1 12ipm SO: <{<book,n!case>,{<book,n!case>,{the,d}}},d>, Input: []
2 1 1 1 1 2 ism SO: {{the,d},{<book,n!case>,{the,d}}}, Input: []
2 1 1 1 1 2 1 ism SO: {{the,d},{{the,d},{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 2 2 ism SO: {the,{{the,d},{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 2 3 ism SO: {d,{{the,d},{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 2 4 ism SO: {{<book,n!case>,{the,d}},{{the,d},{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 2 5 ism SO: {<book,n!case>,{{the,d},{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 2 6 ism SO: {{the,d},{{the,d},{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 2 7 ism SO: {the,{{the,d},{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 2 8 ism SO: {d,{{the,d},{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 2 9 ipm SO: <{{the,d},{<book,n!case>,{the,d}}},{the,d}>, Input: []
2 1 1 1 1 2 10ipm SO: <{{the,d},{<book,n!case>,{the,d}}},the>, Input: []
2 1 1 1 1 2 11ipm SO: <{{the,d},{<book,n!case>,{the,d}}},d>, Input: []
2 1 1 1 1 2 12ipm SO: <{{the,d},{<book,n!case>,{the,d}}},{<book,n!case>,{the,d}}>, Input: []
2 1 1 1 1 2 13ipm SO: <{{the,d},{<book,n!case>,{the,d}}},<book,n!case>>, Input: []
2 1 1 1 1 2 14ipm SO: <{{the,d},{<book,n!case>,{the,d}}},{the,d}>, Input: []
2 1 1 1 1 2 15ipm SO: <{{the,d},{<book,n!case>,{the,d}}},the>, Input: []
2 1 1 1 1 2 16ipm SO: <{{the,d},{<book,n!case>,{the,d}}},d>, Input: []
2 1 1 1 1 3 ism SO: {the,{<book,n!case>,{the,d}}}, Input: []
2 1 1 1 1 3 1 ism SO: {the,{the,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 3 2 ism SO: {{<book,n!case>,{the,d}},{the,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 3 3 ism SO: {<book,n!case>,{the,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 3 4 ism SO: {{the,d},{the,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 3 5 ism SO: {the,{the,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 3 6 ism SO: {d,{the,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 3 7 ipm SO: <{the,{<book,n!case>,{the,d}}},the>, Input: []
2 1 1 1 1 3 8 ipm SO: <{the,{<book,n!case>,{the,d}}},{<book,n!case>,{the,d}}>, Input: []
2 1 1 1 1 3 9 ipm SO: <{the,{<book,n!case>,{the,d}}},<book,n!case>>, Input: []
2 1 1 1 1 3 10ipm SO: <{the,{<book,n!case>,{the,d}}},{the,d}>, Input: []
2 1 1 1 1 3 11ipm SO: <{the,{<book,n!case>,{the,d}}},the>, Input: []
2 1 1 1 1 3 12ipm SO: <{the,{<book,n!case>,{the,d}}},d>, Input: []
2 1 1 1 1 4 ism SO: {d,{<book,n!case>,{the,d}}}, Input: []
2 1 1 1 1 4 1 ism SO: {d,{d,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 4 2 ism SO: {{<book,n!case>,{the,d}},{d,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 4 3 ism SO: {<book,n!case>,{d,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 4 4 ism SO: {{the,d},{d,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 4 5 ism SO: {the,{d,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 4 6 ism SO: {d,{d,{<book,n!case>,{the,d}}}}, Input: []
2 1 1 1 1 4 7 ipm SO: <{d,{<book,n!case>,{the,d}}},d>, Input: []
2 1 1 1 1 4 8 ipm SO: <{d,{<book,n!case>,{the,d}}},{<book,n!case>,{the,d}}>, Input: []
2 1 1 1 1 4 9 ipm SO: <{d,{<book,n!case>,{the,d}}},<book,n!case>>, Input: []
2 1 1 1 1 4 10ipm SO: <{d,{<book,n!case>,{the,d}}},{the,d}>, Input: []
2 1 1 1 1 4 11ipm SO: <{d,{<book,n!case>,{the,d}}},the>, Input: []
2 1 1 1 1 4 12ipm SO: <{d,{<book,n!case>,{the,d}}},d>, Input: []
2 1 1 1 1 5 ipm SO: <{<book,n!case>,{the,d}},<book,n!case>>, Input: []
2 1 1 1 1 6 ipm SO: <{<book,n!case>,{the,d}},{the,d}>, Input: []
2 1 1 1 1 6 1 ism SO: {the,<{<book,n!case>,{the,d}},{the,d}>}, Input: []
2 1 1 1 1 6 2 ism SO: {d,<{<book,n!case>,{the,d}},{the,d}>}, Input: []
2 1 1 1 1 6 3 ipm SO: <<{<book,n!case>,{the,d}},{the,d}>,the>, Input: []
2 1 1 1 1 6 4 ipm SO: <<{<book,n!case>,{the,d}},{the,d}>,d>, Input: []
2 1 1 1 1 7 ipm SO: <{<book,n!case>,{the,d}},the>, Input: []
2 1 1 1 1 8 ipm SO: <{<book,n!case>,{the,d}},d>, Input: []
2 1 1 1 2 epm SO: <<book,n!case>,{the,d}>, Input: []
2 1 1 1 2 1 ism SO: {the,<<book,n!case>,{the,d}>}, Input: []
2 1 1 1 2 1 1 ism SO: {the,{the,<<book,n!case>,{the,d}>}}, Input: []
2 1 1 1 2 1 2 ism SO: {<<book,n!case>,{the,d}>,{the,<<book,n!case>,{the,d}>}}, Input: []
2 1 1 1 2 1 3 ism SO: {the,{the,<<book,n!case>,{the,d}>}}, Input: []
2 1 1 1 2 1 4 ism SO: {d,{the,<<book,n!case>,{the,d}>}}, Input: []
2 1 1 1 2 1 5 ipm SO: <{the,<<book,n!case>,{the,d}>},the>, Input: []
2 1 1 1 2 1 6 ipm SO: <{the,<<book,n!case>,{the,d}>},<<book,n!case>,{the,d}>>, Input: []
2 1 1 1 2 1 7 ipm SO: <{the,<<book,n!case>,{the,d}>},the>, Input: []
2 1 1 1 2 1 8 ipm SO: <{the,<<book,n!case>,{the,d}>},d>, Input: []
2 1 1 1 2 2 ism SO: {d,<<book,n!case>,{the,d}>}, Input: []
2 1 1 1 2 2 1 ism SO: {d,{d,<<book,n!case>,{the,d}>}}, Input: []
2 1 1 1 2 2 2 ism SO: {<<book,n!case>,{the,d}>,{d,<<book,n!case>,{the,d}>}}, Input: []
2 1 1 1 2 2 3 ism SO: {the,{d,<<book,n!case>,{the,d}>}}, Input: []
2 1 1 1 2 2 4 ism SO: {d,{d,<<book,n!case>,{the,d}>}}, Input: []
2 1 1 1 2 2 5 ipm SO: <{d,<<book,n!case>,{the,d}>},d>, Input: []
2 1 1 1 2 2 6 ipm SO: <{d,<<book,n!case>,{the,d}>},<<book,n!case>,{the,d}>>, Input: []
2 1 1 1 2 2 7 ipm SO: <{d,<<book,n!case>,{the,d}>},the>, Input: []
2 1 1 1 2 2 8 ipm SO: <{d,<<book,n!case>,{the,d}>},d>, Input: []
2 1 1 1 2 3 ipm SO: <<<book,n!case>,{the,d}>,the>, Input: []
2 1 1 1 2 4 ipm SO: <<<book,n!case>,{the,d}>,d>, Input: []
2 1 1 1 3 epm SO: <{the,d},<book,n!case>>, Input: []
2 1 1 2 ism SO: {the,{the,d}}, Input: []
2 1 1 2 1 uws SO: <book,n!case>, Input: [{the,{the,d}}]
2 1 1 2 1 1 esm SO: {<book,n!case>,{the,{the,d}}}, Input: []
2 1 1 2 1 1 1 ism SO: {<book,n!case>,{<book,n!case>,{the,{the,d}}}}, Input: []
2 1 1 2 1 1 2 ism SO: {{the,{the,d}},{<book,n!case>,{the,{the,d}}}}, Input: []
2 1 1 2 1 1 3 ism SO: {the,{<book,n!case>,{the,{the,d}}}}, Input: []
2 1 1 2 1 1 4 ism SO: {{the,d},{<book,n!case>,{the,{the,d}}}}, Input: []
2 1 1 2 1 1 5 ism SO: {the,{<book,n!case>,{the,{the,d}}}}, Input: []
2 1 1 2 1 1 6 ism SO: {d,{<book,n!case>,{the,{the,d}}}}, Input: []
2 1 1 2 1 1 7 ipm SO: <{<book,n!case>,{the,{the,d}}},<book,n!case>>, Input: []
2 1 1 2 1 1 8 ipm SO: <{<book,n!case>,{the,{the,d}}},{the,{the,d}}>, Input: []
2 1 1 2 1 1 9 ipm SO: <{<book,n!case>,{the,{the,d}}},the>, Input: []
2 1 1 2 1 1 10ipm SO: <{<book,n!case>,{the,{the,d}}},{the,d}>, Input: []
2 1 1 2 1 1 11ipm SO: <{<book,n!case>,{the,{the,d}}},the>, Input: []
2 1 1 2 1 1 12ipm SO: <{<book,n!case>,{the,{the,d}}},d>, Input: []
2 1 1 2 1 2 epm SO: <<book,n!case>,{the,{the,d}}>, Input: []
2 1 1 2 1 2 1 ism SO: {the,<<book,n!case>,{the,{the,d}}>}, Input: []
2 1 1 2 1 2 2 ism SO: {{the,d},<<book,n!case>,{the,{the,d}}>}, Input: []
2 1 1 2 1 2 3 ism SO: {the,<<book,n!case>,{the,{the,d}}>}, Input: []
2 1 1 2 1 2 4 ism SO: {d,<<book,n!case>,{the,{the,d}}>}, Input: []
2 1 1 2 1 2 5 ipm SO: <<<book,n!case>,{the,{the,d}}>,the>, Input: []
2 1 1 2 1 2 6 ipm SO: <<<book,n!case>,{the,{the,d}}>,{the,d}>, Input: []
2 1 1 2 1 2 7 ipm SO: <<<book,n!case>,{the,{the,d}}>,the>, Input: []
2 1 1 2 1 2 8 ipm SO: <<<book,n!case>,{the,{the,d}}>,d>, Input: []
2 1 1 2 1 3 epm SO: <{the,{the,d}},<book,n!case>>, Input: []
2 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
2 1 1 2 2 1 uws SO: <book,n!case>, Input: [{the,{the,{the,d}}}]
2 1 1 2 2 1 1 esm SO: {<book,n!case>,{the,{the,{the,d}}}}, Input: []
2 1 1 2 2 1 2 epm SO: <<book,n!case>,{the,{the,{the,d}}}>, Input: []
2 1 1 2 2 1 3 epm SO: <{the,{the,{the,d}}},<book,n!case>>, Input: []
2 1 1 2 2 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
2 1 1 2 2 2 1 uws SO: <book,n!case>, Input: [{the,{the,{the,{the,d}}}}]
2 1 1 2 2 2 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 2 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 2 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 2 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 2 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 2 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 2 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 2 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 2 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 2 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 2 2 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 2 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 2 2 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 2 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 2 2 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 2 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 2 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
2 1 1 2 2 3 1 uws SO: <book,n!case>, Input: [{{the,{the,d}},{the,{the,{the,d}}}}]
2 1 1 2 2 3 2 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 3 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 4 ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 5 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 6 ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 7 ism SO: {{the,{the,{the,d}}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 8 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 9 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 10ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 11ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 12ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 13ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 3 14ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 2 3 15ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 3 16ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 2 3 17ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 3 18ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 2 3 19ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 2 3 20ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 3 21ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 2 3 22ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 3 23ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 2 3 24ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 3 25ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 2 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
2 1 1 2 2 4 1 uws SO: <book,n!case>, Input: [{the,{the,{the,{the,d}}}}]
2 1 1 2 2 4 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 4 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 4 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 4 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 4 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 4 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 4 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 4 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 4 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 4 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 2 4 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 4 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 2 4 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 4 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 2 4 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 4 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 2 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
2 1 1 2 2 5 1 uws SO: <book,n!case>, Input: [{{the,d},{the,{the,{the,d}}}}]
2 1 1 2 2 5 2 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 5 3 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 5 4 ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 5 5 ism SO: {{the,{the,{the,d}}},{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 5 6 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 5 7 ism SO: {{the,{the,d}},{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 5 8 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 5 9 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 5 10ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 5 11ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 5 12ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 2 5 13ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 5 14ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 2 5 15ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 2 5 16ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 5 17ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 2 5 18ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 5 19ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 2 5 20ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 5 21ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 2 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
2 1 1 2 2 6 1 uws SO: <book,n!case>, Input: [{the,{the,{the,{the,d}}}}]
2 1 1 2 2 6 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 6 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 6 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 6 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 6 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 6 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 6 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 6 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 6 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 6 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 2 6 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 6 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 2 6 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 6 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 2 6 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 6 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 2 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
2 1 1 2 2 7 1 uws SO: <book,n!case>, Input: [{d,{the,{the,{the,d}}}}]
2 1 1 2 2 7 2 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 7 3 ism SO: {{the,{the,{the,d}}},{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 7 4 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 7 5 ism SO: {{the,{the,d}},{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 7 6 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 7 7 ism SO: {{the,d},{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 7 8 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 7 9 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 2 7 10ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 2 7 11ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 2 7 12ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 7 13ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 2 7 14ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 7 15ipm SO: <{d,{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 2 7 16ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 2 7 17ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 2 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
2 1 1 2 2 8 1 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},the>]
2 1 1 2 2 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
2 1 1 2 2 9 1 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},{the,{the,d}}>]
2 1 1 2 2 9 2 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 2 9 3 ism SO: {{the,d},<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 2 9 4 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 2 9 5 ism SO: {d,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 2 9 6 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
2 1 1 2 2 9 7 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
2 1 1 2 2 9 8 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
2 1 1 2 2 9 9 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,d>, Input: []
2 1 1 2 2 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
2 1 1 2 2 101 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},the>]
2 1 1 2 2 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
2 1 1 2 2 111 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},{the,d}>]
2 1 1 2 2 112 ism SO: {the,<{the,{the,{the,d}}},{the,d}>}, Input: []
2 1 1 2 2 113 ism SO: {d,<{the,{the,{the,d}}},{the,d}>}, Input: []
2 1 1 2 2 114 ipm SO: <<{the,{the,{the,d}}},{the,d}>,the>, Input: []
2 1 1 2 2 115 ipm SO: <<{the,{the,{the,d}}},{the,d}>,d>, Input: []
2 1 1 2 2 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
2 1 1 2 2 121 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},the>]
2 1 1 2 2 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
2 1 1 2 2 131 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},d>]
2 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
2 1 1 2 3 1 uws SO: <book,n!case>, Input: [{{the,d},{the,{the,d}}}]
2 1 1 2 3 1 1 esm SO: {<book,n!case>,{{the,d},{the,{the,d}}}}, Input: []
2 1 1 2 3 1 2 epm SO: <<book,n!case>,{{the,d},{the,{the,d}}}>, Input: []
2 1 1 2 3 1 3 epm SO: <{{the,d},{the,{the,d}}},<book,n!case>>, Input: []
2 1 1 2 3 2 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
2 1 1 2 3 2 1 uws SO: <book,n!case>, Input: [{{the,d},{{the,d},{the,{the,d}}}}]
2 1 1 2 3 2 2 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 3 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 4 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 5 ism SO: {{{the,d},{the,{the,d}}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 6 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 7 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 8 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 9 ism SO: {{the,{the,d}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 10ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 11ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 12ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 13ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 2 14ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 2 15ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 2 16ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 2 17ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
2 1 1 2 3 2 18ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 2 19ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 2 20ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 2 21ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 3 2 22ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 2 23ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 2 24ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 2 25ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 3 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
2 1 1 2 3 3 1 uws SO: <book,n!case>, Input: [{the,{{the,d},{the,{the,d}}}}]
2 1 1 2 3 3 2 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 3 3 ism SO: {{{the,d},{the,{the,d}}},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 3 4 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 3 5 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 3 6 ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 3 7 ism SO: {{the,{the,d}},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 3 8 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 3 9 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 3 10ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 3 11ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 3 12ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 3 13ipm SO: <{the,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
2 1 1 2 3 3 14ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 3 15ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 3 16ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 3 17ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 3 3 18ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 3 19ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 3 20ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 3 21ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 4 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
2 1 1 2 3 4 1 uws SO: <book,n!case>, Input: [{d,{{the,d},{the,{the,d}}}}]
2 1 1 2 3 4 2 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 4 3 ism SO: {{{the,d},{the,{the,d}}},{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 4 4 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 4 5 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 4 6 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 4 7 ism SO: {{the,{the,d}},{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 4 8 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 4 9 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 4 10ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 4 11ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 4 12ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 4 13ipm SO: <{d,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
2 1 1 2 3 4 14ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 4 15ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 4 16ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 4 17ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 3 4 18ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 4 19ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 4 20ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 4 21ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 5 ism SO: {{the,{the,d}},{{the,d},{the,{the,d}}}}, Input: []
2 1 1 2 3 5 1 uws SO: <book,n!case>, Input: [{{the,{the,d}},{{the,d},{the,{the,d}}}}]
2 1 1 2 3 5 2 ism SO: {{the,{the,d}},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 3 ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 4 ism SO: {{the,d},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 5 ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 6 ism SO: {d,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 7 ism SO: {{{the,d},{the,{the,d}}},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 8 ism SO: {{the,d},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 9 ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 10ism SO: {d,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 11ism SO: {{the,{the,d}},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 12ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 13ism SO: {{the,d},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 14ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 15ism SO: {d,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 5 16ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 3 5 17ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 5 18ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 5 19ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 5 20ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 5 21ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
2 1 1 2 3 5 22ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 5 23ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 5 24ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 5 25ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 3 5 26ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 5 27ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 5 28ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 5 29ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 6 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
2 1 1 2 3 6 1 uws SO: <book,n!case>, Input: [{the,{{the,d},{the,{the,d}}}}]
2 1 1 2 3 6 2 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 6 3 ism SO: {{{the,d},{the,{the,d}}},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 6 4 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 6 5 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 6 6 ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 6 7 ism SO: {{the,{the,d}},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 6 8 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 6 9 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 6 10ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 6 11ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 6 12ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 6 13ipm SO: <{the,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
2 1 1 2 3 6 14ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 6 15ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 6 16ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 6 17ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 3 6 18ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 6 19ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 6 20ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 6 21ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 7 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
2 1 1 2 3 7 1 uws SO: <book,n!case>, Input: [{{the,d},{{the,d},{the,{the,d}}}}]
2 1 1 2 3 7 2 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 3 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 4 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 5 ism SO: {{{the,d},{the,{the,d}}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 6 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 7 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 8 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 9 ism SO: {{the,{the,d}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 10ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 11ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 12ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 13ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 7 14ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 7 15ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 7 16ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 7 17ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
2 1 1 2 3 7 18ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 7 19ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 7 20ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 7 21ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 3 7 22ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 7 23ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 7 24ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 7 25ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 8 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
2 1 1 2 3 8 1 uws SO: <book,n!case>, Input: [{the,{{the,d},{the,{the,d}}}}]
2 1 1 2 3 8 2 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 8 3 ism SO: {{{the,d},{the,{the,d}}},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 8 4 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 8 5 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 8 6 ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 8 7 ism SO: {{the,{the,d}},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 8 8 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 8 9 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 8 10ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 8 11ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 8 12ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 8 13ipm SO: <{the,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
2 1 1 2 3 8 14ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 8 15ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 8 16ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 8 17ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 3 8 18ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 8 19ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 8 20ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 8 21ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 9 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
2 1 1 2 3 9 1 uws SO: <book,n!case>, Input: [{d,{{the,d},{the,{the,d}}}}]
2 1 1 2 3 9 2 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 9 3 ism SO: {{{the,d},{the,{the,d}}},{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 9 4 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 9 5 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 9 6 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 9 7 ism SO: {{the,{the,d}},{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 9 8 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 9 9 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 9 10ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 9 11ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
2 1 1 2 3 9 12ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 9 13ipm SO: <{d,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
2 1 1 2 3 9 14ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 9 15ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 9 16ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 9 17ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 3 9 18ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 9 19ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 3 9 20ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
2 1 1 2 3 9 21ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
2 1 1 2 3 10ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
2 1 1 2 3 101 uws SO: <book,n!case>, Input: [<{{the,d},{the,{the,d}}},{the,d}>]
2 1 1 2 3 102 ism SO: {the,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
2 1 1 2 3 103 ism SO: {d,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
2 1 1 2 3 104 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,the>, Input: []
2 1 1 2 3 105 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,d>, Input: []
2 1 1 2 3 11ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
2 1 1 2 3 111 uws SO: <book,n!case>, Input: [<{{the,d},{the,{the,d}}},the>]
2 1 1 2 3 12ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
2 1 1 2 3 121 uws SO: <book,n!case>, Input: [<{{the,d},{the,{the,d}}},d>]
2 1 1 2 3 13ipm SO: <{{the,d},{the,{the,d}}},{the,{the,d}}>, Input: []
2 1 1 2 3 131 uws SO: <book,n!case>, Input: [<{{the,d},{the,{the,d}}},{the,{the,d}}>]
2 1 1 2 3 132 ism SO: {the,<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 3 133 ism SO: {{the,d},<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 3 134 ism SO: {the,<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 3 135 ism SO: {d,<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 3 136 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,the>, Input: []
2 1 1 2 3 137 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
2 1 1 2 3 138 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,the>, Input: []
2 1 1 2 3 139 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,d>, Input: []
2 1 1 2 3 14ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
2 1 1 2 3 141 uws SO: <book,n!case>, Input: [<{{the,d},{the,{the,d}}},the>]
2 1 1 2 3 15ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
2 1 1 2 3 151 uws SO: <book,n!case>, Input: [<{{the,d},{the,{the,d}}},{the,d}>]
2 1 1 2 3 152 ism SO: {the,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
2 1 1 2 3 153 ism SO: {d,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
2 1 1 2 3 154 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,the>, Input: []
2 1 1 2 3 155 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,d>, Input: []
2 1 1 2 3 16ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
2 1 1 2 3 161 uws SO: <book,n!case>, Input: [<{{the,d},{the,{the,d}}},the>]
2 1 1 2 3 17ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
2 1 1 2 3 171 uws SO: <book,n!case>, Input: [<{{the,d},{the,{the,d}}},d>]
2 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
2 1 1 2 4 1 uws SO: <book,n!case>, Input: [{the,{the,{the,d}}}]
2 1 1 2 4 1 1 esm SO: {<book,n!case>,{the,{the,{the,d}}}}, Input: []
2 1 1 2 4 1 2 epm SO: <<book,n!case>,{the,{the,{the,d}}}>, Input: []
2 1 1 2 4 1 3 epm SO: <{the,{the,{the,d}}},<book,n!case>>, Input: []
2 1 1 2 4 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
2 1 1 2 4 2 1 uws SO: <book,n!case>, Input: [{the,{the,{the,{the,d}}}}]
2 1 1 2 4 2 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 2 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 2 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 2 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 2 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 2 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 2 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 2 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 2 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 2 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 4 2 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 2 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 4 2 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 2 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 4 2 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 2 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 4 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
2 1 1 2 4 3 1 uws SO: <book,n!case>, Input: [{{the,{the,d}},{the,{the,{the,d}}}}]
2 1 1 2 4 3 2 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 3 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 4 ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 5 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 6 ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 7 ism SO: {{the,{the,{the,d}}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 8 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 9 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 10ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 11ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 12ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 13ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 3 14ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 4 3 15ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 3 16ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 4 3 17ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 3 18ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 4 3 19ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 4 3 20ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 3 21ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 4 3 22ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 3 23ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 4 3 24ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 3 25ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 4 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
2 1 1 2 4 4 1 uws SO: <book,n!case>, Input: [{the,{the,{the,{the,d}}}}]
2 1 1 2 4 4 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 4 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 4 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 4 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 4 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 4 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 4 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 4 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 4 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 4 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 4 4 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 4 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 4 4 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 4 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 4 4 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 4 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 4 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
2 1 1 2 4 5 1 uws SO: <book,n!case>, Input: [{{the,d},{the,{the,{the,d}}}}]
2 1 1 2 4 5 2 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 5 3 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 5 4 ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 5 5 ism SO: {{the,{the,{the,d}}},{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 5 6 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 5 7 ism SO: {{the,{the,d}},{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 5 8 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 5 9 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 5 10ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 5 11ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 5 12ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 4 5 13ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 5 14ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 4 5 15ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 4 5 16ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 5 17ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 4 5 18ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 5 19ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 4 5 20ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 5 21ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 4 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
2 1 1 2 4 6 1 uws SO: <book,n!case>, Input: [{the,{the,{the,{the,d}}}}]
2 1 1 2 4 6 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 6 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 6 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 6 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 6 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 6 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 6 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 6 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 6 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 6 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 4 6 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 6 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 4 6 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 6 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 4 6 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 6 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 4 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
2 1 1 2 4 7 1 uws SO: <book,n!case>, Input: [{d,{the,{the,{the,d}}}}]
2 1 1 2 4 7 2 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 7 3 ism SO: {{the,{the,{the,d}}},{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 7 4 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 7 5 ism SO: {{the,{the,d}},{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 7 6 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 7 7 ism SO: {{the,d},{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 7 8 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 7 9 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
2 1 1 2 4 7 10ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 4 7 11ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
2 1 1 2 4 7 12ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 7 13ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 4 7 14ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 7 15ipm SO: <{d,{the,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 4 7 16ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
2 1 1 2 4 7 17ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
2 1 1 2 4 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
2 1 1 2 4 8 1 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},the>]
2 1 1 2 4 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
2 1 1 2 4 9 1 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},{the,{the,d}}>]
2 1 1 2 4 9 2 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 4 9 3 ism SO: {{the,d},<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 4 9 4 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 4 9 5 ism SO: {d,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 4 9 6 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
2 1 1 2 4 9 7 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
2 1 1 2 4 9 8 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
2 1 1 2 4 9 9 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,d>, Input: []
2 1 1 2 4 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
2 1 1 2 4 101 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},the>]
2 1 1 2 4 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
2 1 1 2 4 111 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},{the,d}>]
2 1 1 2 4 112 ism SO: {the,<{the,{the,{the,d}}},{the,d}>}, Input: []
2 1 1 2 4 113 ism SO: {d,<{the,{the,{the,d}}},{the,d}>}, Input: []
2 1 1 2 4 114 ipm SO: <<{the,{the,{the,d}}},{the,d}>,the>, Input: []
2 1 1 2 4 115 ipm SO: <<{the,{the,{the,d}}},{the,d}>,d>, Input: []
2 1 1 2 4 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
2 1 1 2 4 121 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},the>]
2 1 1 2 4 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
2 1 1 2 4 131 uws SO: <book,n!case>, Input: [<{the,{the,{the,d}}},d>]
2 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
2 1 1 2 5 1 uws SO: <book,n!case>, Input: [{d,{the,{the,d}}}]
2 1 1 2 5 1 1 esm SO: {<book,n!case>,{d,{the,{the,d}}}}, Input: []
2 1 1 2 5 1 2 epm SO: <<book,n!case>,{d,{the,{the,d}}}>, Input: []
2 1 1 2 5 1 3 epm SO: <{d,{the,{the,d}}},<book,n!case>>, Input: []
2 1 1 2 5 2 ism SO: {d,{d,{the,{the,d}}}}, Input: []
2 1 1 2 5 2 1 uws SO: <book,n!case>, Input: [{d,{d,{the,{the,d}}}}]
2 1 1 2 5 2 2 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 2 3 ism SO: {{d,{the,{the,d}}},{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 2 4 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 2 5 ism SO: {{the,{the,d}},{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 2 6 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 2 7 ism SO: {{the,d},{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 2 8 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 2 9 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 2 10ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 2 11ipm SO: <{d,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
2 1 1 2 5 2 12ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 2 13ipm SO: <{d,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 5 2 14ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 2 15ipm SO: <{d,{d,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 5 2 16ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 2 17ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 3 ism SO: {{the,{the,d}},{d,{the,{the,d}}}}, Input: []
2 1 1 2 5 3 1 uws SO: <book,n!case>, Input: [{{the,{the,d}},{d,{the,{the,d}}}}]
2 1 1 2 5 3 2 ism SO: {{the,{the,d}},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 3 ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 4 ism SO: {{the,d},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 5 ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 6 ism SO: {d,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 7 ism SO: {{d,{the,{the,d}}},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 8 ism SO: {d,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 9 ism SO: {{the,{the,d}},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 10ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 11ism SO: {{the,d},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 12ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 13ism SO: {d,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 3 14ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 5 3 15ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 3 16ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 5 3 17ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 3 18ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 3 19ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
2 1 1 2 5 3 20ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 3 21ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 5 3 22ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 3 23ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 5 3 24ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 3 25ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 4 ism SO: {the,{d,{the,{the,d}}}}, Input: []
2 1 1 2 5 4 1 uws SO: <book,n!case>, Input: [{the,{d,{the,{the,d}}}}]
2 1 1 2 5 4 2 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 4 3 ism SO: {{d,{the,{the,d}}},{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 4 4 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 4 5 ism SO: {{the,{the,d}},{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 4 6 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 4 7 ism SO: {{the,d},{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 4 8 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 4 9 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 4 10ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 4 11ipm SO: <{the,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
2 1 1 2 5 4 12ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 4 13ipm SO: <{the,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 5 4 14ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 4 15ipm SO: <{the,{d,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 5 4 16ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 4 17ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 5 ism SO: {{the,d},{d,{the,{the,d}}}}, Input: []
2 1 1 2 5 5 1 uws SO: <book,n!case>, Input: [{{the,d},{d,{the,{the,d}}}}]
2 1 1 2 5 5 2 ism SO: {{the,d},{{the,d},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 5 3 ism SO: {the,{{the,d},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 5 4 ism SO: {d,{{the,d},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 5 5 ism SO: {{d,{the,{the,d}}},{{the,d},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 5 6 ism SO: {d,{{the,d},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 5 7 ism SO: {{the,{the,d}},{{the,d},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 5 8 ism SO: {the,{{the,d},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 5 9 ism SO: {{the,d},{{the,d},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 5 10ism SO: {the,{{the,d},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 5 11ism SO: {d,{{the,d},{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 5 12ipm SO: <{{the,d},{d,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 5 5 13ipm SO: <{{the,d},{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 5 14ipm SO: <{{the,d},{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 5 15ipm SO: <{{the,d},{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
2 1 1 2 5 5 16ipm SO: <{{the,d},{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 5 17ipm SO: <{{the,d},{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 5 5 18ipm SO: <{{the,d},{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 5 19ipm SO: <{{the,d},{d,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 5 5 20ipm SO: <{{the,d},{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 5 21ipm SO: <{{the,d},{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 6 ism SO: {the,{d,{the,{the,d}}}}, Input: []
2 1 1 2 5 6 1 uws SO: <book,n!case>, Input: [{the,{d,{the,{the,d}}}}]
2 1 1 2 5 6 2 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 6 3 ism SO: {{d,{the,{the,d}}},{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 6 4 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 6 5 ism SO: {{the,{the,d}},{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 6 6 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 6 7 ism SO: {{the,d},{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 6 8 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 6 9 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 6 10ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 6 11ipm SO: <{the,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
2 1 1 2 5 6 12ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 6 13ipm SO: <{the,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 5 6 14ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 6 15ipm SO: <{the,{d,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 5 6 16ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 6 17ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 7 ism SO: {d,{d,{the,{the,d}}}}, Input: []
2 1 1 2 5 7 1 uws SO: <book,n!case>, Input: [{d,{d,{the,{the,d}}}}]
2 1 1 2 5 7 2 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 7 3 ism SO: {{d,{the,{the,d}}},{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 7 4 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 7 5 ism SO: {{the,{the,d}},{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 7 6 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 7 7 ism SO: {{the,d},{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 7 8 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 7 9 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
2 1 1 2 5 7 10ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 7 11ipm SO: <{d,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
2 1 1 2 5 7 12ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 7 13ipm SO: <{d,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
2 1 1 2 5 7 14ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 7 15ipm SO: <{d,{d,{the,{the,d}}}},{the,d}>, Input: []
2 1 1 2 5 7 16ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
2 1 1 2 5 7 17ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
2 1 1 2 5 8 ipm SO: <{d,{the,{the,d}}},d>, Input: []
2 1 1 2 5 8 1 uws SO: <book,n!case>, Input: [<{d,{the,{the,d}}},d>]
2 1 1 2 5 9 ipm SO: <{d,{the,{the,d}}},{the,{the,d}}>, Input: []
2 1 1 2 5 9 1 uws SO: <book,n!case>, Input: [<{d,{the,{the,d}}},{the,{the,d}}>]
2 1 1 2 5 9 2 ism SO: {the,<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 5 9 3 ism SO: {{the,d},<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 5 9 4 ism SO: {the,<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 5 9 5 ism SO: {d,<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
2 1 1 2 5 9 6 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
2 1 1 2 5 9 7 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
2 1 1 2 5 9 8 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
2 1 1 2 5 9 9 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,d>, Input: []
2 1 1 2 5 10ipm SO: <{d,{the,{the,d}}},the>, Input: []
2 1 1 2 5 101 uws SO: <book,n!case>, Input: [<{d,{the,{the,d}}},the>]
2 1 1 2 5 11ipm SO: <{d,{the,{the,d}}},{the,d}>, Input: []
2 1 1 2 5 111 uws SO: <book,n!case>, Input: [<{d,{the,{the,d}}},{the,d}>]
2 1 1 2 5 112 ism SO: {the,<{d,{the,{the,d}}},{the,d}>}, Input: []
2 1 1 2 5 113 ism SO: {d,<{d,{the,{the,d}}},{the,d}>}, Input: []
2 1 1 2 5 114 ipm SO: <<{d,{the,{the,d}}},{the,d}>,the>, Input: []
2 1 1 2 5 115 ipm SO: <<{d,{the,{the,d}}},{the,d}>,d>, Input: []
2 1 1 2 5 12ipm SO: <{d,{the,{the,d}}},the>, Input: []
2 1 1 2 5 121 uws SO: <book,n!case>, Input: [<{d,{the,{the,d}}},the>]
2 1 1 2 5 13ipm SO: <{d,{the,{the,d}}},d>, Input: []
2 1 1 2 5 131 uws SO: <book,n!case>, Input: [<{d,{the,{the,d}}},d>]
2 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
2 1 1 2 6 1 uws SO: <book,n!case>, Input: [<{the,{the,d}},the>]
2 1 1 2 6 1 1 esm SO: {<book,n!case>,<{the,{the,d}},the>}, Input: []
2 1 1 2 6 1 2 epm SO: <<book,n!case>,<{the,{the,d}},the>>, Input: []
2 1 1 2 6 1 3 epm SO: <<{the,{the,d}},the>,<book,n!case>>, Input: []
2 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
2 1 1 2 7 1 uws SO: <book,n!case>, Input: [<{the,{the,d}},{the,d}>]
2 1 1 2 7 1 1 esm SO: {<book,n!case>,<{the,{the,d}},{the,d}>}, Input: []
2 1 1 2 7 1 2 epm SO: <<book,n!case>,<{the,{the,d}},{the,d}>>, Input: []
2 1 1 2 7 1 3 epm SO: <<{the,{the,d}},{the,d}>,<book,n!case>>, Input: []
2 1 1 2 7 2 ism SO: {the,<{the,{the,d}},{the,d}>}, Input: []
2 1 1 2 7 2 1 uws SO: <book,n!case>, Input: [{the,<{the,{the,d}},{the,d}>}]
2 1 1 2 7 2 2 ism SO: {the,{the,<{the,{the,d}},{the,d}>}}, Input: []
2 1 1 2 7 2 3 ism SO: {<{the,{the,d}},{the,d}>,{the,<{the,{the,d}},{the,d}>}}, Input: []
2 1 1 2 7 2 4 ism SO: {the,{the,<{the,{the,d}},{the,d}>}}, Input: []
2 1 1 2 7 2 5 ism SO: {d,{the,<{the,{the,d}},{the,d}>}}, Input: []
2 1 1 2 7 2 6 ipm SO: <{the,<{the,{the,d}},{the,d}>},the>, Input: []
2 1 1 2 7 2 7 ipm SO: <{the,<{the,{the,d}},{the,d}>},<{the,{the,d}},{the,d}>>, Input: []
2 1 1 2 7 2 8 ipm SO: <{the,<{the,{the,d}},{the,d}>},the>, Input: []
2 1 1 2 7 2 9 ipm SO: <{the,<{the,{the,d}},{the,d}>},d>, Input: []
2 1 1 2 7 3 ism SO: {d,<{the,{the,d}},{the,d}>}, Input: []
2 1 1 2 7 3 1 uws SO: <book,n!case>, Input: [{d,<{the,{the,d}},{the,d}>}]
2 1 1 2 7 3 2 ism SO: {d,{d,<{the,{the,d}},{the,d}>}}, Input: []
2 1 1 2 7 3 3 ism SO: {<{the,{the,d}},{the,d}>,{d,<{the,{the,d}},{the,d}>}}, Input: []
2 1 1 2 7 3 4 ism SO: {the,{d,<{the,{the,d}},{the,d}>}}, Input: []
2 1 1 2 7 3 5 ism SO: {d,{d,<{the,{the,d}},{the,d}>}}, Input: []
2 1 1 2 7 3 6 ipm SO: <{d,<{the,{the,d}},{the,d}>},d>, Input: []
2 1 1 2 7 3 7 ipm SO: <{d,<{the,{the,d}},{the,d}>},<{the,{the,d}},{the,d}>>, Input: []
2 1 1 2 7 3 8 ipm SO: <{d,<{the,{the,d}},{the,d}>},the>, Input: []
2 1 1 2 7 3 9 ipm SO: <{d,<{the,{the,d}},{the,d}>},d>, Input: []
2 1 1 2 7 4 ipm SO: <<{the,{the,d}},{the,d}>,the>, Input: []
2 1 1 2 7 4 1 uws SO: <book,n!case>, Input: [<<{the,{the,d}},{the,d}>,the>]
2 1 1 2 7 5 ipm SO: <<{the,{the,d}},{the,d}>,d>, Input: []
2 1 1 2 7 5 1 uws SO: <book,n!case>, Input: [<<{the,{the,d}},{the,d}>,d>]
2 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
2 1 1 2 8 1 uws SO: <book,n!case>, Input: [<{the,{the,d}},the>]
2 1 1 2 8 1 1 esm SO: {<book,n!case>,<{the,{the,d}},the>}, Input: []
2 1 1 2 8 1 2 epm SO: <<book,n!case>,<{the,{the,d}},the>>, Input: []
2 1 1 2 8 1 3 epm SO: <<{the,{the,d}},the>,<book,n!case>>, Input: []
2 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
2 1 1 2 9 1 uws SO: <book,n!case>, Input: [<{the,{the,d}},d>]
2 1 1 2 9 1 1 esm SO: {<book,n!case>,<{the,{the,d}},d>}, Input: []
2 1 1 2 9 1 2 epm SO: <<book,n!case>,<{the,{the,d}},d>>, Input: []
2 1 1 2 9 1 3 epm SO: <<{the,{the,d}},d>,<book,n!case>>, Input: []
2 1 1 3 ism SO: {d,{the,d}}, Input: []
2 1 1 3 1 uws SO: <book,n!case>, Input: [{d,{the,d}}]
2 1 1 3 1 1 esm SO: {<book,n!case>,{d,{the,d}}}, Input: []
2 1 1 3 1 1 1 ism SO: {<book,n!case>,{<book,n!case>,{d,{the,d}}}}, Input: []
2 1 1 3 1 1 2 ism SO: {{d,{the,d}},{<book,n!case>,{d,{the,d}}}}, Input: []
2 1 1 3 1 1 3 ism SO: {d,{<book,n!case>,{d,{the,d}}}}, Input: []
2 1 1 3 1 1 4 ism SO: {{the,d},{<book,n!case>,{d,{the,d}}}}, Input: []
2 1 1 3 1 1 5 ism SO: {the,{<book,n!case>,{d,{the,d}}}}, Input: []
2 1 1 3 1 1 6 ism SO: {d,{<book,n!case>,{d,{the,d}}}}, Input: []
2 1 1 3 1 1 7 ipm SO: <{<book,n!case>,{d,{the,d}}},<book,n!case>>, Input: []
2 1 1 3 1 1 8 ipm SO: <{<book,n!case>,{d,{the,d}}},{d,{the,d}}>, Input: []
2 1 1 3 1 1 9 ipm SO: <{<book,n!case>,{d,{the,d}}},d>, Input: []
2 1 1 3 1 1 10ipm SO: <{<book,n!case>,{d,{the,d}}},{the,d}>, Input: []
2 1 1 3 1 1 11ipm SO: <{<book,n!case>,{d,{the,d}}},the>, Input: []
2 1 1 3 1 1 12ipm SO: <{<book,n!case>,{d,{the,d}}},d>, Input: []
2 1 1 3 1 2 epm SO: <<book,n!case>,{d,{the,d}}>, Input: []
2 1 1 3 1 2 1 ism SO: {d,<<book,n!case>,{d,{the,d}}>}, Input: []
2 1 1 3 1 2 2 ism SO: {{the,d},<<book,n!case>,{d,{the,d}}>}, Input: []
2 1 1 3 1 2 3 ism SO: {the,<<book,n!case>,{d,{the,d}}>}, Input: []
2 1 1 3 1 2 4 ism SO: {d,<<book,n!case>,{d,{the,d}}>}, Input: []
2 1 1 3 1 2 5 ipm SO: <<<book,n!case>,{d,{the,d}}>,d>, Input: []
2 1 1 3 1 2 6 ipm SO: <<<book,n!case>,{d,{the,d}}>,{the,d}>, Input: []
2 1 1 3 1 2 7 ipm SO: <<<book,n!case>,{d,{the,d}}>,the>, Input: []
2 1 1 3 1 2 8 ipm SO: <<<book,n!case>,{d,{the,d}}>,d>, Input: []
2 1 1 3 1 3 epm SO: <{d,{the,d}},<book,n!case>>, Input: []
2 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
2 1 1 3 2 1 uws SO: <book,n!case>, Input: [{d,{d,{the,d}}}]
2 1 1 3 2 1 1 esm SO: {<book,n!case>,{d,{d,{the,d}}}}, Input: []
2 1 1 3 2 1 2 epm SO: <<book,n!case>,{d,{d,{the,d}}}>, Input: []
2 1 1 3 2 1 3 epm SO: <{d,{d,{the,d}}},<book,n!case>>, Input: []
2 1 1 3 2 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
2 1 1 3 2 2 1 uws SO: <book,n!case>, Input: [{d,{d,{d,{the,d}}}}]
2 1 1 3 2 2 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 2 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 2 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 2 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 2 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 2 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 2 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 2 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 2 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 2 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 2 2 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 2 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 2 2 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 2 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 2 2 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 2 2 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
2 1 1 3 2 3 1 uws SO: <book,n!case>, Input: [{{d,{the,d}},{d,{d,{the,d}}}}]
2 1 1 3 2 3 2 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 3 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 4 ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 5 ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 6 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 7 ism SO: {{d,{d,{the,d}}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 8 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 9 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 10ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 11ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 12ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 13ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 3 14ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 2 3 15ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 3 16ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 2 3 17ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 2 3 18ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 3 19ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 2 3 20ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 3 21ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 2 3 22ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 3 23ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 2 3 24ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 2 3 25ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
2 1 1 3 2 4 1 uws SO: <book,n!case>, Input: [{d,{d,{d,{the,d}}}}]
2 1 1 3 2 4 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 4 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 4 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 4 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 4 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 4 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 4 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 4 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 4 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 4 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 2 4 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 4 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 2 4 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 4 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 2 4 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 2 4 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
2 1 1 3 2 5 1 uws SO: <book,n!case>, Input: [{{the,d},{d,{d,{the,d}}}}]
2 1 1 3 2 5 2 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 5 3 ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 5 4 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 5 5 ism SO: {{d,{d,{the,d}}},{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 5 6 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 5 7 ism SO: {{d,{the,d}},{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 5 8 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 5 9 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 5 10ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 5 11ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 5 12ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 2 5 13ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 2 5 14ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 5 15ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 2 5 16ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 5 17ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 2 5 18ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 5 19ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 2 5 20ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 2 5 21ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
2 1 1 3 2 6 1 uws SO: <book,n!case>, Input: [{the,{d,{d,{the,d}}}}]
2 1 1 3 2 6 2 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 6 3 ism SO: {{d,{d,{the,d}}},{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 6 4 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 6 5 ism SO: {{d,{the,d}},{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 6 6 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 6 7 ism SO: {{the,d},{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 6 8 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 6 9 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 6 10ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 2 6 11ipm SO: <{the,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 2 6 12ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 6 13ipm SO: <{the,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 2 6 14ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 6 15ipm SO: <{the,{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 2 6 16ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 2 6 17ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
2 1 1 3 2 7 1 uws SO: <book,n!case>, Input: [{d,{d,{d,{the,d}}}}]
2 1 1 3 2 7 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 7 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 7 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 7 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 7 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 7 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 7 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 7 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 2 7 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 7 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 2 7 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 7 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 2 7 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 7 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 2 7 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 2 7 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 2 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
2 1 1 3 2 8 1 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},d>]
2 1 1 3 2 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
2 1 1 3 2 9 1 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},{d,{the,d}}>]
2 1 1 3 2 9 2 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 2 9 3 ism SO: {{the,d},<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 2 9 4 ism SO: {the,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 2 9 5 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 2 9 6 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
2 1 1 3 2 9 7 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
2 1 1 3 2 9 8 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,the>, Input: []
2 1 1 3 2 9 9 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
2 1 1 3 2 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
2 1 1 3 2 101 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},d>]
2 1 1 3 2 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
2 1 1 3 2 111 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},{the,d}>]
2 1 1 3 2 112 ism SO: {the,<{d,{d,{the,d}}},{the,d}>}, Input: []
2 1 1 3 2 113 ism SO: {d,<{d,{d,{the,d}}},{the,d}>}, Input: []
2 1 1 3 2 114 ipm SO: <<{d,{d,{the,d}}},{the,d}>,the>, Input: []
2 1 1 3 2 115 ipm SO: <<{d,{d,{the,d}}},{the,d}>,d>, Input: []
2 1 1 3 2 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
2 1 1 3 2 121 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},the>]
2 1 1 3 2 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
2 1 1 3 2 131 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},d>]
2 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
2 1 1 3 3 1 uws SO: <book,n!case>, Input: [{{the,d},{d,{the,d}}}]
2 1 1 3 3 1 1 esm SO: {<book,n!case>,{{the,d},{d,{the,d}}}}, Input: []
2 1 1 3 3 1 2 epm SO: <<book,n!case>,{{the,d},{d,{the,d}}}>, Input: []
2 1 1 3 3 1 3 epm SO: <{{the,d},{d,{the,d}}},<book,n!case>>, Input: []
2 1 1 3 3 2 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
2 1 1 3 3 2 1 uws SO: <book,n!case>, Input: [{{the,d},{{the,d},{d,{the,d}}}}]
2 1 1 3 3 2 2 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 3 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 4 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 5 ism SO: {{{the,d},{d,{the,d}}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 6 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 7 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 8 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 9 ism SO: {{d,{the,d}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 10ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 11ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 12ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 13ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 2 14ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 2 15ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 2 16ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 2 17ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
2 1 1 3 3 2 18ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 2 19ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 2 20ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 2 21ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 3 2 22ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 2 23ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 2 24ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 2 25ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 3 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
2 1 1 3 3 3 1 uws SO: <book,n!case>, Input: [{the,{{the,d},{d,{the,d}}}}]
2 1 1 3 3 3 2 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 3 3 ism SO: {{{the,d},{d,{the,d}}},{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 3 4 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 3 5 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 3 6 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 3 7 ism SO: {{d,{the,d}},{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 3 8 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 3 9 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 3 10ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 3 11ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 3 12ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 3 13ipm SO: <{the,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
2 1 1 3 3 3 14ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 3 15ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 3 16ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 3 17ipm SO: <{the,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 3 3 18ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 3 19ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 3 20ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 3 21ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 4 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
2 1 1 3 3 4 1 uws SO: <book,n!case>, Input: [{d,{{the,d},{d,{the,d}}}}]
2 1 1 3 3 4 2 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 4 3 ism SO: {{{the,d},{d,{the,d}}},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 4 4 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 4 5 ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 4 6 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 4 7 ism SO: {{d,{the,d}},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 4 8 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 4 9 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 4 10ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 4 11ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 4 12ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 4 13ipm SO: <{d,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
2 1 1 3 3 4 14ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 4 15ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 4 16ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 4 17ipm SO: <{d,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 3 4 18ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 4 19ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 4 20ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 4 21ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 5 ism SO: {{d,{the,d}},{{the,d},{d,{the,d}}}}, Input: []
2 1 1 3 3 5 1 uws SO: <book,n!case>, Input: [{{d,{the,d}},{{the,d},{d,{the,d}}}}]
2 1 1 3 3 5 2 ism SO: {{d,{the,d}},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 3 ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 4 ism SO: {{the,d},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 5 ism SO: {the,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 6 ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 7 ism SO: {{{the,d},{d,{the,d}}},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 8 ism SO: {{the,d},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 9 ism SO: {the,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 10ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 11ism SO: {{d,{the,d}},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 12ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 13ism SO: {{the,d},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 14ism SO: {the,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 15ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 5 16ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 3 5 17ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 5 18ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 5 19ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 5 20ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 5 21ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
2 1 1 3 3 5 22ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 5 23ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 5 24ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 5 25ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 3 5 26ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 5 27ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 5 28ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 5 29ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 6 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
2 1 1 3 3 6 1 uws SO: <book,n!case>, Input: [{d,{{the,d},{d,{the,d}}}}]
2 1 1 3 3 6 2 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 6 3 ism SO: {{{the,d},{d,{the,d}}},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 6 4 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 6 5 ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 6 6 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 6 7 ism SO: {{d,{the,d}},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 6 8 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 6 9 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 6 10ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 6 11ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 6 12ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 6 13ipm SO: <{d,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
2 1 1 3 3 6 14ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 6 15ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 6 16ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 6 17ipm SO: <{d,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 3 6 18ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 6 19ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 6 20ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 6 21ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 7 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
2 1 1 3 3 7 1 uws SO: <book,n!case>, Input: [{{the,d},{{the,d},{d,{the,d}}}}]
2 1 1 3 3 7 2 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 3 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 4 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 5 ism SO: {{{the,d},{d,{the,d}}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 6 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 7 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 8 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 9 ism SO: {{d,{the,d}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 10ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 11ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 12ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 13ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 7 14ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 7 15ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 7 16ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 7 17ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
2 1 1 3 3 7 18ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 7 19ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 7 20ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 7 21ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 3 7 22ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 7 23ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 7 24ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 7 25ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 8 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
2 1 1 3 3 8 1 uws SO: <book,n!case>, Input: [{the,{{the,d},{d,{the,d}}}}]
2 1 1 3 3 8 2 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 8 3 ism SO: {{{the,d},{d,{the,d}}},{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 8 4 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 8 5 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 8 6 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 8 7 ism SO: {{d,{the,d}},{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 8 8 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 8 9 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 8 10ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 8 11ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 8 12ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 8 13ipm SO: <{the,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
2 1 1 3 3 8 14ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 8 15ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 8 16ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 8 17ipm SO: <{the,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 3 8 18ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 8 19ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 8 20ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 8 21ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 9 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
2 1 1 3 3 9 1 uws SO: <book,n!case>, Input: [{d,{{the,d},{d,{the,d}}}}]
2 1 1 3 3 9 2 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 9 3 ism SO: {{{the,d},{d,{the,d}}},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 9 4 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 9 5 ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 9 6 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 9 7 ism SO: {{d,{the,d}},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 9 8 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 9 9 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 9 10ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 9 11ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
2 1 1 3 3 9 12ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 9 13ipm SO: <{d,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
2 1 1 3 3 9 14ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 9 15ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 9 16ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 9 17ipm SO: <{d,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 3 9 18ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 9 19ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 3 9 20ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
2 1 1 3 3 9 21ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
2 1 1 3 3 10ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
2 1 1 3 3 101 uws SO: <book,n!case>, Input: [<{{the,d},{d,{the,d}}},{the,d}>]
2 1 1 3 3 102 ism SO: {the,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
2 1 1 3 3 103 ism SO: {d,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
2 1 1 3 3 104 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,the>, Input: []
2 1 1 3 3 105 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,d>, Input: []
2 1 1 3 3 11ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
2 1 1 3 3 111 uws SO: <book,n!case>, Input: [<{{the,d},{d,{the,d}}},the>]
2 1 1 3 3 12ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
2 1 1 3 3 121 uws SO: <book,n!case>, Input: [<{{the,d},{d,{the,d}}},d>]
2 1 1 3 3 13ipm SO: <{{the,d},{d,{the,d}}},{d,{the,d}}>, Input: []
2 1 1 3 3 131 uws SO: <book,n!case>, Input: [<{{the,d},{d,{the,d}}},{d,{the,d}}>]
2 1 1 3 3 132 ism SO: {d,<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 3 133 ism SO: {{the,d},<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 3 134 ism SO: {the,<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 3 135 ism SO: {d,<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 3 136 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,d>, Input: []
2 1 1 3 3 137 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
2 1 1 3 3 138 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,the>, Input: []
2 1 1 3 3 139 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,d>, Input: []
2 1 1 3 3 14ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
2 1 1 3 3 141 uws SO: <book,n!case>, Input: [<{{the,d},{d,{the,d}}},d>]
2 1 1 3 3 15ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
2 1 1 3 3 151 uws SO: <book,n!case>, Input: [<{{the,d},{d,{the,d}}},{the,d}>]
2 1 1 3 3 152 ism SO: {the,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
2 1 1 3 3 153 ism SO: {d,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
2 1 1 3 3 154 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,the>, Input: []
2 1 1 3 3 155 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,d>, Input: []
2 1 1 3 3 16ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
2 1 1 3 3 161 uws SO: <book,n!case>, Input: [<{{the,d},{d,{the,d}}},the>]
2 1 1 3 3 17ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
2 1 1 3 3 171 uws SO: <book,n!case>, Input: [<{{the,d},{d,{the,d}}},d>]
2 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
2 1 1 3 4 1 uws SO: <book,n!case>, Input: [{the,{d,{the,d}}}]
2 1 1 3 4 1 1 esm SO: {<book,n!case>,{the,{d,{the,d}}}}, Input: []
2 1 1 3 4 1 2 epm SO: <<book,n!case>,{the,{d,{the,d}}}>, Input: []
2 1 1 3 4 1 3 epm SO: <{the,{d,{the,d}}},<book,n!case>>, Input: []
2 1 1 3 4 2 ism SO: {the,{the,{d,{the,d}}}}, Input: []
2 1 1 3 4 2 1 uws SO: <book,n!case>, Input: [{the,{the,{d,{the,d}}}}]
2 1 1 3 4 2 2 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 2 3 ism SO: {{the,{d,{the,d}}},{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 2 4 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 2 5 ism SO: {{d,{the,d}},{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 2 6 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 2 7 ism SO: {{the,d},{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 2 8 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 2 9 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 2 10ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 2 11ipm SO: <{the,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
2 1 1 3 4 2 12ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 2 13ipm SO: <{the,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 4 2 14ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 2 15ipm SO: <{the,{the,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 4 2 16ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 2 17ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 3 ism SO: {{d,{the,d}},{the,{d,{the,d}}}}, Input: []
2 1 1 3 4 3 1 uws SO: <book,n!case>, Input: [{{d,{the,d}},{the,{d,{the,d}}}}]
2 1 1 3 4 3 2 ism SO: {{d,{the,d}},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 3 ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 4 ism SO: {{the,d},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 5 ism SO: {the,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 6 ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 7 ism SO: {{the,{d,{the,d}}},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 8 ism SO: {the,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 9 ism SO: {{d,{the,d}},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 10ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 11ism SO: {{the,d},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 12ism SO: {the,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 13ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 3 14ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 4 3 15ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 3 16ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 4 3 17ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 3 18ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 3 19ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
2 1 1 3 4 3 20ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 3 21ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 4 3 22ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 3 23ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 4 3 24ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 3 25ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 4 ism SO: {d,{the,{d,{the,d}}}}, Input: []
2 1 1 3 4 4 1 uws SO: <book,n!case>, Input: [{d,{the,{d,{the,d}}}}]
2 1 1 3 4 4 2 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 4 3 ism SO: {{the,{d,{the,d}}},{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 4 4 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 4 5 ism SO: {{d,{the,d}},{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 4 6 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 4 7 ism SO: {{the,d},{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 4 8 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 4 9 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 4 10ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 4 11ipm SO: <{d,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
2 1 1 3 4 4 12ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 4 13ipm SO: <{d,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 4 4 14ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 4 15ipm SO: <{d,{the,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 4 4 16ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 4 17ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 5 ism SO: {{the,d},{the,{d,{the,d}}}}, Input: []
2 1 1 3 4 5 1 uws SO: <book,n!case>, Input: [{{the,d},{the,{d,{the,d}}}}]
2 1 1 3 4 5 2 ism SO: {{the,d},{{the,d},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 5 3 ism SO: {the,{{the,d},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 5 4 ism SO: {d,{{the,d},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 5 5 ism SO: {{the,{d,{the,d}}},{{the,d},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 5 6 ism SO: {the,{{the,d},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 5 7 ism SO: {{d,{the,d}},{{the,d},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 5 8 ism SO: {d,{{the,d},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 5 9 ism SO: {{the,d},{{the,d},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 5 10ism SO: {the,{{the,d},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 5 11ism SO: {d,{{the,d},{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 5 12ipm SO: <{{the,d},{the,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 4 5 13ipm SO: <{{the,d},{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 5 14ipm SO: <{{the,d},{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 5 15ipm SO: <{{the,d},{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
2 1 1 3 4 5 16ipm SO: <{{the,d},{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 5 17ipm SO: <{{the,d},{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 4 5 18ipm SO: <{{the,d},{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 5 19ipm SO: <{{the,d},{the,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 4 5 20ipm SO: <{{the,d},{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 5 21ipm SO: <{{the,d},{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 6 ism SO: {the,{the,{d,{the,d}}}}, Input: []
2 1 1 3 4 6 1 uws SO: <book,n!case>, Input: [{the,{the,{d,{the,d}}}}]
2 1 1 3 4 6 2 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 6 3 ism SO: {{the,{d,{the,d}}},{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 6 4 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 6 5 ism SO: {{d,{the,d}},{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 6 6 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 6 7 ism SO: {{the,d},{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 6 8 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 6 9 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 6 10ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 6 11ipm SO: <{the,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
2 1 1 3 4 6 12ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 6 13ipm SO: <{the,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 4 6 14ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 6 15ipm SO: <{the,{the,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 4 6 16ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 6 17ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 7 ism SO: {d,{the,{d,{the,d}}}}, Input: []
2 1 1 3 4 7 1 uws SO: <book,n!case>, Input: [{d,{the,{d,{the,d}}}}]
2 1 1 3 4 7 2 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 7 3 ism SO: {{the,{d,{the,d}}},{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 7 4 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 7 5 ism SO: {{d,{the,d}},{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 7 6 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 7 7 ism SO: {{the,d},{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 7 8 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 7 9 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
2 1 1 3 4 7 10ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 7 11ipm SO: <{d,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
2 1 1 3 4 7 12ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 7 13ipm SO: <{d,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 4 7 14ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 7 15ipm SO: <{d,{the,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 4 7 16ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
2 1 1 3 4 7 17ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
2 1 1 3 4 8 ipm SO: <{the,{d,{the,d}}},the>, Input: []
2 1 1 3 4 8 1 uws SO: <book,n!case>, Input: [<{the,{d,{the,d}}},the>]
2 1 1 3 4 9 ipm SO: <{the,{d,{the,d}}},{d,{the,d}}>, Input: []
2 1 1 3 4 9 1 uws SO: <book,n!case>, Input: [<{the,{d,{the,d}}},{d,{the,d}}>]
2 1 1 3 4 9 2 ism SO: {d,<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 4 9 3 ism SO: {{the,d},<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 4 9 4 ism SO: {the,<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 4 9 5 ism SO: {d,<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 4 9 6 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
2 1 1 3 4 9 7 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
2 1 1 3 4 9 8 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,the>, Input: []
2 1 1 3 4 9 9 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
2 1 1 3 4 10ipm SO: <{the,{d,{the,d}}},d>, Input: []
2 1 1 3 4 101 uws SO: <book,n!case>, Input: [<{the,{d,{the,d}}},d>]
2 1 1 3 4 11ipm SO: <{the,{d,{the,d}}},{the,d}>, Input: []
2 1 1 3 4 111 uws SO: <book,n!case>, Input: [<{the,{d,{the,d}}},{the,d}>]
2 1 1 3 4 112 ism SO: {the,<{the,{d,{the,d}}},{the,d}>}, Input: []
2 1 1 3 4 113 ism SO: {d,<{the,{d,{the,d}}},{the,d}>}, Input: []
2 1 1 3 4 114 ipm SO: <<{the,{d,{the,d}}},{the,d}>,the>, Input: []
2 1 1 3 4 115 ipm SO: <<{the,{d,{the,d}}},{the,d}>,d>, Input: []
2 1 1 3 4 12ipm SO: <{the,{d,{the,d}}},the>, Input: []
2 1 1 3 4 121 uws SO: <book,n!case>, Input: [<{the,{d,{the,d}}},the>]
2 1 1 3 4 13ipm SO: <{the,{d,{the,d}}},d>, Input: []
2 1 1 3 4 131 uws SO: <book,n!case>, Input: [<{the,{d,{the,d}}},d>]
2 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
2 1 1 3 5 1 uws SO: <book,n!case>, Input: [{d,{d,{the,d}}}]
2 1 1 3 5 1 1 esm SO: {<book,n!case>,{d,{d,{the,d}}}}, Input: []
2 1 1 3 5 1 2 epm SO: <<book,n!case>,{d,{d,{the,d}}}>, Input: []
2 1 1 3 5 1 3 epm SO: <{d,{d,{the,d}}},<book,n!case>>, Input: []
2 1 1 3 5 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
2 1 1 3 5 2 1 uws SO: <book,n!case>, Input: [{d,{d,{d,{the,d}}}}]
2 1 1 3 5 2 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 2 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 2 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 2 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 2 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 2 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 2 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 2 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 2 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 2 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 5 2 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 2 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 5 2 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 2 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 5 2 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 5 2 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
2 1 1 3 5 3 1 uws SO: <book,n!case>, Input: [{{d,{the,d}},{d,{d,{the,d}}}}]
2 1 1 3 5 3 2 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 3 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 4 ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 5 ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 6 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 7 ism SO: {{d,{d,{the,d}}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 8 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 9 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 10ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 11ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 12ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 13ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 3 14ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 5 3 15ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 3 16ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 5 3 17ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 5 3 18ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 3 19ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 5 3 20ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 3 21ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 5 3 22ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 3 23ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 5 3 24ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 5 3 25ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
2 1 1 3 5 4 1 uws SO: <book,n!case>, Input: [{d,{d,{d,{the,d}}}}]
2 1 1 3 5 4 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 4 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 4 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 4 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 4 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 4 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 4 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 4 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 4 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 4 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 5 4 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 4 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 5 4 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 4 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 5 4 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 5 4 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
2 1 1 3 5 5 1 uws SO: <book,n!case>, Input: [{{the,d},{d,{d,{the,d}}}}]
2 1 1 3 5 5 2 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 5 3 ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 5 4 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 5 5 ism SO: {{d,{d,{the,d}}},{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 5 6 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 5 7 ism SO: {{d,{the,d}},{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 5 8 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 5 9 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 5 10ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 5 11ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 5 12ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 5 5 13ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 5 5 14ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 5 15ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 5 5 16ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 5 17ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 5 5 18ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 5 19ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 5 5 20ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 5 5 21ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
2 1 1 3 5 6 1 uws SO: <book,n!case>, Input: [{the,{d,{d,{the,d}}}}]
2 1 1 3 5 6 2 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 6 3 ism SO: {{d,{d,{the,d}}},{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 6 4 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 6 5 ism SO: {{d,{the,d}},{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 6 6 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 6 7 ism SO: {{the,d},{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 6 8 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 6 9 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 6 10ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 5 6 11ipm SO: <{the,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 5 6 12ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 6 13ipm SO: <{the,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 5 6 14ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 6 15ipm SO: <{the,{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 5 6 16ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 5 6 17ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
2 1 1 3 5 7 1 uws SO: <book,n!case>, Input: [{d,{d,{d,{the,d}}}}]
2 1 1 3 5 7 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 7 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 7 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 7 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 7 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 7 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 7 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 7 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
2 1 1 3 5 7 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 7 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
2 1 1 3 5 7 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 7 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
2 1 1 3 5 7 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 7 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
2 1 1 3 5 7 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
2 1 1 3 5 7 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
2 1 1 3 5 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
2 1 1 3 5 8 1 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},d>]
2 1 1 3 5 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
2 1 1 3 5 9 1 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},{d,{the,d}}>]
2 1 1 3 5 9 2 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 5 9 3 ism SO: {{the,d},<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 5 9 4 ism SO: {the,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 5 9 5 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
2 1 1 3 5 9 6 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
2 1 1 3 5 9 7 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
2 1 1 3 5 9 8 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,the>, Input: []
2 1 1 3 5 9 9 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
2 1 1 3 5 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
2 1 1 3 5 101 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},d>]
2 1 1 3 5 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
2 1 1 3 5 111 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},{the,d}>]
2 1 1 3 5 112 ism SO: {the,<{d,{d,{the,d}}},{the,d}>}, Input: []
2 1 1 3 5 113 ism SO: {d,<{d,{d,{the,d}}},{the,d}>}, Input: []
2 1 1 3 5 114 ipm SO: <<{d,{d,{the,d}}},{the,d}>,the>, Input: []
2 1 1 3 5 115 ipm SO: <<{d,{d,{the,d}}},{the,d}>,d>, Input: []
2 1 1 3 5 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
2 1 1 3 5 121 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},the>]
2 1 1 3 5 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
2 1 1 3 5 131 uws SO: <book,n!case>, Input: [<{d,{d,{the,d}}},d>]
2 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
2 1 1 3 6 1 uws SO: <book,n!case>, Input: [<{d,{the,d}},d>]
2 1 1 3 6 1 1 esm SO: {<book,n!case>,<{d,{the,d}},d>}, Input: []
2 1 1 3 6 1 2 epm SO: <<book,n!case>,<{d,{the,d}},d>>, Input: []
2 1 1 3 6 1 3 epm SO: <<{d,{the,d}},d>,<book,n!case>>, Input: []
2 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
2 1 1 3 7 1 uws SO: <book,n!case>, Input: [<{d,{the,d}},{the,d}>]
2 1 1 3 7 1 1 esm SO: {<book,n!case>,<{d,{the,d}},{the,d}>}, Input: []
2 1 1 3 7 1 2 epm SO: <<book,n!case>,<{d,{the,d}},{the,d}>>, Input: []
2 1 1 3 7 1 3 epm SO: <<{d,{the,d}},{the,d}>,<book,n!case>>, Input: []
2 1 1 3 7 2 ism SO: {the,<{d,{the,d}},{the,d}>}, Input: []
2 1 1 3 7 2 1 uws SO: <book,n!case>, Input: [{the,<{d,{the,d}},{the,d}>}]
2 1 1 3 7 2 2 ism SO: {the,{the,<{d,{the,d}},{the,d}>}}, Input: []
2 1 1 3 7 2 3 ism SO: {<{d,{the,d}},{the,d}>,{the,<{d,{the,d}},{the,d}>}}, Input: []
2 1 1 3 7 2 4 ism SO: {the,{the,<{d,{the,d}},{the,d}>}}, Input: []
2 1 1 3 7 2 5 ism SO: {d,{the,<{d,{the,d}},{the,d}>}}, Input: []
2 1 1 3 7 2 6 ipm SO: <{the,<{d,{the,d}},{the,d}>},the>, Input: []
2 1 1 3 7 2 7 ipm SO: <{the,<{d,{the,d}},{the,d}>},<{d,{the,d}},{the,d}>>, Input: []
2 1 1 3 7 2 8 ipm SO: <{the,<{d,{the,d}},{the,d}>},the>, Input: []
2 1 1 3 7 2 9 ipm SO: <{the,<{d,{the,d}},{the,d}>},d>, Input: []
2 1 1 3 7 3 ism SO: {d,<{d,{the,d}},{the,d}>}, Input: []
2 1 1 3 7 3 1 uws SO: <book,n!case>, Input: [{d,<{d,{the,d}},{the,d}>}]
2 1 1 3 7 3 2 ism SO: {d,{d,<{d,{the,d}},{the,d}>}}, Input: []
2 1 1 3 7 3 3 ism SO: {<{d,{the,d}},{the,d}>,{d,<{d,{the,d}},{the,d}>}}, Input: []
2 1 1 3 7 3 4 ism SO: {the,{d,<{d,{the,d}},{the,d}>}}, Input: []
2 1 1 3 7 3 5 ism SO: {d,{d,<{d,{the,d}},{the,d}>}}, Input: []
2 1 1 3 7 3 6 ipm SO: <{d,<{d,{the,d}},{the,d}>},d>, Input: []
2 1 1 3 7 3 7 ipm SO: <{d,<{d,{the,d}},{the,d}>},<{d,{the,d}},{the,d}>>, Input: []
2 1 1 3 7 3 8 ipm SO: <{d,<{d,{the,d}},{the,d}>},the>, Input: []
2 1 1 3 7 3 9 ipm SO: <{d,<{d,{the,d}},{the,d}>},d>, Input: []
2 1 1 3 7 4 ipm SO: <<{d,{the,d}},{the,d}>,the>, Input: []
2 1 1 3 7 4 1 uws SO: <book,n!case>, Input: [<<{d,{the,d}},{the,d}>,the>]
2 1 1 3 7 5 ipm SO: <<{d,{the,d}},{the,d}>,d>, Input: []
2 1 1 3 7 5 1 uws SO: <book,n!case>, Input: [<<{d,{the,d}},{the,d}>,d>]
2 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
2 1 1 3 8 1 uws SO: <book,n!case>, Input: [<{d,{the,d}},the>]
2 1 1 3 8 1 1 esm SO: {<book,n!case>,<{d,{the,d}},the>}, Input: []
2 1 1 3 8 1 2 epm SO: <<book,n!case>,<{d,{the,d}},the>>, Input: []
2 1 1 3 8 1 3 epm SO: <<{d,{the,d}},the>,<book,n!case>>, Input: []
2 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
2 1 1 3 9 1 uws SO: <book,n!case>, Input: [<{d,{the,d}},d>]
2 1 1 3 9 1 1 esm SO: {<book,n!case>,<{d,{the,d}},d>}, Input: []
2 1 1 3 9 1 2 epm SO: <<book,n!case>,<{d,{the,d}},d>>, Input: []
2 1 1 3 9 1 3 epm SO: <<{d,{the,d}},d>,<book,n!case>>, Input: []
2 1 1 4 ipm SO: <{the,d},the>, Input: []
2 1 1 4 1 uws SO: <book,n!case>, Input: [<{the,d},the>]
2 1 1 4 1 1 esm SO: {<book,n!case>,<{the,d},the>}, Input: []
2 1 1 4 1 1 1 ism SO: {<book,n!case>,{<book,n!case>,<{the,d},the>}}, Input: []
2 1 1 4 1 1 2 ism SO: {<{the,d},the>,{<book,n!case>,<{the,d},the>}}, Input: []
2 1 1 4 1 1 3 ipm SO: <{<book,n!case>,<{the,d},the>},<book,n!case>>, Input: []
2 1 1 4 1 1 4 ipm SO: <{<book,n!case>,<{the,d},the>},<{the,d},the>>, Input: []
2 1 1 4 1 2 epm SO: <<book,n!case>,<{the,d},the>>, Input: []
2 1 1 4 1 3 epm SO: <<{the,d},the>,<book,n!case>>, Input: []
2 1 1 5 ipm SO: <{the,d},d>, Input: []
2 1 1 5 1 uws SO: <book,n!case>, Input: [<{the,d},d>]
2 1 1 5 1 1 esm SO: {<book,n!case>,<{the,d},d>}, Input: []
2 1 1 5 1 1 1 ism SO: {<book,n!case>,{<book,n!case>,<{the,d},d>}}, Input: []
2 1 1 5 1 1 2 ism SO: {<{the,d},d>,{<book,n!case>,<{the,d},d>}}, Input: []
2 1 1 5 1 1 3 ipm SO: <{<book,n!case>,<{the,d},d>},<book,n!case>>, Input: []
2 1 1 5 1 1 4 ipm SO: <{<book,n!case>,<{the,d},d>},<{the,d},d>>, Input: []
2 1 1 5 1 2 epm SO: <<book,n!case>,<{the,d},d>>, Input: []
2 1 1 5 1 3 epm SO: <<{the,d},d>,<book,n!case>>, Input: []
2 1 2 epm SO: <the,d>, Input: []
2 1 2 1 uws SO: <book,n!case>, Input: [<the,d>]
2 1 2 1 1 esm SO: {<book,n!case>,<the,d>}, Input: []
2 1 2 1 1 1 ism SO: {<book,n!case>,{<book,n!case>,<the,d>}}, Input: []
2 1 2 1 1 1 1 ism SO: {<book,n!case>,{<book,n!case>,{<book,n!case>,<the,d>}}}, Input: []
2 1 2 1 1 1 2 ism SO: {{<book,n!case>,<the,d>},{<book,n!case>,{<book,n!case>,<the,d>}}}, Input: []
2 1 2 1 1 1 3 ism SO: {<book,n!case>,{<book,n!case>,{<book,n!case>,<the,d>}}}, Input: []
2 1 2 1 1 1 4 ism SO: {<the,d>,{<book,n!case>,{<book,n!case>,<the,d>}}}, Input: []
2 1 2 1 1 1 5 ipm SO: <{<book,n!case>,{<book,n!case>,<the,d>}},<book,n!case>>, Input: []
2 1 2 1 1 1 6 ipm SO: <{<book,n!case>,{<book,n!case>,<the,d>}},{<book,n!case>,<the,d>}>, Input: []
2 1 2 1 1 1 7 ipm SO: <{<book,n!case>,{<book,n!case>,<the,d>}},<book,n!case>>, Input: []
2 1 2 1 1 1 8 ipm SO: <{<book,n!case>,{<book,n!case>,<the,d>}},<the,d>>, Input: []
2 1 2 1 1 2 ism SO: {<the,d>,{<book,n!case>,<the,d>}}, Input: []
2 1 2 1 1 2 1 ism SO: {<the,d>,{<the,d>,{<book,n!case>,<the,d>}}}, Input: []
2 1 2 1 1 2 2 ism SO: {{<book,n!case>,<the,d>},{<the,d>,{<book,n!case>,<the,d>}}}, Input: []
2 1 2 1 1 2 3 ism SO: {<book,n!case>,{<the,d>,{<book,n!case>,<the,d>}}}, Input: []
2 1 2 1 1 2 4 ism SO: {<the,d>,{<the,d>,{<book,n!case>,<the,d>}}}, Input: []
2 1 2 1 1 2 5 ipm SO: <{<the,d>,{<book,n!case>,<the,d>}},<the,d>>, Input: []
2 1 2 1 1 2 6 ipm SO: <{<the,d>,{<book,n!case>,<the,d>}},{<book,n!case>,<the,d>}>, Input: []
2 1 2 1 1 2 7 ipm SO: <{<the,d>,{<book,n!case>,<the,d>}},<book,n!case>>, Input: []
2 1 2 1 1 2 8 ipm SO: <{<the,d>,{<book,n!case>,<the,d>}},<the,d>>, Input: []
2 1 2 1 1 3 ipm SO: <{<book,n!case>,<the,d>},<book,n!case>>, Input: []
2 1 2 1 1 4 ipm SO: <{<book,n!case>,<the,d>},<the,d>>, Input: []
2 1 2 1 2 epm SO: <<book,n!case>,<the,d>>, Input: []
2 1 2 1 3 epm SO: <<the,d>,<book,n!case>>, Input: []
2 1 3 epm SO: <d,the>, Input: []
2 1 3 1 uws SO: <book,n!case>, Input: [<d,the>]
2 1 3 1 1 esm SO: {<book,n!case>,<d,the>}, Input: []
2 1 3 1 1 1 ism SO: {<book,n!case>,{<book,n!case>,<d,the>}}, Input: []
2 1 3 1 1 1 1 ism SO: {<book,n!case>,{<book,n!case>,{<book,n!case>,<d,the>}}}, Input: []
2 1 3 1 1 1 2 ism SO: {{<book,n!case>,<d,the>},{<book,n!case>,{<book,n!case>,<d,the>}}}, Input: []
2 1 3 1 1 1 3 ism SO: {<book,n!case>,{<book,n!case>,{<book,n!case>,<d,the>}}}, Input: []
2 1 3 1 1 1 4 ism SO: {<d,the>,{<book,n!case>,{<book,n!case>,<d,the>}}}, Input: []
2 1 3 1 1 1 5 ipm SO: <{<book,n!case>,{<book,n!case>,<d,the>}},<book,n!case>>, Input: []
2 1 3 1 1 1 6 ipm SO: <{<book,n!case>,{<book,n!case>,<d,the>}},{<book,n!case>,<d,the>}>, Input: []
2 1 3 1 1 1 7 ipm SO: <{<book,n!case>,{<book,n!case>,<d,the>}},<book,n!case>>, Input: []
2 1 3 1 1 1 8 ipm SO: <{<book,n!case>,{<book,n!case>,<d,the>}},<d,the>>, Input: []
2 1 3 1 1 2 ism SO: {<d,the>,{<book,n!case>,<d,the>}}, Input: []
2 1 3 1 1 2 1 ism SO: {<d,the>,{<d,the>,{<book,n!case>,<d,the>}}}, Input: []
2 1 3 1 1 2 2 ism SO: {{<book,n!case>,<d,the>},{<d,the>,{<book,n!case>,<d,the>}}}, Input: []
2 1 3 1 1 2 3 ism SO: {<book,n!case>,{<d,the>,{<book,n!case>,<d,the>}}}, Input: []
2 1 3 1 1 2 4 ism SO: {<d,the>,{<d,the>,{<book,n!case>,<d,the>}}}, Input: []
2 1 3 1 1 2 5 ipm SO: <{<d,the>,{<book,n!case>,<d,the>}},<d,the>>, Input: []
2 1 3 1 1 2 6 ipm SO: <{<d,the>,{<book,n!case>,<d,the>}},{<book,n!case>,<d,the>}>, Input: []
2 1 3 1 1 2 7 ipm SO: <{<d,the>,{<book,n!case>,<d,the>}},<book,n!case>>, Input: []
2 1 3 1 1 2 8 ipm SO: <{<d,the>,{<book,n!case>,<d,the>}},<d,the>>, Input: []
2 1 3 1 1 3 ipm SO: <{<book,n!case>,<d,the>},<book,n!case>>, Input: []
2 1 3 1 1 4 ipm SO: <{<book,n!case>,<d,the>},<d,the>>, Input: []
2 1 3 1 2 epm SO: <<book,n!case>,<d,the>>, Input: []
2 1 3 1 3 epm SO: <<d,the>,<book,n!case>>, Input: []
3 epm SO: <n!case,book>, Input: [[the,d]]
3 1 dws SO: the, Input: [d]
3 1 1 esm SO: {the,d}, Input: []
3 1 1 1 uws SO: <n!case,book>, Input: [{the,d}]
3 1 1 1 1 esm SO: {<n!case,book>,{the,d}}, Input: []
3 1 1 1 1 1 ism SO: {<n!case,book>,{<n!case,book>,{the,d}}}, Input: []
3 1 1 1 1 1 1 ism SO: {<n!case,book>,{<n!case,book>,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 1 2 ism SO: {{<n!case,book>,{the,d}},{<n!case,book>,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 1 3 ism SO: {<n!case,book>,{<n!case,book>,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 1 4 ism SO: {{the,d},{<n!case,book>,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 1 5 ism SO: {the,{<n!case,book>,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 1 6 ism SO: {d,{<n!case,book>,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 1 7 ipm SO: <{<n!case,book>,{<n!case,book>,{the,d}}},<n!case,book>>, Input: []
3 1 1 1 1 1 8 ipm SO: <{<n!case,book>,{<n!case,book>,{the,d}}},{<n!case,book>,{the,d}}>, Input: []
3 1 1 1 1 1 9 ipm SO: <{<n!case,book>,{<n!case,book>,{the,d}}},<n!case,book>>, Input: []
3 1 1 1 1 1 10ipm SO: <{<n!case,book>,{<n!case,book>,{the,d}}},{the,d}>, Input: []
3 1 1 1 1 1 11ipm SO: <{<n!case,book>,{<n!case,book>,{the,d}}},the>, Input: []
3 1 1 1 1 1 12ipm SO: <{<n!case,book>,{<n!case,book>,{the,d}}},d>, Input: []
3 1 1 1 1 2 ism SO: {{the,d},{<n!case,book>,{the,d}}}, Input: []
3 1 1 1 1 2 1 ism SO: {{the,d},{{the,d},{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 2 2 ism SO: {the,{{the,d},{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 2 3 ism SO: {d,{{the,d},{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 2 4 ism SO: {{<n!case,book>,{the,d}},{{the,d},{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 2 5 ism SO: {<n!case,book>,{{the,d},{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 2 6 ism SO: {{the,d},{{the,d},{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 2 7 ism SO: {the,{{the,d},{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 2 8 ism SO: {d,{{the,d},{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 2 9 ipm SO: <{{the,d},{<n!case,book>,{the,d}}},{the,d}>, Input: []
3 1 1 1 1 2 10ipm SO: <{{the,d},{<n!case,book>,{the,d}}},the>, Input: []
3 1 1 1 1 2 11ipm SO: <{{the,d},{<n!case,book>,{the,d}}},d>, Input: []
3 1 1 1 1 2 12ipm SO: <{{the,d},{<n!case,book>,{the,d}}},{<n!case,book>,{the,d}}>, Input: []
3 1 1 1 1 2 13ipm SO: <{{the,d},{<n!case,book>,{the,d}}},<n!case,book>>, Input: []
3 1 1 1 1 2 14ipm SO: <{{the,d},{<n!case,book>,{the,d}}},{the,d}>, Input: []
3 1 1 1 1 2 15ipm SO: <{{the,d},{<n!case,book>,{the,d}}},the>, Input: []
3 1 1 1 1 2 16ipm SO: <{{the,d},{<n!case,book>,{the,d}}},d>, Input: []
3 1 1 1 1 3 ism SO: {the,{<n!case,book>,{the,d}}}, Input: []
3 1 1 1 1 3 1 ism SO: {the,{the,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 3 2 ism SO: {{<n!case,book>,{the,d}},{the,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 3 3 ism SO: {<n!case,book>,{the,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 3 4 ism SO: {{the,d},{the,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 3 5 ism SO: {the,{the,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 3 6 ism SO: {d,{the,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 3 7 ipm SO: <{the,{<n!case,book>,{the,d}}},the>, Input: []
3 1 1 1 1 3 8 ipm SO: <{the,{<n!case,book>,{the,d}}},{<n!case,book>,{the,d}}>, Input: []
3 1 1 1 1 3 9 ipm SO: <{the,{<n!case,book>,{the,d}}},<n!case,book>>, Input: []
3 1 1 1 1 3 10ipm SO: <{the,{<n!case,book>,{the,d}}},{the,d}>, Input: []
3 1 1 1 1 3 11ipm SO: <{the,{<n!case,book>,{the,d}}},the>, Input: []
3 1 1 1 1 3 12ipm SO: <{the,{<n!case,book>,{the,d}}},d>, Input: []
3 1 1 1 1 4 ism SO: {d,{<n!case,book>,{the,d}}}, Input: []
3 1 1 1 1 4 1 ism SO: {d,{d,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 4 2 ism SO: {{<n!case,book>,{the,d}},{d,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 4 3 ism SO: {<n!case,book>,{d,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 4 4 ism SO: {{the,d},{d,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 4 5 ism SO: {the,{d,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 4 6 ism SO: {d,{d,{<n!case,book>,{the,d}}}}, Input: []
3 1 1 1 1 4 7 ipm SO: <{d,{<n!case,book>,{the,d}}},d>, Input: []
3 1 1 1 1 4 8 ipm SO: <{d,{<n!case,book>,{the,d}}},{<n!case,book>,{the,d}}>, Input: []
3 1 1 1 1 4 9 ipm SO: <{d,{<n!case,book>,{the,d}}},<n!case,book>>, Input: []
3 1 1 1 1 4 10ipm SO: <{d,{<n!case,book>,{the,d}}},{the,d}>, Input: []
3 1 1 1 1 4 11ipm SO: <{d,{<n!case,book>,{the,d}}},the>, Input: []
3 1 1 1 1 4 12ipm SO: <{d,{<n!case,book>,{the,d}}},d>, Input: []
3 1 1 1 1 5 ipm SO: <{<n!case,book>,{the,d}},<n!case,book>>, Input: []
3 1 1 1 1 6 ipm SO: <{<n!case,book>,{the,d}},{the,d}>, Input: []
3 1 1 1 1 6 1 ism SO: {the,<{<n!case,book>,{the,d}},{the,d}>}, Input: []
3 1 1 1 1 6 2 ism SO: {d,<{<n!case,book>,{the,d}},{the,d}>}, Input: []
3 1 1 1 1 6 3 ipm SO: <<{<n!case,book>,{the,d}},{the,d}>,the>, Input: []
3 1 1 1 1 6 4 ipm SO: <<{<n!case,book>,{the,d}},{the,d}>,d>, Input: []
3 1 1 1 1 7 ipm SO: <{<n!case,book>,{the,d}},the>, Input: []
3 1 1 1 1 8 ipm SO: <{<n!case,book>,{the,d}},d>, Input: []
3 1 1 1 2 epm SO: <<n!case,book>,{the,d}>, Input: []
3 1 1 1 2 1 ism SO: {the,<<n!case,book>,{the,d}>}, Input: []
3 1 1 1 2 1 1 ism SO: {the,{the,<<n!case,book>,{the,d}>}}, Input: []
3 1 1 1 2 1 2 ism SO: {<<n!case,book>,{the,d}>,{the,<<n!case,book>,{the,d}>}}, Input: []
3 1 1 1 2 1 3 ism SO: {the,{the,<<n!case,book>,{the,d}>}}, Input: []
3 1 1 1 2 1 4 ism SO: {d,{the,<<n!case,book>,{the,d}>}}, Input: []
3 1 1 1 2 1 5 ipm SO: <{the,<<n!case,book>,{the,d}>},the>, Input: []
3 1 1 1 2 1 6 ipm SO: <{the,<<n!case,book>,{the,d}>},<<n!case,book>,{the,d}>>, Input: []
3 1 1 1 2 1 7 ipm SO: <{the,<<n!case,book>,{the,d}>},the>, Input: []
3 1 1 1 2 1 8 ipm SO: <{the,<<n!case,book>,{the,d}>},d>, Input: []
3 1 1 1 2 2 ism SO: {d,<<n!case,book>,{the,d}>}, Input: []
3 1 1 1 2 2 1 ism SO: {d,{d,<<n!case,book>,{the,d}>}}, Input: []
3 1 1 1 2 2 2 ism SO: {<<n!case,book>,{the,d}>,{d,<<n!case,book>,{the,d}>}}, Input: []
3 1 1 1 2 2 3 ism SO: {the,{d,<<n!case,book>,{the,d}>}}, Input: []
3 1 1 1 2 2 4 ism SO: {d,{d,<<n!case,book>,{the,d}>}}, Input: []
3 1 1 1 2 2 5 ipm SO: <{d,<<n!case,book>,{the,d}>},d>, Input: []
3 1 1 1 2 2 6 ipm SO: <{d,<<n!case,book>,{the,d}>},<<n!case,book>,{the,d}>>, Input: []
3 1 1 1 2 2 7 ipm SO: <{d,<<n!case,book>,{the,d}>},the>, Input: []
3 1 1 1 2 2 8 ipm SO: <{d,<<n!case,book>,{the,d}>},d>, Input: []
3 1 1 1 2 3 ipm SO: <<<n!case,book>,{the,d}>,the>, Input: []
3 1 1 1 2 4 ipm SO: <<<n!case,book>,{the,d}>,d>, Input: []
3 1 1 1 3 epm SO: <{the,d},<n!case,book>>, Input: []
3 1 1 2 ism SO: {the,{the,d}}, Input: []
3 1 1 2 1 uws SO: <n!case,book>, Input: [{the,{the,d}}]
3 1 1 2 1 1 esm SO: {<n!case,book>,{the,{the,d}}}, Input: []
3 1 1 2 1 1 1 ism SO: {<n!case,book>,{<n!case,book>,{the,{the,d}}}}, Input: []
3 1 1 2 1 1 2 ism SO: {{the,{the,d}},{<n!case,book>,{the,{the,d}}}}, Input: []
3 1 1 2 1 1 3 ism SO: {the,{<n!case,book>,{the,{the,d}}}}, Input: []
3 1 1 2 1 1 4 ism SO: {{the,d},{<n!case,book>,{the,{the,d}}}}, Input: []
3 1 1 2 1 1 5 ism SO: {the,{<n!case,book>,{the,{the,d}}}}, Input: []
3 1 1 2 1 1 6 ism SO: {d,{<n!case,book>,{the,{the,d}}}}, Input: []
3 1 1 2 1 1 7 ipm SO: <{<n!case,book>,{the,{the,d}}},<n!case,book>>, Input: []
3 1 1 2 1 1 8 ipm SO: <{<n!case,book>,{the,{the,d}}},{the,{the,d}}>, Input: []
3 1 1 2 1 1 9 ipm SO: <{<n!case,book>,{the,{the,d}}},the>, Input: []
3 1 1 2 1 1 10ipm SO: <{<n!case,book>,{the,{the,d}}},{the,d}>, Input: []
3 1 1 2 1 1 11ipm SO: <{<n!case,book>,{the,{the,d}}},the>, Input: []
3 1 1 2 1 1 12ipm SO: <{<n!case,book>,{the,{the,d}}},d>, Input: []
3 1 1 2 1 2 epm SO: <<n!case,book>,{the,{the,d}}>, Input: []
3 1 1 2 1 2 1 ism SO: {the,<<n!case,book>,{the,{the,d}}>}, Input: []
3 1 1 2 1 2 2 ism SO: {{the,d},<<n!case,book>,{the,{the,d}}>}, Input: []
3 1 1 2 1 2 3 ism SO: {the,<<n!case,book>,{the,{the,d}}>}, Input: []
3 1 1 2 1 2 4 ism SO: {d,<<n!case,book>,{the,{the,d}}>}, Input: []
3 1 1 2 1 2 5 ipm SO: <<<n!case,book>,{the,{the,d}}>,the>, Input: []
3 1 1 2 1 2 6 ipm SO: <<<n!case,book>,{the,{the,d}}>,{the,d}>, Input: []
3 1 1 2 1 2 7 ipm SO: <<<n!case,book>,{the,{the,d}}>,the>, Input: []
3 1 1 2 1 2 8 ipm SO: <<<n!case,book>,{the,{the,d}}>,d>, Input: []
3 1 1 2 1 3 epm SO: <{the,{the,d}},<n!case,book>>, Input: []
3 1 1 2 2 ism SO: {the,{the,{the,d}}}, Input: []
3 1 1 2 2 1 uws SO: <n!case,book>, Input: [{the,{the,{the,d}}}]
3 1 1 2 2 1 1 esm SO: {<n!case,book>,{the,{the,{the,d}}}}, Input: []
3 1 1 2 2 1 2 epm SO: <<n!case,book>,{the,{the,{the,d}}}>, Input: []
3 1 1 2 2 1 3 epm SO: <{the,{the,{the,d}}},<n!case,book>>, Input: []
3 1 1 2 2 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
3 1 1 2 2 2 1 uws SO: <n!case,book>, Input: [{the,{the,{the,{the,d}}}}]
3 1 1 2 2 2 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 2 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 2 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 2 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 2 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 2 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 2 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 2 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 2 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 2 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 2 2 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 2 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 2 2 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 2 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 2 2 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 2 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 2 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
3 1 1 2 2 3 1 uws SO: <n!case,book>, Input: [{{the,{the,d}},{the,{the,{the,d}}}}]
3 1 1 2 2 3 2 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 3 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 4 ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 5 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 6 ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 7 ism SO: {{the,{the,{the,d}}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 8 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 9 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 10ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 11ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 12ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 13ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 3 14ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 2 3 15ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 3 16ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 2 3 17ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 3 18ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 2 3 19ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 2 3 20ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 3 21ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 2 3 22ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 3 23ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 2 3 24ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 3 25ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 2 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
3 1 1 2 2 4 1 uws SO: <n!case,book>, Input: [{the,{the,{the,{the,d}}}}]
3 1 1 2 2 4 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 4 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 4 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 4 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 4 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 4 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 4 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 4 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 4 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 4 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 2 4 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 4 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 2 4 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 4 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 2 4 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 4 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 2 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
3 1 1 2 2 5 1 uws SO: <n!case,book>, Input: [{{the,d},{the,{the,{the,d}}}}]
3 1 1 2 2 5 2 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 5 3 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 5 4 ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 5 5 ism SO: {{the,{the,{the,d}}},{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 5 6 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 5 7 ism SO: {{the,{the,d}},{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 5 8 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 5 9 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 5 10ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 5 11ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 5 12ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 2 5 13ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 5 14ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 2 5 15ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 2 5 16ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 5 17ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 2 5 18ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 5 19ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 2 5 20ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 5 21ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 2 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
3 1 1 2 2 6 1 uws SO: <n!case,book>, Input: [{the,{the,{the,{the,d}}}}]
3 1 1 2 2 6 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 6 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 6 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 6 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 6 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 6 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 6 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 6 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 6 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 6 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 2 6 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 6 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 2 6 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 6 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 2 6 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 6 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 2 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
3 1 1 2 2 7 1 uws SO: <n!case,book>, Input: [{d,{the,{the,{the,d}}}}]
3 1 1 2 2 7 2 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 7 3 ism SO: {{the,{the,{the,d}}},{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 7 4 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 7 5 ism SO: {{the,{the,d}},{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 7 6 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 7 7 ism SO: {{the,d},{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 7 8 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 7 9 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 2 7 10ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 2 7 11ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 2 7 12ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 7 13ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 2 7 14ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 7 15ipm SO: <{d,{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 2 7 16ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 2 7 17ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 2 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
3 1 1 2 2 8 1 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},the>]
3 1 1 2 2 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
3 1 1 2 2 9 1 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},{the,{the,d}}>]
3 1 1 2 2 9 2 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 2 9 3 ism SO: {{the,d},<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 2 9 4 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 2 9 5 ism SO: {d,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 2 9 6 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
3 1 1 2 2 9 7 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
3 1 1 2 2 9 8 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
3 1 1 2 2 9 9 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,d>, Input: []
3 1 1 2 2 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
3 1 1 2 2 101 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},the>]
3 1 1 2 2 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
3 1 1 2 2 111 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},{the,d}>]
3 1 1 2 2 112 ism SO: {the,<{the,{the,{the,d}}},{the,d}>}, Input: []
3 1 1 2 2 113 ism SO: {d,<{the,{the,{the,d}}},{the,d}>}, Input: []
3 1 1 2 2 114 ipm SO: <<{the,{the,{the,d}}},{the,d}>,the>, Input: []
3 1 1 2 2 115 ipm SO: <<{the,{the,{the,d}}},{the,d}>,d>, Input: []
3 1 1 2 2 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
3 1 1 2 2 121 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},the>]
3 1 1 2 2 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
3 1 1 2 2 131 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},d>]
3 1 1 2 3 ism SO: {{the,d},{the,{the,d}}}, Input: []
3 1 1 2 3 1 uws SO: <n!case,book>, Input: [{{the,d},{the,{the,d}}}]
3 1 1 2 3 1 1 esm SO: {<n!case,book>,{{the,d},{the,{the,d}}}}, Input: []
3 1 1 2 3 1 2 epm SO: <<n!case,book>,{{the,d},{the,{the,d}}}>, Input: []
3 1 1 2 3 1 3 epm SO: <{{the,d},{the,{the,d}}},<n!case,book>>, Input: []
3 1 1 2 3 2 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
3 1 1 2 3 2 1 uws SO: <n!case,book>, Input: [{{the,d},{{the,d},{the,{the,d}}}}]
3 1 1 2 3 2 2 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 3 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 4 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 5 ism SO: {{{the,d},{the,{the,d}}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 6 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 7 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 8 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 9 ism SO: {{the,{the,d}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 10ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 11ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 12ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 13ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 2 14ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 2 15ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 2 16ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 2 17ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
3 1 1 2 3 2 18ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 2 19ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 2 20ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 2 21ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 3 2 22ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 2 23ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 2 24ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 2 25ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 3 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
3 1 1 2 3 3 1 uws SO: <n!case,book>, Input: [{the,{{the,d},{the,{the,d}}}}]
3 1 1 2 3 3 2 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 3 3 ism SO: {{{the,d},{the,{the,d}}},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 3 4 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 3 5 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 3 6 ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 3 7 ism SO: {{the,{the,d}},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 3 8 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 3 9 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 3 10ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 3 11ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 3 12ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 3 13ipm SO: <{the,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
3 1 1 2 3 3 14ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 3 15ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 3 16ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 3 17ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 3 3 18ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 3 19ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 3 20ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 3 21ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 4 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
3 1 1 2 3 4 1 uws SO: <n!case,book>, Input: [{d,{{the,d},{the,{the,d}}}}]
3 1 1 2 3 4 2 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 4 3 ism SO: {{{the,d},{the,{the,d}}},{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 4 4 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 4 5 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 4 6 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 4 7 ism SO: {{the,{the,d}},{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 4 8 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 4 9 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 4 10ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 4 11ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 4 12ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 4 13ipm SO: <{d,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
3 1 1 2 3 4 14ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 4 15ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 4 16ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 4 17ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 3 4 18ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 4 19ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 4 20ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 4 21ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 5 ism SO: {{the,{the,d}},{{the,d},{the,{the,d}}}}, Input: []
3 1 1 2 3 5 1 uws SO: <n!case,book>, Input: [{{the,{the,d}},{{the,d},{the,{the,d}}}}]
3 1 1 2 3 5 2 ism SO: {{the,{the,d}},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 3 ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 4 ism SO: {{the,d},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 5 ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 6 ism SO: {d,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 7 ism SO: {{{the,d},{the,{the,d}}},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 8 ism SO: {{the,d},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 9 ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 10ism SO: {d,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 11ism SO: {{the,{the,d}},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 12ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 13ism SO: {{the,d},{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 14ism SO: {the,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 15ism SO: {d,{{the,{the,d}},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 5 16ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 3 5 17ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 5 18ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 5 19ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 5 20ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 5 21ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
3 1 1 2 3 5 22ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 5 23ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 5 24ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 5 25ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 3 5 26ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 5 27ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 5 28ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 5 29ipm SO: <{{the,{the,d}},{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 6 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
3 1 1 2 3 6 1 uws SO: <n!case,book>, Input: [{the,{{the,d},{the,{the,d}}}}]
3 1 1 2 3 6 2 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 6 3 ism SO: {{{the,d},{the,{the,d}}},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 6 4 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 6 5 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 6 6 ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 6 7 ism SO: {{the,{the,d}},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 6 8 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 6 9 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 6 10ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 6 11ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 6 12ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 6 13ipm SO: <{the,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
3 1 1 2 3 6 14ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 6 15ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 6 16ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 6 17ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 3 6 18ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 6 19ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 6 20ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 6 21ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 7 ism SO: {{the,d},{{the,d},{the,{the,d}}}}, Input: []
3 1 1 2 3 7 1 uws SO: <n!case,book>, Input: [{{the,d},{{the,d},{the,{the,d}}}}]
3 1 1 2 3 7 2 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 3 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 4 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 5 ism SO: {{{the,d},{the,{the,d}}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 6 ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 7 ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 8 ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 9 ism SO: {{the,{the,d}},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 10ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 11ism SO: {{the,d},{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 12ism SO: {the,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 13ism SO: {d,{{the,d},{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 7 14ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 7 15ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 7 16ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 7 17ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
3 1 1 2 3 7 18ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 7 19ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 7 20ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 7 21ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 3 7 22ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 7 23ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 7 24ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 7 25ipm SO: <{{the,d},{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 8 ism SO: {the,{{the,d},{the,{the,d}}}}, Input: []
3 1 1 2 3 8 1 uws SO: <n!case,book>, Input: [{the,{{the,d},{the,{the,d}}}}]
3 1 1 2 3 8 2 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 8 3 ism SO: {{{the,d},{the,{the,d}}},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 8 4 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 8 5 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 8 6 ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 8 7 ism SO: {{the,{the,d}},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 8 8 ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 8 9 ism SO: {{the,d},{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 8 10ism SO: {the,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 8 11ism SO: {d,{the,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 8 12ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 8 13ipm SO: <{the,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
3 1 1 2 3 8 14ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 8 15ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 8 16ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 8 17ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 3 8 18ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 8 19ipm SO: <{the,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 8 20ipm SO: <{the,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 8 21ipm SO: <{the,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 9 ism SO: {d,{{the,d},{the,{the,d}}}}, Input: []
3 1 1 2 3 9 1 uws SO: <n!case,book>, Input: [{d,{{the,d},{the,{the,d}}}}]
3 1 1 2 3 9 2 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 9 3 ism SO: {{{the,d},{the,{the,d}}},{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 9 4 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 9 5 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 9 6 ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 9 7 ism SO: {{the,{the,d}},{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 9 8 ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 9 9 ism SO: {{the,d},{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 9 10ism SO: {the,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 9 11ism SO: {d,{d,{{the,d},{the,{the,d}}}}}, Input: []
3 1 1 2 3 9 12ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 9 13ipm SO: <{d,{{the,d},{the,{the,d}}}},{{the,d},{the,{the,d}}}>, Input: []
3 1 1 2 3 9 14ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 9 15ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 9 16ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 9 17ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 3 9 18ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 9 19ipm SO: <{d,{{the,d},{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 3 9 20ipm SO: <{d,{{the,d},{the,{the,d}}}},the>, Input: []
3 1 1 2 3 9 21ipm SO: <{d,{{the,d},{the,{the,d}}}},d>, Input: []
3 1 1 2 3 10ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
3 1 1 2 3 101 uws SO: <n!case,book>, Input: [<{{the,d},{the,{the,d}}},{the,d}>]
3 1 1 2 3 102 ism SO: {the,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
3 1 1 2 3 103 ism SO: {d,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
3 1 1 2 3 104 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,the>, Input: []
3 1 1 2 3 105 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,d>, Input: []
3 1 1 2 3 11ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
3 1 1 2 3 111 uws SO: <n!case,book>, Input: [<{{the,d},{the,{the,d}}},the>]
3 1 1 2 3 12ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
3 1 1 2 3 121 uws SO: <n!case,book>, Input: [<{{the,d},{the,{the,d}}},d>]
3 1 1 2 3 13ipm SO: <{{the,d},{the,{the,d}}},{the,{the,d}}>, Input: []
3 1 1 2 3 131 uws SO: <n!case,book>, Input: [<{{the,d},{the,{the,d}}},{the,{the,d}}>]
3 1 1 2 3 132 ism SO: {the,<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 3 133 ism SO: {{the,d},<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 3 134 ism SO: {the,<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 3 135 ism SO: {d,<{{the,d},{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 3 136 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,the>, Input: []
3 1 1 2 3 137 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
3 1 1 2 3 138 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,the>, Input: []
3 1 1 2 3 139 ipm SO: <<{{the,d},{the,{the,d}}},{the,{the,d}}>,d>, Input: []
3 1 1 2 3 14ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
3 1 1 2 3 141 uws SO: <n!case,book>, Input: [<{{the,d},{the,{the,d}}},the>]
3 1 1 2 3 15ipm SO: <{{the,d},{the,{the,d}}},{the,d}>, Input: []
3 1 1 2 3 151 uws SO: <n!case,book>, Input: [<{{the,d},{the,{the,d}}},{the,d}>]
3 1 1 2 3 152 ism SO: {the,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
3 1 1 2 3 153 ism SO: {d,<{{the,d},{the,{the,d}}},{the,d}>}, Input: []
3 1 1 2 3 154 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,the>, Input: []
3 1 1 2 3 155 ipm SO: <<{{the,d},{the,{the,d}}},{the,d}>,d>, Input: []
3 1 1 2 3 16ipm SO: <{{the,d},{the,{the,d}}},the>, Input: []
3 1 1 2 3 161 uws SO: <n!case,book>, Input: [<{{the,d},{the,{the,d}}},the>]
3 1 1 2 3 17ipm SO: <{{the,d},{the,{the,d}}},d>, Input: []
3 1 1 2 3 171 uws SO: <n!case,book>, Input: [<{{the,d},{the,{the,d}}},d>]
3 1 1 2 4 ism SO: {the,{the,{the,d}}}, Input: []
3 1 1 2 4 1 uws SO: <n!case,book>, Input: [{the,{the,{the,d}}}]
3 1 1 2 4 1 1 esm SO: {<n!case,book>,{the,{the,{the,d}}}}, Input: []
3 1 1 2 4 1 2 epm SO: <<n!case,book>,{the,{the,{the,d}}}>, Input: []
3 1 1 2 4 1 3 epm SO: <{the,{the,{the,d}}},<n!case,book>>, Input: []
3 1 1 2 4 2 ism SO: {the,{the,{the,{the,d}}}}, Input: []
3 1 1 2 4 2 1 uws SO: <n!case,book>, Input: [{the,{the,{the,{the,d}}}}]
3 1 1 2 4 2 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 2 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 2 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 2 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 2 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 2 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 2 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 2 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 2 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 2 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 4 2 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 2 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 4 2 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 2 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 4 2 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 2 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 4 3 ism SO: {{the,{the,d}},{the,{the,{the,d}}}}, Input: []
3 1 1 2 4 3 1 uws SO: <n!case,book>, Input: [{{the,{the,d}},{the,{the,{the,d}}}}]
3 1 1 2 4 3 2 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 3 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 4 ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 5 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 6 ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 7 ism SO: {{the,{the,{the,d}}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 8 ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 9 ism SO: {{the,{the,d}},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 10ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 11ism SO: {{the,d},{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 12ism SO: {the,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 13ism SO: {d,{{the,{the,d}},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 3 14ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 4 3 15ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 3 16ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 4 3 17ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 3 18ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 4 3 19ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 4 3 20ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 3 21ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 4 3 22ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 3 23ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 4 3 24ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 3 25ipm SO: <{{the,{the,d}},{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 4 4 ism SO: {the,{the,{the,{the,d}}}}, Input: []
3 1 1 2 4 4 1 uws SO: <n!case,book>, Input: [{the,{the,{the,{the,d}}}}]
3 1 1 2 4 4 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 4 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 4 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 4 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 4 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 4 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 4 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 4 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 4 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 4 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 4 4 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 4 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 4 4 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 4 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 4 4 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 4 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 4 5 ism SO: {{the,d},{the,{the,{the,d}}}}, Input: []
3 1 1 2 4 5 1 uws SO: <n!case,book>, Input: [{{the,d},{the,{the,{the,d}}}}]
3 1 1 2 4 5 2 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 5 3 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 5 4 ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 5 5 ism SO: {{the,{the,{the,d}}},{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 5 6 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 5 7 ism SO: {{the,{the,d}},{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 5 8 ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 5 9 ism SO: {{the,d},{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 5 10ism SO: {the,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 5 11ism SO: {d,{{the,d},{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 5 12ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 4 5 13ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 5 14ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 4 5 15ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 4 5 16ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 5 17ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 4 5 18ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 5 19ipm SO: <{{the,d},{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 4 5 20ipm SO: <{{the,d},{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 5 21ipm SO: <{{the,d},{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 4 6 ism SO: {the,{the,{the,{the,d}}}}, Input: []
3 1 1 2 4 6 1 uws SO: <n!case,book>, Input: [{the,{the,{the,{the,d}}}}]
3 1 1 2 4 6 2 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 6 3 ism SO: {{the,{the,{the,d}}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 6 4 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 6 5 ism SO: {{the,{the,d}},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 6 6 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 6 7 ism SO: {{the,d},{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 6 8 ism SO: {the,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 6 9 ism SO: {d,{the,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 6 10ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 6 11ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 4 6 12ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 6 13ipm SO: <{the,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 4 6 14ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 6 15ipm SO: <{the,{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 4 6 16ipm SO: <{the,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 6 17ipm SO: <{the,{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 4 7 ism SO: {d,{the,{the,{the,d}}}}, Input: []
3 1 1 2 4 7 1 uws SO: <n!case,book>, Input: [{d,{the,{the,{the,d}}}}]
3 1 1 2 4 7 2 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 7 3 ism SO: {{the,{the,{the,d}}},{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 7 4 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 7 5 ism SO: {{the,{the,d}},{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 7 6 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 7 7 ism SO: {{the,d},{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 7 8 ism SO: {the,{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 7 9 ism SO: {d,{d,{the,{the,{the,d}}}}}, Input: []
3 1 1 2 4 7 10ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 4 7 11ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,{the,d}}}>, Input: []
3 1 1 2 4 7 12ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 7 13ipm SO: <{d,{the,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 4 7 14ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 7 15ipm SO: <{d,{the,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 4 7 16ipm SO: <{d,{the,{the,{the,d}}}},the>, Input: []
3 1 1 2 4 7 17ipm SO: <{d,{the,{the,{the,d}}}},d>, Input: []
3 1 1 2 4 8 ipm SO: <{the,{the,{the,d}}},the>, Input: []
3 1 1 2 4 8 1 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},the>]
3 1 1 2 4 9 ipm SO: <{the,{the,{the,d}}},{the,{the,d}}>, Input: []
3 1 1 2 4 9 1 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},{the,{the,d}}>]
3 1 1 2 4 9 2 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 4 9 3 ism SO: {{the,d},<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 4 9 4 ism SO: {the,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 4 9 5 ism SO: {d,<{the,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 4 9 6 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
3 1 1 2 4 9 7 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
3 1 1 2 4 9 8 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
3 1 1 2 4 9 9 ipm SO: <<{the,{the,{the,d}}},{the,{the,d}}>,d>, Input: []
3 1 1 2 4 10ipm SO: <{the,{the,{the,d}}},the>, Input: []
3 1 1 2 4 101 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},the>]
3 1 1 2 4 11ipm SO: <{the,{the,{the,d}}},{the,d}>, Input: []
3 1 1 2 4 111 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},{the,d}>]
3 1 1 2 4 112 ism SO: {the,<{the,{the,{the,d}}},{the,d}>}, Input: []
3 1 1 2 4 113 ism SO: {d,<{the,{the,{the,d}}},{the,d}>}, Input: []
3 1 1 2 4 114 ipm SO: <<{the,{the,{the,d}}},{the,d}>,the>, Input: []
3 1 1 2 4 115 ipm SO: <<{the,{the,{the,d}}},{the,d}>,d>, Input: []
3 1 1 2 4 12ipm SO: <{the,{the,{the,d}}},the>, Input: []
3 1 1 2 4 121 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},the>]
3 1 1 2 4 13ipm SO: <{the,{the,{the,d}}},d>, Input: []
3 1 1 2 4 131 uws SO: <n!case,book>, Input: [<{the,{the,{the,d}}},d>]
3 1 1 2 5 ism SO: {d,{the,{the,d}}}, Input: []
3 1 1 2 5 1 uws SO: <n!case,book>, Input: [{d,{the,{the,d}}}]
3 1 1 2 5 1 1 esm SO: {<n!case,book>,{d,{the,{the,d}}}}, Input: []
3 1 1 2 5 1 2 epm SO: <<n!case,book>,{d,{the,{the,d}}}>, Input: []
3 1 1 2 5 1 3 epm SO: <{d,{the,{the,d}}},<n!case,book>>, Input: []
3 1 1 2 5 2 ism SO: {d,{d,{the,{the,d}}}}, Input: []
3 1 1 2 5 2 1 uws SO: <n!case,book>, Input: [{d,{d,{the,{the,d}}}}]
3 1 1 2 5 2 2 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 2 3 ism SO: {{d,{the,{the,d}}},{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 2 4 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 2 5 ism SO: {{the,{the,d}},{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 2 6 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 2 7 ism SO: {{the,d},{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 2 8 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 2 9 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 2 10ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 2 11ipm SO: <{d,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
3 1 1 2 5 2 12ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 2 13ipm SO: <{d,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 5 2 14ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 2 15ipm SO: <{d,{d,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 5 2 16ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 2 17ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 3 ism SO: {{the,{the,d}},{d,{the,{the,d}}}}, Input: []
3 1 1 2 5 3 1 uws SO: <n!case,book>, Input: [{{the,{the,d}},{d,{the,{the,d}}}}]
3 1 1 2 5 3 2 ism SO: {{the,{the,d}},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 3 ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 4 ism SO: {{the,d},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 5 ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 6 ism SO: {d,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 7 ism SO: {{d,{the,{the,d}}},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 8 ism SO: {d,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 9 ism SO: {{the,{the,d}},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 10ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 11ism SO: {{the,d},{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 12ism SO: {the,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 13ism SO: {d,{{the,{the,d}},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 3 14ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 5 3 15ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 3 16ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 5 3 17ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 3 18ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 3 19ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
3 1 1 2 5 3 20ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 3 21ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 5 3 22ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 3 23ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 5 3 24ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 3 25ipm SO: <{{the,{the,d}},{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 4 ism SO: {the,{d,{the,{the,d}}}}, Input: []
3 1 1 2 5 4 1 uws SO: <n!case,book>, Input: [{the,{d,{the,{the,d}}}}]
3 1 1 2 5 4 2 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 4 3 ism SO: {{d,{the,{the,d}}},{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 4 4 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 4 5 ism SO: {{the,{the,d}},{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 4 6 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 4 7 ism SO: {{the,d},{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 4 8 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 4 9 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 4 10ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 4 11ipm SO: <{the,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
3 1 1 2 5 4 12ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 4 13ipm SO: <{the,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 5 4 14ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 4 15ipm SO: <{the,{d,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 5 4 16ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 4 17ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 5 ism SO: {{the,d},{d,{the,{the,d}}}}, Input: []
3 1 1 2 5 5 1 uws SO: <n!case,book>, Input: [{{the,d},{d,{the,{the,d}}}}]
3 1 1 2 5 5 2 ism SO: {{the,d},{{the,d},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 5 3 ism SO: {the,{{the,d},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 5 4 ism SO: {d,{{the,d},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 5 5 ism SO: {{d,{the,{the,d}}},{{the,d},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 5 6 ism SO: {d,{{the,d},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 5 7 ism SO: {{the,{the,d}},{{the,d},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 5 8 ism SO: {the,{{the,d},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 5 9 ism SO: {{the,d},{{the,d},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 5 10ism SO: {the,{{the,d},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 5 11ism SO: {d,{{the,d},{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 5 12ipm SO: <{{the,d},{d,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 5 5 13ipm SO: <{{the,d},{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 5 14ipm SO: <{{the,d},{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 5 15ipm SO: <{{the,d},{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
3 1 1 2 5 5 16ipm SO: <{{the,d},{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 5 17ipm SO: <{{the,d},{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 5 5 18ipm SO: <{{the,d},{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 5 19ipm SO: <{{the,d},{d,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 5 5 20ipm SO: <{{the,d},{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 5 21ipm SO: <{{the,d},{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 6 ism SO: {the,{d,{the,{the,d}}}}, Input: []
3 1 1 2 5 6 1 uws SO: <n!case,book>, Input: [{the,{d,{the,{the,d}}}}]
3 1 1 2 5 6 2 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 6 3 ism SO: {{d,{the,{the,d}}},{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 6 4 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 6 5 ism SO: {{the,{the,d}},{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 6 6 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 6 7 ism SO: {{the,d},{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 6 8 ism SO: {the,{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 6 9 ism SO: {d,{the,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 6 10ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 6 11ipm SO: <{the,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
3 1 1 2 5 6 12ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 6 13ipm SO: <{the,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 5 6 14ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 6 15ipm SO: <{the,{d,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 5 6 16ipm SO: <{the,{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 6 17ipm SO: <{the,{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 7 ism SO: {d,{d,{the,{the,d}}}}, Input: []
3 1 1 2 5 7 1 uws SO: <n!case,book>, Input: [{d,{d,{the,{the,d}}}}]
3 1 1 2 5 7 2 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 7 3 ism SO: {{d,{the,{the,d}}},{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 7 4 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 7 5 ism SO: {{the,{the,d}},{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 7 6 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 7 7 ism SO: {{the,d},{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 7 8 ism SO: {the,{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 7 9 ism SO: {d,{d,{d,{the,{the,d}}}}}, Input: []
3 1 1 2 5 7 10ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 7 11ipm SO: <{d,{d,{the,{the,d}}}},{d,{the,{the,d}}}>, Input: []
3 1 1 2 5 7 12ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 7 13ipm SO: <{d,{d,{the,{the,d}}}},{the,{the,d}}>, Input: []
3 1 1 2 5 7 14ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 7 15ipm SO: <{d,{d,{the,{the,d}}}},{the,d}>, Input: []
3 1 1 2 5 7 16ipm SO: <{d,{d,{the,{the,d}}}},the>, Input: []
3 1 1 2 5 7 17ipm SO: <{d,{d,{the,{the,d}}}},d>, Input: []
3 1 1 2 5 8 ipm SO: <{d,{the,{the,d}}},d>, Input: []
3 1 1 2 5 8 1 uws SO: <n!case,book>, Input: [<{d,{the,{the,d}}},d>]
3 1 1 2 5 9 ipm SO: <{d,{the,{the,d}}},{the,{the,d}}>, Input: []
3 1 1 2 5 9 1 uws SO: <n!case,book>, Input: [<{d,{the,{the,d}}},{the,{the,d}}>]
3 1 1 2 5 9 2 ism SO: {the,<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 5 9 3 ism SO: {{the,d},<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 5 9 4 ism SO: {the,<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 5 9 5 ism SO: {d,<{d,{the,{the,d}}},{the,{the,d}}>}, Input: []
3 1 1 2 5 9 6 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
3 1 1 2 5 9 7 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,{the,d}>, Input: []
3 1 1 2 5 9 8 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,the>, Input: []
3 1 1 2 5 9 9 ipm SO: <<{d,{the,{the,d}}},{the,{the,d}}>,d>, Input: []
3 1 1 2 5 10ipm SO: <{d,{the,{the,d}}},the>, Input: []
3 1 1 2 5 101 uws SO: <n!case,book>, Input: [<{d,{the,{the,d}}},the>]
3 1 1 2 5 11ipm SO: <{d,{the,{the,d}}},{the,d}>, Input: []
3 1 1 2 5 111 uws SO: <n!case,book>, Input: [<{d,{the,{the,d}}},{the,d}>]
3 1 1 2 5 112 ism SO: {the,<{d,{the,{the,d}}},{the,d}>}, Input: []
3 1 1 2 5 113 ism SO: {d,<{d,{the,{the,d}}},{the,d}>}, Input: []
3 1 1 2 5 114 ipm SO: <<{d,{the,{the,d}}},{the,d}>,the>, Input: []
3 1 1 2 5 115 ipm SO: <<{d,{the,{the,d}}},{the,d}>,d>, Input: []
3 1 1 2 5 12ipm SO: <{d,{the,{the,d}}},the>, Input: []
3 1 1 2 5 121 uws SO: <n!case,book>, Input: [<{d,{the,{the,d}}},the>]
3 1 1 2 5 13ipm SO: <{d,{the,{the,d}}},d>, Input: []
3 1 1 2 5 131 uws SO: <n!case,book>, Input: [<{d,{the,{the,d}}},d>]
3 1 1 2 6 ipm SO: <{the,{the,d}},the>, Input: []
3 1 1 2 6 1 uws SO: <n!case,book>, Input: [<{the,{the,d}},the>]
3 1 1 2 6 1 1 esm SO: {<n!case,book>,<{the,{the,d}},the>}, Input: []
3 1 1 2 6 1 2 epm SO: <<n!case,book>,<{the,{the,d}},the>>, Input: []
3 1 1 2 6 1 3 epm SO: <<{the,{the,d}},the>,<n!case,book>>, Input: []
3 1 1 2 7 ipm SO: <{the,{the,d}},{the,d}>, Input: []
3 1 1 2 7 1 uws SO: <n!case,book>, Input: [<{the,{the,d}},{the,d}>]
3 1 1 2 7 1 1 esm SO: {<n!case,book>,<{the,{the,d}},{the,d}>}, Input: []
3 1 1 2 7 1 2 epm SO: <<n!case,book>,<{the,{the,d}},{the,d}>>, Input: []
3 1 1 2 7 1 3 epm SO: <<{the,{the,d}},{the,d}>,<n!case,book>>, Input: []
3 1 1 2 7 2 ism SO: {the,<{the,{the,d}},{the,d}>}, Input: []
3 1 1 2 7 2 1 uws SO: <n!case,book>, Input: [{the,<{the,{the,d}},{the,d}>}]
3 1 1 2 7 2 2 ism SO: {the,{the,<{the,{the,d}},{the,d}>}}, Input: []
3 1 1 2 7 2 3 ism SO: {<{the,{the,d}},{the,d}>,{the,<{the,{the,d}},{the,d}>}}, Input: []
3 1 1 2 7 2 4 ism SO: {the,{the,<{the,{the,d}},{the,d}>}}, Input: []
3 1 1 2 7 2 5 ism SO: {d,{the,<{the,{the,d}},{the,d}>}}, Input: []
3 1 1 2 7 2 6 ipm SO: <{the,<{the,{the,d}},{the,d}>},the>, Input: []
3 1 1 2 7 2 7 ipm SO: <{the,<{the,{the,d}},{the,d}>},<{the,{the,d}},{the,d}>>, Input: []
3 1 1 2 7 2 8 ipm SO: <{the,<{the,{the,d}},{the,d}>},the>, Input: []
3 1 1 2 7 2 9 ipm SO: <{the,<{the,{the,d}},{the,d}>},d>, Input: []
3 1 1 2 7 3 ism SO: {d,<{the,{the,d}},{the,d}>}, Input: []
3 1 1 2 7 3 1 uws SO: <n!case,book>, Input: [{d,<{the,{the,d}},{the,d}>}]
3 1 1 2 7 3 2 ism SO: {d,{d,<{the,{the,d}},{the,d}>}}, Input: []
3 1 1 2 7 3 3 ism SO: {<{the,{the,d}},{the,d}>,{d,<{the,{the,d}},{the,d}>}}, Input: []
3 1 1 2 7 3 4 ism SO: {the,{d,<{the,{the,d}},{the,d}>}}, Input: []
3 1 1 2 7 3 5 ism SO: {d,{d,<{the,{the,d}},{the,d}>}}, Input: []
3 1 1 2 7 3 6 ipm SO: <{d,<{the,{the,d}},{the,d}>},d>, Input: []
3 1 1 2 7 3 7 ipm SO: <{d,<{the,{the,d}},{the,d}>},<{the,{the,d}},{the,d}>>, Input: []
3 1 1 2 7 3 8 ipm SO: <{d,<{the,{the,d}},{the,d}>},the>, Input: []
3 1 1 2 7 3 9 ipm SO: <{d,<{the,{the,d}},{the,d}>},d>, Input: []
3 1 1 2 7 4 ipm SO: <<{the,{the,d}},{the,d}>,the>, Input: []
3 1 1 2 7 4 1 uws SO: <n!case,book>, Input: [<<{the,{the,d}},{the,d}>,the>]
3 1 1 2 7 5 ipm SO: <<{the,{the,d}},{the,d}>,d>, Input: []
3 1 1 2 7 5 1 uws SO: <n!case,book>, Input: [<<{the,{the,d}},{the,d}>,d>]
3 1 1 2 8 ipm SO: <{the,{the,d}},the>, Input: []
3 1 1 2 8 1 uws SO: <n!case,book>, Input: [<{the,{the,d}},the>]
3 1 1 2 8 1 1 esm SO: {<n!case,book>,<{the,{the,d}},the>}, Input: []
3 1 1 2 8 1 2 epm SO: <<n!case,book>,<{the,{the,d}},the>>, Input: []
3 1 1 2 8 1 3 epm SO: <<{the,{the,d}},the>,<n!case,book>>, Input: []
3 1 1 2 9 ipm SO: <{the,{the,d}},d>, Input: []
3 1 1 2 9 1 uws SO: <n!case,book>, Input: [<{the,{the,d}},d>]
3 1 1 2 9 1 1 esm SO: {<n!case,book>,<{the,{the,d}},d>}, Input: []
3 1 1 2 9 1 2 epm SO: <<n!case,book>,<{the,{the,d}},d>>, Input: []
3 1 1 2 9 1 3 epm SO: <<{the,{the,d}},d>,<n!case,book>>, Input: []
3 1 1 3 ism SO: {d,{the,d}}, Input: []
3 1 1 3 1 uws SO: <n!case,book>, Input: [{d,{the,d}}]
3 1 1 3 1 1 esm SO: {<n!case,book>,{d,{the,d}}}, Input: []
3 1 1 3 1 1 1 ism SO: {<n!case,book>,{<n!case,book>,{d,{the,d}}}}, Input: []
3 1 1 3 1 1 2 ism SO: {{d,{the,d}},{<n!case,book>,{d,{the,d}}}}, Input: []
3 1 1 3 1 1 3 ism SO: {d,{<n!case,book>,{d,{the,d}}}}, Input: []
3 1 1 3 1 1 4 ism SO: {{the,d},{<n!case,book>,{d,{the,d}}}}, Input: []
3 1 1 3 1 1 5 ism SO: {the,{<n!case,book>,{d,{the,d}}}}, Input: []
3 1 1 3 1 1 6 ism SO: {d,{<n!case,book>,{d,{the,d}}}}, Input: []
3 1 1 3 1 1 7 ipm SO: <{<n!case,book>,{d,{the,d}}},<n!case,book>>, Input: []
3 1 1 3 1 1 8 ipm SO: <{<n!case,book>,{d,{the,d}}},{d,{the,d}}>, Input: []
3 1 1 3 1 1 9 ipm SO: <{<n!case,book>,{d,{the,d}}},d>, Input: []
3 1 1 3 1 1 10ipm SO: <{<n!case,book>,{d,{the,d}}},{the,d}>, Input: []
3 1 1 3 1 1 11ipm SO: <{<n!case,book>,{d,{the,d}}},the>, Input: []
3 1 1 3 1 1 12ipm SO: <{<n!case,book>,{d,{the,d}}},d>, Input: []
3 1 1 3 1 2 epm SO: <<n!case,book>,{d,{the,d}}>, Input: []
3 1 1 3 1 2 1 ism SO: {d,<<n!case,book>,{d,{the,d}}>}, Input: []
3 1 1 3 1 2 2 ism SO: {{the,d},<<n!case,book>,{d,{the,d}}>}, Input: []
3 1 1 3 1 2 3 ism SO: {the,<<n!case,book>,{d,{the,d}}>}, Input: []
3 1 1 3 1 2 4 ism SO: {d,<<n!case,book>,{d,{the,d}}>}, Input: []
3 1 1 3 1 2 5 ipm SO: <<<n!case,book>,{d,{the,d}}>,d>, Input: []
3 1 1 3 1 2 6 ipm SO: <<<n!case,book>,{d,{the,d}}>,{the,d}>, Input: []
3 1 1 3 1 2 7 ipm SO: <<<n!case,book>,{d,{the,d}}>,the>, Input: []
3 1 1 3 1 2 8 ipm SO: <<<n!case,book>,{d,{the,d}}>,d>, Input: []
3 1 1 3 1 3 epm SO: <{d,{the,d}},<n!case,book>>, Input: []
3 1 1 3 2 ism SO: {d,{d,{the,d}}}, Input: []
3 1 1 3 2 1 uws SO: <n!case,book>, Input: [{d,{d,{the,d}}}]
3 1 1 3 2 1 1 esm SO: {<n!case,book>,{d,{d,{the,d}}}}, Input: []
3 1 1 3 2 1 2 epm SO: <<n!case,book>,{d,{d,{the,d}}}>, Input: []
3 1 1 3 2 1 3 epm SO: <{d,{d,{the,d}}},<n!case,book>>, Input: []
3 1 1 3 2 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
3 1 1 3 2 2 1 uws SO: <n!case,book>, Input: [{d,{d,{d,{the,d}}}}]
3 1 1 3 2 2 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 2 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 2 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 2 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 2 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 2 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 2 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 2 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 2 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 2 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 2 2 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 2 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 2 2 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 2 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 2 2 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 2 2 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
3 1 1 3 2 3 1 uws SO: <n!case,book>, Input: [{{d,{the,d}},{d,{d,{the,d}}}}]
3 1 1 3 2 3 2 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 3 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 4 ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 5 ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 6 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 7 ism SO: {{d,{d,{the,d}}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 8 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 9 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 10ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 11ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 12ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 13ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 3 14ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 2 3 15ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 3 16ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 2 3 17ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 2 3 18ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 3 19ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 2 3 20ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 3 21ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 2 3 22ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 3 23ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 2 3 24ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 2 3 25ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
3 1 1 3 2 4 1 uws SO: <n!case,book>, Input: [{d,{d,{d,{the,d}}}}]
3 1 1 3 2 4 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 4 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 4 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 4 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 4 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 4 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 4 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 4 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 4 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 4 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 2 4 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 4 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 2 4 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 4 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 2 4 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 2 4 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
3 1 1 3 2 5 1 uws SO: <n!case,book>, Input: [{{the,d},{d,{d,{the,d}}}}]
3 1 1 3 2 5 2 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 5 3 ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 5 4 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 5 5 ism SO: {{d,{d,{the,d}}},{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 5 6 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 5 7 ism SO: {{d,{the,d}},{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 5 8 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 5 9 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 5 10ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 5 11ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 5 12ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 2 5 13ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 2 5 14ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 5 15ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 2 5 16ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 5 17ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 2 5 18ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 5 19ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 2 5 20ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 2 5 21ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
3 1 1 3 2 6 1 uws SO: <n!case,book>, Input: [{the,{d,{d,{the,d}}}}]
3 1 1 3 2 6 2 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 6 3 ism SO: {{d,{d,{the,d}}},{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 6 4 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 6 5 ism SO: {{d,{the,d}},{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 6 6 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 6 7 ism SO: {{the,d},{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 6 8 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 6 9 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 6 10ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 2 6 11ipm SO: <{the,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 2 6 12ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 6 13ipm SO: <{the,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 2 6 14ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 6 15ipm SO: <{the,{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 2 6 16ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 2 6 17ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
3 1 1 3 2 7 1 uws SO: <n!case,book>, Input: [{d,{d,{d,{the,d}}}}]
3 1 1 3 2 7 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 7 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 7 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 7 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 7 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 7 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 7 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 7 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 2 7 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 7 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 2 7 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 7 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 2 7 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 7 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 2 7 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 2 7 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 2 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
3 1 1 3 2 8 1 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},d>]
3 1 1 3 2 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
3 1 1 3 2 9 1 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},{d,{the,d}}>]
3 1 1 3 2 9 2 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 2 9 3 ism SO: {{the,d},<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 2 9 4 ism SO: {the,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 2 9 5 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 2 9 6 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
3 1 1 3 2 9 7 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
3 1 1 3 2 9 8 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,the>, Input: []
3 1 1 3 2 9 9 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
3 1 1 3 2 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
3 1 1 3 2 101 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},d>]
3 1 1 3 2 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
3 1 1 3 2 111 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},{the,d}>]
3 1 1 3 2 112 ism SO: {the,<{d,{d,{the,d}}},{the,d}>}, Input: []
3 1 1 3 2 113 ism SO: {d,<{d,{d,{the,d}}},{the,d}>}, Input: []
3 1 1 3 2 114 ipm SO: <<{d,{d,{the,d}}},{the,d}>,the>, Input: []
3 1 1 3 2 115 ipm SO: <<{d,{d,{the,d}}},{the,d}>,d>, Input: []
3 1 1 3 2 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
3 1 1 3 2 121 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},the>]
3 1 1 3 2 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
3 1 1 3 2 131 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},d>]
3 1 1 3 3 ism SO: {{the,d},{d,{the,d}}}, Input: []
3 1 1 3 3 1 uws SO: <n!case,book>, Input: [{{the,d},{d,{the,d}}}]
3 1 1 3 3 1 1 esm SO: {<n!case,book>,{{the,d},{d,{the,d}}}}, Input: []
3 1 1 3 3 1 2 epm SO: <<n!case,book>,{{the,d},{d,{the,d}}}>, Input: []
3 1 1 3 3 1 3 epm SO: <{{the,d},{d,{the,d}}},<n!case,book>>, Input: []
3 1 1 3 3 2 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
3 1 1 3 3 2 1 uws SO: <n!case,book>, Input: [{{the,d},{{the,d},{d,{the,d}}}}]
3 1 1 3 3 2 2 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 3 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 4 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 5 ism SO: {{{the,d},{d,{the,d}}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 6 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 7 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 8 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 9 ism SO: {{d,{the,d}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 10ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 11ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 12ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 13ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 2 14ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 2 15ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 2 16ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 2 17ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
3 1 1 3 3 2 18ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 2 19ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 2 20ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 2 21ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 3 2 22ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 2 23ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 2 24ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 2 25ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 3 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
3 1 1 3 3 3 1 uws SO: <n!case,book>, Input: [{the,{{the,d},{d,{the,d}}}}]
3 1 1 3 3 3 2 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 3 3 ism SO: {{{the,d},{d,{the,d}}},{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 3 4 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 3 5 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 3 6 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 3 7 ism SO: {{d,{the,d}},{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 3 8 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 3 9 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 3 10ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 3 11ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 3 12ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 3 13ipm SO: <{the,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
3 1 1 3 3 3 14ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 3 15ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 3 16ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 3 17ipm SO: <{the,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 3 3 18ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 3 19ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 3 20ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 3 21ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 4 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
3 1 1 3 3 4 1 uws SO: <n!case,book>, Input: [{d,{{the,d},{d,{the,d}}}}]
3 1 1 3 3 4 2 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 4 3 ism SO: {{{the,d},{d,{the,d}}},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 4 4 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 4 5 ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 4 6 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 4 7 ism SO: {{d,{the,d}},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 4 8 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 4 9 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 4 10ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 4 11ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 4 12ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 4 13ipm SO: <{d,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
3 1 1 3 3 4 14ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 4 15ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 4 16ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 4 17ipm SO: <{d,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 3 4 18ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 4 19ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 4 20ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 4 21ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 5 ism SO: {{d,{the,d}},{{the,d},{d,{the,d}}}}, Input: []
3 1 1 3 3 5 1 uws SO: <n!case,book>, Input: [{{d,{the,d}},{{the,d},{d,{the,d}}}}]
3 1 1 3 3 5 2 ism SO: {{d,{the,d}},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 3 ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 4 ism SO: {{the,d},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 5 ism SO: {the,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 6 ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 7 ism SO: {{{the,d},{d,{the,d}}},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 8 ism SO: {{the,d},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 9 ism SO: {the,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 10ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 11ism SO: {{d,{the,d}},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 12ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 13ism SO: {{the,d},{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 14ism SO: {the,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 15ism SO: {d,{{d,{the,d}},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 5 16ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 3 5 17ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 5 18ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 5 19ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 5 20ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 5 21ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
3 1 1 3 3 5 22ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 5 23ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 5 24ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 5 25ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 3 5 26ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 5 27ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 5 28ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 5 29ipm SO: <{{d,{the,d}},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 6 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
3 1 1 3 3 6 1 uws SO: <n!case,book>, Input: [{d,{{the,d},{d,{the,d}}}}]
3 1 1 3 3 6 2 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 6 3 ism SO: {{{the,d},{d,{the,d}}},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 6 4 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 6 5 ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 6 6 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 6 7 ism SO: {{d,{the,d}},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 6 8 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 6 9 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 6 10ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 6 11ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 6 12ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 6 13ipm SO: <{d,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
3 1 1 3 3 6 14ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 6 15ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 6 16ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 6 17ipm SO: <{d,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 3 6 18ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 6 19ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 6 20ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 6 21ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 7 ism SO: {{the,d},{{the,d},{d,{the,d}}}}, Input: []
3 1 1 3 3 7 1 uws SO: <n!case,book>, Input: [{{the,d},{{the,d},{d,{the,d}}}}]
3 1 1 3 3 7 2 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 3 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 4 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 5 ism SO: {{{the,d},{d,{the,d}}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 6 ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 7 ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 8 ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 9 ism SO: {{d,{the,d}},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 10ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 11ism SO: {{the,d},{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 12ism SO: {the,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 13ism SO: {d,{{the,d},{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 7 14ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 7 15ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 7 16ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 7 17ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
3 1 1 3 3 7 18ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 7 19ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 7 20ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 7 21ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 3 7 22ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 7 23ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 7 24ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 7 25ipm SO: <{{the,d},{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 8 ism SO: {the,{{the,d},{d,{the,d}}}}, Input: []
3 1 1 3 3 8 1 uws SO: <n!case,book>, Input: [{the,{{the,d},{d,{the,d}}}}]
3 1 1 3 3 8 2 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 8 3 ism SO: {{{the,d},{d,{the,d}}},{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 8 4 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 8 5 ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 8 6 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 8 7 ism SO: {{d,{the,d}},{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 8 8 ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 8 9 ism SO: {{the,d},{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 8 10ism SO: {the,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 8 11ism SO: {d,{the,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 8 12ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 8 13ipm SO: <{the,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
3 1 1 3 3 8 14ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 8 15ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 8 16ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 8 17ipm SO: <{the,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 3 8 18ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 8 19ipm SO: <{the,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 8 20ipm SO: <{the,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 8 21ipm SO: <{the,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 9 ism SO: {d,{{the,d},{d,{the,d}}}}, Input: []
3 1 1 3 3 9 1 uws SO: <n!case,book>, Input: [{d,{{the,d},{d,{the,d}}}}]
3 1 1 3 3 9 2 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 9 3 ism SO: {{{the,d},{d,{the,d}}},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 9 4 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 9 5 ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 9 6 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 9 7 ism SO: {{d,{the,d}},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 9 8 ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 9 9 ism SO: {{the,d},{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 9 10ism SO: {the,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 9 11ism SO: {d,{d,{{the,d},{d,{the,d}}}}}, Input: []
3 1 1 3 3 9 12ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 9 13ipm SO: <{d,{{the,d},{d,{the,d}}}},{{the,d},{d,{the,d}}}>, Input: []
3 1 1 3 3 9 14ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 9 15ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 9 16ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 9 17ipm SO: <{d,{{the,d},{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 3 9 18ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 9 19ipm SO: <{d,{{the,d},{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 3 9 20ipm SO: <{d,{{the,d},{d,{the,d}}}},the>, Input: []
3 1 1 3 3 9 21ipm SO: <{d,{{the,d},{d,{the,d}}}},d>, Input: []
3 1 1 3 3 10ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
3 1 1 3 3 101 uws SO: <n!case,book>, Input: [<{{the,d},{d,{the,d}}},{the,d}>]
3 1 1 3 3 102 ism SO: {the,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
3 1 1 3 3 103 ism SO: {d,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
3 1 1 3 3 104 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,the>, Input: []
3 1 1 3 3 105 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,d>, Input: []
3 1 1 3 3 11ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
3 1 1 3 3 111 uws SO: <n!case,book>, Input: [<{{the,d},{d,{the,d}}},the>]
3 1 1 3 3 12ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
3 1 1 3 3 121 uws SO: <n!case,book>, Input: [<{{the,d},{d,{the,d}}},d>]
3 1 1 3 3 13ipm SO: <{{the,d},{d,{the,d}}},{d,{the,d}}>, Input: []
3 1 1 3 3 131 uws SO: <n!case,book>, Input: [<{{the,d},{d,{the,d}}},{d,{the,d}}>]
3 1 1 3 3 132 ism SO: {d,<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 3 133 ism SO: {{the,d},<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 3 134 ism SO: {the,<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 3 135 ism SO: {d,<{{the,d},{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 3 136 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,d>, Input: []
3 1 1 3 3 137 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
3 1 1 3 3 138 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,the>, Input: []
3 1 1 3 3 139 ipm SO: <<{{the,d},{d,{the,d}}},{d,{the,d}}>,d>, Input: []
3 1 1 3 3 14ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
3 1 1 3 3 141 uws SO: <n!case,book>, Input: [<{{the,d},{d,{the,d}}},d>]
3 1 1 3 3 15ipm SO: <{{the,d},{d,{the,d}}},{the,d}>, Input: []
3 1 1 3 3 151 uws SO: <n!case,book>, Input: [<{{the,d},{d,{the,d}}},{the,d}>]
3 1 1 3 3 152 ism SO: {the,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
3 1 1 3 3 153 ism SO: {d,<{{the,d},{d,{the,d}}},{the,d}>}, Input: []
3 1 1 3 3 154 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,the>, Input: []
3 1 1 3 3 155 ipm SO: <<{{the,d},{d,{the,d}}},{the,d}>,d>, Input: []
3 1 1 3 3 16ipm SO: <{{the,d},{d,{the,d}}},the>, Input: []
3 1 1 3 3 161 uws SO: <n!case,book>, Input: [<{{the,d},{d,{the,d}}},the>]
3 1 1 3 3 17ipm SO: <{{the,d},{d,{the,d}}},d>, Input: []
3 1 1 3 3 171 uws SO: <n!case,book>, Input: [<{{the,d},{d,{the,d}}},d>]
3 1 1 3 4 ism SO: {the,{d,{the,d}}}, Input: []
3 1 1 3 4 1 uws SO: <n!case,book>, Input: [{the,{d,{the,d}}}]
3 1 1 3 4 1 1 esm SO: {<n!case,book>,{the,{d,{the,d}}}}, Input: []
3 1 1 3 4 1 2 epm SO: <<n!case,book>,{the,{d,{the,d}}}>, Input: []
3 1 1 3 4 1 3 epm SO: <{the,{d,{the,d}}},<n!case,book>>, Input: []
3 1 1 3 4 2 ism SO: {the,{the,{d,{the,d}}}}, Input: []
3 1 1 3 4 2 1 uws SO: <n!case,book>, Input: [{the,{the,{d,{the,d}}}}]
3 1 1 3 4 2 2 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 2 3 ism SO: {{the,{d,{the,d}}},{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 2 4 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 2 5 ism SO: {{d,{the,d}},{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 2 6 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 2 7 ism SO: {{the,d},{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 2 8 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 2 9 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 2 10ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 2 11ipm SO: <{the,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
3 1 1 3 4 2 12ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 2 13ipm SO: <{the,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 4 2 14ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 2 15ipm SO: <{the,{the,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 4 2 16ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 2 17ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 3 ism SO: {{d,{the,d}},{the,{d,{the,d}}}}, Input: []
3 1 1 3 4 3 1 uws SO: <n!case,book>, Input: [{{d,{the,d}},{the,{d,{the,d}}}}]
3 1 1 3 4 3 2 ism SO: {{d,{the,d}},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 3 ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 4 ism SO: {{the,d},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 5 ism SO: {the,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 6 ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 7 ism SO: {{the,{d,{the,d}}},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 8 ism SO: {the,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 9 ism SO: {{d,{the,d}},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 10ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 11ism SO: {{the,d},{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 12ism SO: {the,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 13ism SO: {d,{{d,{the,d}},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 3 14ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 4 3 15ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 3 16ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 4 3 17ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 3 18ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 3 19ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
3 1 1 3 4 3 20ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 3 21ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 4 3 22ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 3 23ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 4 3 24ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 3 25ipm SO: <{{d,{the,d}},{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 4 ism SO: {d,{the,{d,{the,d}}}}, Input: []
3 1 1 3 4 4 1 uws SO: <n!case,book>, Input: [{d,{the,{d,{the,d}}}}]
3 1 1 3 4 4 2 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 4 3 ism SO: {{the,{d,{the,d}}},{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 4 4 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 4 5 ism SO: {{d,{the,d}},{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 4 6 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 4 7 ism SO: {{the,d},{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 4 8 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 4 9 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 4 10ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 4 11ipm SO: <{d,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
3 1 1 3 4 4 12ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 4 13ipm SO: <{d,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 4 4 14ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 4 15ipm SO: <{d,{the,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 4 4 16ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 4 17ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 5 ism SO: {{the,d},{the,{d,{the,d}}}}, Input: []
3 1 1 3 4 5 1 uws SO: <n!case,book>, Input: [{{the,d},{the,{d,{the,d}}}}]
3 1 1 3 4 5 2 ism SO: {{the,d},{{the,d},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 5 3 ism SO: {the,{{the,d},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 5 4 ism SO: {d,{{the,d},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 5 5 ism SO: {{the,{d,{the,d}}},{{the,d},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 5 6 ism SO: {the,{{the,d},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 5 7 ism SO: {{d,{the,d}},{{the,d},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 5 8 ism SO: {d,{{the,d},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 5 9 ism SO: {{the,d},{{the,d},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 5 10ism SO: {the,{{the,d},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 5 11ism SO: {d,{{the,d},{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 5 12ipm SO: <{{the,d},{the,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 4 5 13ipm SO: <{{the,d},{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 5 14ipm SO: <{{the,d},{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 5 15ipm SO: <{{the,d},{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
3 1 1 3 4 5 16ipm SO: <{{the,d},{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 5 17ipm SO: <{{the,d},{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 4 5 18ipm SO: <{{the,d},{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 5 19ipm SO: <{{the,d},{the,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 4 5 20ipm SO: <{{the,d},{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 5 21ipm SO: <{{the,d},{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 6 ism SO: {the,{the,{d,{the,d}}}}, Input: []
3 1 1 3 4 6 1 uws SO: <n!case,book>, Input: [{the,{the,{d,{the,d}}}}]
3 1 1 3 4 6 2 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 6 3 ism SO: {{the,{d,{the,d}}},{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 6 4 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 6 5 ism SO: {{d,{the,d}},{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 6 6 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 6 7 ism SO: {{the,d},{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 6 8 ism SO: {the,{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 6 9 ism SO: {d,{the,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 6 10ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 6 11ipm SO: <{the,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
3 1 1 3 4 6 12ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 6 13ipm SO: <{the,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 4 6 14ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 6 15ipm SO: <{the,{the,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 4 6 16ipm SO: <{the,{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 6 17ipm SO: <{the,{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 7 ism SO: {d,{the,{d,{the,d}}}}, Input: []
3 1 1 3 4 7 1 uws SO: <n!case,book>, Input: [{d,{the,{d,{the,d}}}}]
3 1 1 3 4 7 2 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 7 3 ism SO: {{the,{d,{the,d}}},{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 7 4 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 7 5 ism SO: {{d,{the,d}},{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 7 6 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 7 7 ism SO: {{the,d},{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 7 8 ism SO: {the,{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 7 9 ism SO: {d,{d,{the,{d,{the,d}}}}}, Input: []
3 1 1 3 4 7 10ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 7 11ipm SO: <{d,{the,{d,{the,d}}}},{the,{d,{the,d}}}>, Input: []
3 1 1 3 4 7 12ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 7 13ipm SO: <{d,{the,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 4 7 14ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 7 15ipm SO: <{d,{the,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 4 7 16ipm SO: <{d,{the,{d,{the,d}}}},the>, Input: []
3 1 1 3 4 7 17ipm SO: <{d,{the,{d,{the,d}}}},d>, Input: []
3 1 1 3 4 8 ipm SO: <{the,{d,{the,d}}},the>, Input: []
3 1 1 3 4 8 1 uws SO: <n!case,book>, Input: [<{the,{d,{the,d}}},the>]
3 1 1 3 4 9 ipm SO: <{the,{d,{the,d}}},{d,{the,d}}>, Input: []
3 1 1 3 4 9 1 uws SO: <n!case,book>, Input: [<{the,{d,{the,d}}},{d,{the,d}}>]
3 1 1 3 4 9 2 ism SO: {d,<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 4 9 3 ism SO: {{the,d},<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 4 9 4 ism SO: {the,<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 4 9 5 ism SO: {d,<{the,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 4 9 6 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
3 1 1 3 4 9 7 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
3 1 1 3 4 9 8 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,the>, Input: []
3 1 1 3 4 9 9 ipm SO: <<{the,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
3 1 1 3 4 10ipm SO: <{the,{d,{the,d}}},d>, Input: []
3 1 1 3 4 101 uws SO: <n!case,book>, Input: [<{the,{d,{the,d}}},d>]
3 1 1 3 4 11ipm SO: <{the,{d,{the,d}}},{the,d}>, Input: []
3 1 1 3 4 111 uws SO: <n!case,book>, Input: [<{the,{d,{the,d}}},{the,d}>]
3 1 1 3 4 112 ism SO: {the,<{the,{d,{the,d}}},{the,d}>}, Input: []
3 1 1 3 4 113 ism SO: {d,<{the,{d,{the,d}}},{the,d}>}, Input: []
3 1 1 3 4 114 ipm SO: <<{the,{d,{the,d}}},{the,d}>,the>, Input: []
3 1 1 3 4 115 ipm SO: <<{the,{d,{the,d}}},{the,d}>,d>, Input: []
3 1 1 3 4 12ipm SO: <{the,{d,{the,d}}},the>, Input: []
3 1 1 3 4 121 uws SO: <n!case,book>, Input: [<{the,{d,{the,d}}},the>]
3 1 1 3 4 13ipm SO: <{the,{d,{the,d}}},d>, Input: []
3 1 1 3 4 131 uws SO: <n!case,book>, Input: [<{the,{d,{the,d}}},d>]
3 1 1 3 5 ism SO: {d,{d,{the,d}}}, Input: []
3 1 1 3 5 1 uws SO: <n!case,book>, Input: [{d,{d,{the,d}}}]
3 1 1 3 5 1 1 esm SO: {<n!case,book>,{d,{d,{the,d}}}}, Input: []
3 1 1 3 5 1 2 epm SO: <<n!case,book>,{d,{d,{the,d}}}>, Input: []
3 1 1 3 5 1 3 epm SO: <{d,{d,{the,d}}},<n!case,book>>, Input: []
3 1 1 3 5 2 ism SO: {d,{d,{d,{the,d}}}}, Input: []
3 1 1 3 5 2 1 uws SO: <n!case,book>, Input: [{d,{d,{d,{the,d}}}}]
3 1 1 3 5 2 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 2 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 2 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 2 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 2 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 2 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 2 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 2 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 2 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 2 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 5 2 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 2 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 5 2 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 2 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 5 2 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 5 2 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 3 ism SO: {{d,{the,d}},{d,{d,{the,d}}}}, Input: []
3 1 1 3 5 3 1 uws SO: <n!case,book>, Input: [{{d,{the,d}},{d,{d,{the,d}}}}]
3 1 1 3 5 3 2 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 3 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 4 ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 5 ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 6 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 7 ism SO: {{d,{d,{the,d}}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 8 ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 9 ism SO: {{d,{the,d}},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 10ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 11ism SO: {{the,d},{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 12ism SO: {the,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 13ism SO: {d,{{d,{the,d}},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 3 14ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 5 3 15ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 3 16ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 5 3 17ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 5 3 18ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 3 19ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 5 3 20ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 3 21ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 5 3 22ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 3 23ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 5 3 24ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 5 3 25ipm SO: <{{d,{the,d}},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 4 ism SO: {d,{d,{d,{the,d}}}}, Input: []
3 1 1 3 5 4 1 uws SO: <n!case,book>, Input: [{d,{d,{d,{the,d}}}}]
3 1 1 3 5 4 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 4 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 4 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 4 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 4 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 4 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 4 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 4 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 4 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 4 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 5 4 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 4 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 5 4 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 4 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 5 4 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 5 4 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 5 ism SO: {{the,d},{d,{d,{the,d}}}}, Input: []
3 1 1 3 5 5 1 uws SO: <n!case,book>, Input: [{{the,d},{d,{d,{the,d}}}}]
3 1 1 3 5 5 2 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 5 3 ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 5 4 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 5 5 ism SO: {{d,{d,{the,d}}},{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 5 6 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 5 7 ism SO: {{d,{the,d}},{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 5 8 ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 5 9 ism SO: {{the,d},{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 5 10ism SO: {the,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 5 11ism SO: {d,{{the,d},{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 5 12ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 5 5 13ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 5 5 14ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 5 15ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 5 5 16ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 5 17ipm SO: <{{the,d},{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 5 5 18ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 5 19ipm SO: <{{the,d},{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 5 5 20ipm SO: <{{the,d},{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 5 5 21ipm SO: <{{the,d},{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 6 ism SO: {the,{d,{d,{the,d}}}}, Input: []
3 1 1 3 5 6 1 uws SO: <n!case,book>, Input: [{the,{d,{d,{the,d}}}}]
3 1 1 3 5 6 2 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 6 3 ism SO: {{d,{d,{the,d}}},{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 6 4 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 6 5 ism SO: {{d,{the,d}},{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 6 6 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 6 7 ism SO: {{the,d},{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 6 8 ism SO: {the,{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 6 9 ism SO: {d,{the,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 6 10ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 5 6 11ipm SO: <{the,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 5 6 12ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 6 13ipm SO: <{the,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 5 6 14ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 6 15ipm SO: <{the,{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 5 6 16ipm SO: <{the,{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 5 6 17ipm SO: <{the,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 7 ism SO: {d,{d,{d,{the,d}}}}, Input: []
3 1 1 3 5 7 1 uws SO: <n!case,book>, Input: [{d,{d,{d,{the,d}}}}]
3 1 1 3 5 7 2 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 7 3 ism SO: {{d,{d,{the,d}}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 7 4 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 7 5 ism SO: {{d,{the,d}},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 7 6 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 7 7 ism SO: {{the,d},{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 7 8 ism SO: {the,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 7 9 ism SO: {d,{d,{d,{d,{the,d}}}}}, Input: []
3 1 1 3 5 7 10ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 7 11ipm SO: <{d,{d,{d,{the,d}}}},{d,{d,{the,d}}}>, Input: []
3 1 1 3 5 7 12ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 7 13ipm SO: <{d,{d,{d,{the,d}}}},{d,{the,d}}>, Input: []
3 1 1 3 5 7 14ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 7 15ipm SO: <{d,{d,{d,{the,d}}}},{the,d}>, Input: []
3 1 1 3 5 7 16ipm SO: <{d,{d,{d,{the,d}}}},the>, Input: []
3 1 1 3 5 7 17ipm SO: <{d,{d,{d,{the,d}}}},d>, Input: []
3 1 1 3 5 8 ipm SO: <{d,{d,{the,d}}},d>, Input: []
3 1 1 3 5 8 1 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},d>]
3 1 1 3 5 9 ipm SO: <{d,{d,{the,d}}},{d,{the,d}}>, Input: []
3 1 1 3 5 9 1 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},{d,{the,d}}>]
3 1 1 3 5 9 2 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 5 9 3 ism SO: {{the,d},<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 5 9 4 ism SO: {the,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 5 9 5 ism SO: {d,<{d,{d,{the,d}}},{d,{the,d}}>}, Input: []
3 1 1 3 5 9 6 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
3 1 1 3 5 9 7 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,{the,d}>, Input: []
3 1 1 3 5 9 8 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,the>, Input: []
3 1 1 3 5 9 9 ipm SO: <<{d,{d,{the,d}}},{d,{the,d}}>,d>, Input: []
3 1 1 3 5 10ipm SO: <{d,{d,{the,d}}},d>, Input: []
3 1 1 3 5 101 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},d>]
3 1 1 3 5 11ipm SO: <{d,{d,{the,d}}},{the,d}>, Input: []
3 1 1 3 5 111 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},{the,d}>]
3 1 1 3 5 112 ism SO: {the,<{d,{d,{the,d}}},{the,d}>}, Input: []
3 1 1 3 5 113 ism SO: {d,<{d,{d,{the,d}}},{the,d}>}, Input: []
3 1 1 3 5 114 ipm SO: <<{d,{d,{the,d}}},{the,d}>,the>, Input: []
3 1 1 3 5 115 ipm SO: <<{d,{d,{the,d}}},{the,d}>,d>, Input: []
3 1 1 3 5 12ipm SO: <{d,{d,{the,d}}},the>, Input: []
3 1 1 3 5 121 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},the>]
3 1 1 3 5 13ipm SO: <{d,{d,{the,d}}},d>, Input: []
3 1 1 3 5 131 uws SO: <n!case,book>, Input: [<{d,{d,{the,d}}},d>]
3 1 1 3 6 ipm SO: <{d,{the,d}},d>, Input: []
3 1 1 3 6 1 uws SO: <n!case,book>, Input: [<{d,{the,d}},d>]
3 1 1 3 6 1 1 esm SO: {<n!case,book>,<{d,{the,d}},d>}, Input: []
3 1 1 3 6 1 2 epm SO: <<n!case,book>,<{d,{the,d}},d>>, Input: []
3 1 1 3 6 1 3 epm SO: <<{d,{the,d}},d>,<n!case,book>>, Input: []
3 1 1 3 7 ipm SO: <{d,{the,d}},{the,d}>, Input: []
3 1 1 3 7 1 uws SO: <n!case,book>, Input: [<{d,{the,d}},{the,d}>]
3 1 1 3 7 1 1 esm SO: {<n!case,book>,<{d,{the,d}},{the,d}>}, Input: []
3 1 1 3 7 1 2 epm SO: <<n!case,book>,<{d,{the,d}},{the,d}>>, Input: []
3 1 1 3 7 1 3 epm SO: <<{d,{the,d}},{the,d}>,<n!case,book>>, Input: []
3 1 1 3 7 2 ism SO: {the,<{d,{the,d}},{the,d}>}, Input: []
3 1 1 3 7 2 1 uws SO: <n!case,book>, Input: [{the,<{d,{the,d}},{the,d}>}]
3 1 1 3 7 2 2 ism SO: {the,{the,<{d,{the,d}},{the,d}>}}, Input: []
3 1 1 3 7 2 3 ism SO: {<{d,{the,d}},{the,d}>,{the,<{d,{the,d}},{the,d}>}}, Input: []
3 1 1 3 7 2 4 ism SO: {the,{the,<{d,{the,d}},{the,d}>}}, Input: []
3 1 1 3 7 2 5 ism SO: {d,{the,<{d,{the,d}},{the,d}>}}, Input: []
3 1 1 3 7 2 6 ipm SO: <{the,<{d,{the,d}},{the,d}>},the>, Input: []
3 1 1 3 7 2 7 ipm SO: <{the,<{d,{the,d}},{the,d}>},<{d,{the,d}},{the,d}>>, Input: []
3 1 1 3 7 2 8 ipm SO: <{the,<{d,{the,d}},{the,d}>},the>, Input: []
3 1 1 3 7 2 9 ipm SO: <{the,<{d,{the,d}},{the,d}>},d>, Input: []
3 1 1 3 7 3 ism SO: {d,<{d,{the,d}},{the,d}>}, Input: []
3 1 1 3 7 3 1 uws SO: <n!case,book>, Input: [{d,<{d,{the,d}},{the,d}>}]
3 1 1 3 7 3 2 ism SO: {d,{d,<{d,{the,d}},{the,d}>}}, Input: []
3 1 1 3 7 3 3 ism SO: {<{d,{the,d}},{the,d}>,{d,<{d,{the,d}},{the,d}>}}, Input: []
3 1 1 3 7 3 4 ism SO: {the,{d,<{d,{the,d}},{the,d}>}}, Input: []
3 1 1 3 7 3 5 ism SO: {d,{d,<{d,{the,d}},{the,d}>}}, Input: []
3 1 1 3 7 3 6 ipm SO: <{d,<{d,{the,d}},{the,d}>},d>, Input: []
3 1 1 3 7 3 7 ipm SO: <{d,<{d,{the,d}},{the,d}>},<{d,{the,d}},{the,d}>>, Input: []
3 1 1 3 7 3 8 ipm SO: <{d,<{d,{the,d}},{the,d}>},the>, Input: []
3 1 1 3 7 3 9 ipm SO: <{d,<{d,{the,d}},{the,d}>},d>, Input: []
3 1 1 3 7 4 ipm SO: <<{d,{the,d}},{the,d}>,the>, Input: []
3 1 1 3 7 4 1 uws SO: <n!case,book>, Input: [<<{d,{the,d}},{the,d}>,the>]
3 1 1 3 7 5 ipm SO: <<{d,{the,d}},{the,d}>,d>, Input: []
3 1 1 3 7 5 1 uws SO: <n!case,book>, Input: [<<{d,{the,d}},{the,d}>,d>]
3 1 1 3 8 ipm SO: <{d,{the,d}},the>, Input: []
3 1 1 3 8 1 uws SO: <n!case,book>, Input: [<{d,{the,d}},the>]
3 1 1 3 8 1 1 esm SO: {<n!case,book>,<{d,{the,d}},the>}, Input: []
3 1 1 3 8 1 2 epm SO: <<n!case,book>,<{d,{the,d}},the>>, Input: []
3 1 1 3 8 1 3 epm SO: <<{d,{the,d}},the>,<n!case,book>>, Input: []
3 1 1 3 9 ipm SO: <{d,{the,d}},d>, Input: []
3 1 1 3 9 1 uws SO: <n!case,book>, Input: [<{d,{the,d}},d>]
3 1 1 3 9 1 1 esm SO: {<n!case,book>,<{d,{the,d}},d>}, Input: []
3 1 1 3 9 1 2 epm SO: <<n!case,book>,<{d,{the,d}},d>>, Input: []
3 1 1 3 9 1 3 epm SO: <<{d,{the,d}},d>,<n!case,book>>, Input: []
3 1 1 4 ipm SO: <{the,d},the>, Input: []
3 1 1 4 1 uws SO: <n!case,book>, Input: [<{the,d},the>]
3 1 1 4 1 1 esm SO: {<n!case,book>,<{the,d},the>}, Input: []
3 1 1 4 1 1 1 ism SO: {<n!case,book>,{<n!case,book>,<{the,d},the>}}, Input: []
3 1 1 4 1 1 2 ism SO: {<{the,d},the>,{<n!case,book>,<{the,d},the>}}, Input: []
3 1 1 4 1 1 3 ipm SO: <{<n!case,book>,<{the,d},the>},<n!case,book>>, Input: []
3 1 1 4 1 1 4 ipm SO: <{<n!case,book>,<{the,d},the>},<{the,d},the>>, Input: []
3 1 1 4 1 2 epm SO: <<n!case,book>,<{the,d},the>>, Input: []
3 1 1 4 1 3 epm SO: <<{the,d},the>,<n!case,book>>, Input: []
3 1 1 5 ipm SO: <{the,d},d>, Input: []
3 1 1 5 1 uws SO: <n!case,book>, Input: [<{the,d},d>]
3 1 1 5 1 1 esm SO: {<n!case,book>,<{the,d},d>}, Input: []
3 1 1 5 1 1 1 ism SO: {<n!case,book>,{<n!case,book>,<{the,d},d>}}, Input: []
3 1 1 5 1 1 2 ism SO: {<{the,d},d>,{<n!case,book>,<{the,d},d>}}, Input: []
3 1 1 5 1 1 3 ipm SO: <{<n!case,book>,<{the,d},d>},<n!case,book>>, Input: []
3 1 1 5 1 1 4 ipm SO: <{<n!case,book>,<{the,d},d>},<{the,d},d>>, Input: []
3 1 1 5 1 2 epm SO: <<n!case,book>,<{the,d},d>>, Input: []
3 1 1 5 1 3 epm SO: <<{the,d},d>,<n!case,book>>, Input: []
3 1 2 epm SO: <the,d>, Input: []
3 1 2 1 uws SO: <n!case,book>, Input: [<the,d>]
3 1 2 1 1 esm SO: {<n!case,book>,<the,d>}, Input: []
3 1 2 1 1 1 ism SO: {<n!case,book>,{<n!case,book>,<the,d>}}, Input: []
3 1 2 1 1 1 1 ism SO: {<n!case,book>,{<n!case,book>,{<n!case,book>,<the,d>}}}, Input: []
3 1 2 1 1 1 2 ism SO: {{<n!case,book>,<the,d>},{<n!case,book>,{<n!case,book>,<the,d>}}}, Input: []
3 1 2 1 1 1 3 ism SO: {<n!case,book>,{<n!case,book>,{<n!case,book>,<the,d>}}}, Input: []
3 1 2 1 1 1 4 ism SO: {<the,d>,{<n!case,book>,{<n!case,book>,<the,d>}}}, Input: []
3 1 2 1 1 1 5 ipm SO: <{<n!case,book>,{<n!case,book>,<the,d>}},<n!case,book>>, Input: []
3 1 2 1 1 1 6 ipm SO: <{<n!case,book>,{<n!case,book>,<the,d>}},{<n!case,book>,<the,d>}>, Input: []
3 1 2 1 1 1 7 ipm SO: <{<n!case,book>,{<n!case,book>,<the,d>}},<n!case,book>>, Input: []
3 1 2 1 1 1 8 ipm SO: <{<n!case,book>,{<n!case,book>,<the,d>}},<the,d>>, Input: []
3 1 2 1 1 2 ism SO: {<the,d>,{<n!case,book>,<the,d>}}, Input: []
3 1 2 1 1 2 1 ism SO: {<the,d>,{<the,d>,{<n!case,book>,<the,d>}}}, Input: []
3 1 2 1 1 2 2 ism SO: {{<n!case,book>,<the,d>},{<the,d>,{<n!case,book>,<the,d>}}}, Input: []
3 1 2 1 1 2 3 ism SO: {<n!case,book>,{<the,d>,{<n!case,book>,<the,d>}}}, Input: []
3 1 2 1 1 2 4 ism SO: {<the,d>,{<the,d>,{<n!case,book>,<the,d>}}}, Input: []
3 1 2 1 1 2 5 ipm SO: <{<the,d>,{<n!case,book>,<the,d>}},<the,d>>, Input: []
3 1 2 1 1 2 6 ipm SO: <{<the,d>,{<n!case,book>,<the,d>}},{<n!case,book>,<the,d>}>, Input: []
3 1 2 1 1 2 7 ipm SO: <{<the,d>,{<n!case,book>,<the,d>}},<n!case,book>>, Input: []
3 1 2 1 1 2 8 ipm SO: <{<the,d>,{<n!case,book>,<the,d>}},<the,d>>, Input: []
3 1 2 1 1 3 ipm SO: <{<n!case,book>,<the,d>},<n!case,book>>, Input: []
3 1 2 1 1 4 ipm SO: <{<n!case,book>,<the,d>},<the,d>>, Input: []
3 1 2 1 2 epm SO: <<n!case,book>,<the,d>>, Input: []
3 1 2 1 3 epm SO: <<the,d>,<n!case,book>>, Input: []
3 1 3 epm SO: <d,the>, Input: []
3 1 3 1 uws SO: <n!case,book>, Input: [<d,the>]
3 1 3 1 1 esm SO: {<n!case,book>,<d,the>}, Input: []
3 1 3 1 1 1 ism SO: {<n!case,book>,{<n!case,book>,<d,the>}}, Input: []
3 1 3 1 1 1 1 ism SO: {<n!case,book>,{<n!case,book>,{<n!case,book>,<d,the>}}}, Input: []
3 1 3 1 1 1 2 ism SO: {{<n!case,book>,<d,the>},{<n!case,book>,{<n!case,book>,<d,the>}}}, Input: []
3 1 3 1 1 1 3 ism SO: {<n!case,book>,{<n!case,book>,{<n!case,book>,<d,the>}}}, Input: []
3 1 3 1 1 1 4 ism SO: {<d,the>,{<n!case,book>,{<n!case,book>,<d,the>}}}, Input: []
3 1 3 1 1 1 5 ipm SO: <{<n!case,book>,{<n!case,book>,<d,the>}},<n!case,book>>, Input: []
3 1 3 1 1 1 6 ipm SO: <{<n!case,book>,{<n!case,book>,<d,the>}},{<n!case,book>,<d,the>}>, Input: []
3 1 3 1 1 1 7 ipm SO: <{<n!case,book>,{<n!case,book>,<d,the>}},<n!case,book>>, Input: []
3 1 3 1 1 1 8 ipm SO: <{<n!case,book>,{<n!case,book>,<d,the>}},<d,the>>, Input: []
3 1 3 1 1 2 ism SO: {<d,the>,{<n!case,book>,<d,the>}}, Input: []
3 1 3 1 1 2 1 ism SO: {<d,the>,{<d,the>,{<n!case,book>,<d,the>}}}, Input: []
3 1 3 1 1 2 2 ism SO: {{<n!case,book>,<d,the>},{<d,the>,{<n!case,book>,<d,the>}}}, Input: []
3 1 3 1 1 2 3 ism SO: {<n!case,book>,{<d,the>,{<n!case,book>,<d,the>}}}, Input: []
3 1 3 1 1 2 4 ism SO: {<d,the>,{<d,the>,{<n!case,book>,<d,the>}}}, Input: []
3 1 3 1 1 2 5 ipm SO: <{<d,the>,{<n!case,book>,<d,the>}},<d,the>>, Input: []
3 1 3 1 1 2 6 ipm SO: <{<d,the>,{<n!case,book>,<d,the>}},{<n!case,book>,<d,the>}>, Input: []
3 1 3 1 1 2 7 ipm SO: <{<d,the>,{<n!case,book>,<d,the>}},<n!case,book>>, Input: []
3 1 3 1 1 2 8 ipm SO: <{<d,the>,{<n!case,book>,<d,the>}},<d,the>>, Input: []
3 1 3 1 1 3 ipm SO: <{<n!case,book>,<d,the>},<n!case,book>>, Input: []
3 1 3 1 1 4 ipm SO: <{<n!case,book>,<d,the>},<d,the>>, Input: []
3 1 3 1 2 epm SO: <<n!case,book>,<d,the>>, Input: []
3 1 3 1 3 epm SO: <<d,the>,<n!case,book>>, Input: []
Nodes: 338248
Dead: 90 MergeR: 0 Unlabeled: 0 Itf: 0 Found: 0 Queue: 318480